diff --git a/.github/workflows/playwright.yml b/.github/workflows/playwright.yml index 636b9bdd3..9036c415f 100644 --- a/.github/workflows/playwright.yml +++ b/.github/workflows/playwright.yml @@ -263,7 +263,7 @@ jobs: fail-fast: false matrix: os: [ubuntu-latest, windows-latest, macos-14] - timeout-minutes: 40 + timeout-minutes: 60 runs-on: ${{ matrix.os }} needs: check-rust-changes steps: diff --git a/docs/kcl/angleToMatchLengthX.md b/docs/kcl/angleToMatchLengthX.md index e666283df..f66c1d9db 100644 --- a/docs/kcl/angleToMatchLengthX.md +++ b/docs/kcl/angleToMatchLengthX.md @@ -270,6 +270,26 @@ const extrusion = extrude(5, sketch001) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -479,6 +499,26 @@ const extrusion = extrude(5, sketch001) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/angleToMatchLengthY.md b/docs/kcl/angleToMatchLengthY.md index 20243dab0..3ebb5278e 100644 --- a/docs/kcl/angleToMatchLengthY.md +++ b/docs/kcl/angleToMatchLengthY.md @@ -274,6 +274,26 @@ const extrusion = extrude(5, sketch001) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -483,6 +503,26 @@ const extrusion = extrude(5, sketch001) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/angledLine.md b/docs/kcl/angledLine.md index 432fcb642..f5db4221d 100644 --- a/docs/kcl/angledLine.md +++ b/docs/kcl/angledLine.md @@ -189,6 +189,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -398,6 +418,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -609,6 +649,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -818,6 +878,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/angledLineOfXLength.md b/docs/kcl/angledLineOfXLength.md index 2ff7573e9..d34cddd64 100644 --- a/docs/kcl/angledLineOfXLength.md +++ b/docs/kcl/angledLineOfXLength.md @@ -188,6 +188,26 @@ const extrusion = extrude(10, sketch001) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -397,6 +417,26 @@ const extrusion = extrude(10, sketch001) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -608,6 +648,26 @@ const extrusion = extrude(10, sketch001) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -817,6 +877,26 @@ const extrusion = extrude(10, sketch001) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/angledLineOfYLength.md b/docs/kcl/angledLineOfYLength.md index dd87e7344..5e15b2d4b 100644 --- a/docs/kcl/angledLineOfYLength.md +++ b/docs/kcl/angledLineOfYLength.md @@ -190,6 +190,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -399,6 +419,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -610,6 +650,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -819,6 +879,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/angledLineThatIntersects.md b/docs/kcl/angledLineThatIntersects.md index 9e039ef23..92a527010 100644 --- a/docs/kcl/angledLineThatIntersects.md +++ b/docs/kcl/angledLineThatIntersects.md @@ -282,6 +282,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -491,6 +511,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -702,6 +742,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -911,6 +971,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/angledLineToX.md b/docs/kcl/angledLineToX.md index 27c299817..082017d08 100644 --- a/docs/kcl/angledLineToX.md +++ b/docs/kcl/angledLineToX.md @@ -187,6 +187,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -396,6 +416,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -607,6 +647,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -816,6 +876,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/angledLineToY.md b/docs/kcl/angledLineToY.md index ffc1f0fae..171822fde 100644 --- a/docs/kcl/angledLineToY.md +++ b/docs/kcl/angledLineToY.md @@ -187,6 +187,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -396,6 +416,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -607,6 +647,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -816,6 +876,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/arc.md b/docs/kcl/arc.md index ac9fca561..faf8f5575 100644 --- a/docs/kcl/arc.md +++ b/docs/kcl/arc.md @@ -200,6 +200,26 @@ const exampleSketch = startSketchOn('XZ') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -409,6 +429,26 @@ const exampleSketch = startSketchOn('XZ') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -620,6 +660,26 @@ const exampleSketch = startSketchOn('XZ') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -829,6 +889,26 @@ const exampleSketch = startSketchOn('XZ') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/arrayReduce.md b/docs/kcl/arrayReduce.md index 04ca67c74..6de9ed10e 100644 --- a/docs/kcl/arrayReduce.md +++ b/docs/kcl/arrayReduce.md @@ -182,6 +182,26 @@ decagon(5.0) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -391,6 +411,26 @@ decagon(5.0) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -594,6 +634,26 @@ decagon(5.0) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -803,6 +863,26 @@ decagon(5.0) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/bezierCurve.md b/docs/kcl/bezierCurve.md index 9db9871a9..49ac9d149 100644 --- a/docs/kcl/bezierCurve.md +++ b/docs/kcl/bezierCurve.md @@ -193,6 +193,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -402,6 +422,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -613,6 +653,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -822,6 +882,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/chamfer.md b/docs/kcl/chamfer.md index 2d90b1fcc..6afd3298b 100644 --- a/docs/kcl/chamfer.md +++ b/docs/kcl/chamfer.md @@ -448,6 +448,26 @@ const sketch001 = startSketchOn(part001, chamfer1) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -852,6 +872,26 @@ const sketch001 = startSketchOn(part001, chamfer1) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/circle.md b/docs/kcl/circle.md index fccd78ca4..60f269061 100644 --- a/docs/kcl/circle.md +++ b/docs/kcl/circle.md @@ -9,14 +9,14 @@ Construct a 2-dimensional circle, of the specified radius, centered at the provided (x, y) origin point. ```js -circle(center: [number], radius: number, sketch_surface_or_group: SketchSurfaceOrGroup, tag?: TagDeclarator) -> SketchGroup +circle(data: CircleData, sketch_surface_or_group: SketchSurfaceOrGroup, tag?: TagDeclarator) -> SketchGroup ``` ### Examples ```js const exampleSketch = startSketchOn("-XZ") - |> circle([0, 0], 10, %) + |> circle({ center: [0, 0], radius: 10 }, %) const example = extrude(5, exampleSketch) ``` @@ -30,7 +30,7 @@ const exampleSketch = startSketchOn("XZ") |> line([0, 30], %) |> line([-30, 0], %) |> close(%) - |> hole(circle([0, 15], 5, %), %) + |> hole(circle({ center: [0, 15], radius: 5 }, %), %) const example = extrude(5, exampleSketch) ``` @@ -39,8 +39,15 @@ const example = extrude(5, exampleSketch) ### Arguments -* `center`: `[number]` (REQUIRED) -* `radius`: `number` (REQUIRED) +* `data`: `CircleData` - Data for drawing an circle (REQUIRED) +```js +{ + // The center of the circle. + center: [number, number], + // The circle radius + radius: number, +} +``` * `sketch_surface_or_group`: `SketchSurfaceOrGroup` - A sketch surface or a sketch group. (REQUIRED) ```js { @@ -186,6 +193,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -562,6 +589,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -773,6 +820,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -982,6 +1049,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/close.md b/docs/kcl/close.md index 251a383a6..8defa064b 100644 --- a/docs/kcl/close.md +++ b/docs/kcl/close.md @@ -188,6 +188,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -397,6 +417,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -608,6 +648,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -817,6 +877,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/extrude.md b/docs/kcl/extrude.md index 9e33090cd..fa2fec96e 100644 --- a/docs/kcl/extrude.md +++ b/docs/kcl/extrude.md @@ -213,6 +213,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -423,6 +443,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -753,6 +793,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/fillet.md b/docs/kcl/fillet.md index ca0704aa9..873ae4c69 100644 --- a/docs/kcl/fillet.md +++ b/docs/kcl/fillet.md @@ -445,6 +445,26 @@ const mountingPlate = extrude(thickness, mountingPlateSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -849,6 +869,26 @@ const mountingPlate = extrude(thickness, mountingPlateSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/getNextAdjacentEdge.md b/docs/kcl/getNextAdjacentEdge.md index 410b26bed..5446b9131 100644 --- a/docs/kcl/getNextAdjacentEdge.md +++ b/docs/kcl/getNextAdjacentEdge.md @@ -31,7 +31,7 @@ const example = extrude(5, exampleSketch) }, %) ``` -![Rendered example of getNextAdjacentEdge 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### Arguments diff --git a/docs/kcl/getPreviousAdjacentEdge.md b/docs/kcl/getPreviousAdjacentEdge.md index ce7bb491b..afe3e5de7 100644 --- a/docs/kcl/getPreviousAdjacentEdge.md +++ b/docs/kcl/getPreviousAdjacentEdge.md @@ -31,7 +31,7 @@ const example = extrude(5, exampleSketch) }, %) ``` -![Rendered example of getPreviousAdjacentEdge 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### Arguments diff --git a/docs/kcl/helix.md b/docs/kcl/helix.md index 0c7ce138c..91f9674b5 100644 --- a/docs/kcl/helix.md +++ b/docs/kcl/helix.md @@ -16,7 +16,7 @@ helix(data: HelixData, extrude_group: ExtrudeGroup) -> ExtrudeGroup ```js const part001 = startSketchOn('XY') - |> circle([5, 5], 10, %) + |> circle({ center: [5, 5], radius: 10 }, %) |> extrude(10, %) |> helix({ angleStart: 0, @@ -316,6 +316,26 @@ const part001 = startSketchOn('XY') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -711,6 +731,26 @@ const part001 = startSketchOn('XY') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/hole.md b/docs/kcl/hole.md index 8cdb173ef..e6ab1d7f2 100644 --- a/docs/kcl/hole.md +++ b/docs/kcl/hole.md @@ -21,8 +21,8 @@ const exampleSketch = startSketchOn('XY') |> line([5, 0], %) |> line([0, -5], %) |> close(%) - |> hole(circle([1, 1], .25, %), %) - |> hole(circle([1, 4], .25, %), %) + |> hole(circle({ center: [1, 1], radius: .25 }, %), %) + |> hole(circle({ center: [1, 4], radius: .25 }, %), %) const example = extrude(1, exampleSketch) ``` @@ -41,7 +41,7 @@ fn squareHoleSketch = () => { } const exampleSketch = startSketchOn('-XZ') - |> circle([0, 0], 3, %) + |> circle({ center: [0, 0], radius: 3 }, %) |> hole(squareHoleSketch(), %) const example = extrude(1, exampleSketch) ``` @@ -199,6 +199,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -409,6 +429,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -611,6 +651,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -820,6 +880,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -1022,6 +1102,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -1231,6 +1331,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/hollow.md b/docs/kcl/hollow.md index a43ae50df..011f7970b 100644 --- a/docs/kcl/hollow.md +++ b/docs/kcl/hollow.md @@ -54,11 +54,17 @@ const case = startSketchOn('-XZ') |> extrude(65, %) const thing1 = startSketchOn(case, 'end') - |> circle([-size / 2, -size / 2], 25, %) + |> circle({ + center: [-size / 2, -size / 2], + radius: 25 + }, %) |> extrude(50, %) const thing2 = startSketchOn(case, 'end') - |> circle([size / 2, -size / 2], 25, %) + |> circle({ + center: [size / 2, -size / 2], + radius: 25 + }, %) |> extrude(50, %) hollow(0.5, case) @@ -343,6 +349,26 @@ hollow(0.5, case) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -738,6 +764,26 @@ hollow(0.5, case) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/int.md b/docs/kcl/int.md index d4c8b82bb..7e87da9df 100644 --- a/docs/kcl/int.md +++ b/docs/kcl/int.md @@ -21,7 +21,7 @@ int(num: number) -> i64 ```js const sketch001 = startSketchOn('XZ') - |> circle([0, 0], 2, %) + |> circle({ center: [0, 0], radius: 2 }, %) const extrude001 = extrude(5, sketch001) const pattern01 = patternTransform(int(ceil(5 / 2)), (id) => { diff --git a/docs/kcl/lastSegX.md b/docs/kcl/lastSegX.md index dcf0959ac..21e5655e4 100644 --- a/docs/kcl/lastSegX.md +++ b/docs/kcl/lastSegX.md @@ -179,6 +179,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -388,6 +408,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/lastSegY.md b/docs/kcl/lastSegY.md index d507276b0..744a55f85 100644 --- a/docs/kcl/lastSegY.md +++ b/docs/kcl/lastSegY.md @@ -179,6 +179,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -388,6 +408,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/line.md b/docs/kcl/line.md index a0e690b7f..17baffd9e 100644 --- a/docs/kcl/line.md +++ b/docs/kcl/line.md @@ -192,6 +192,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -401,6 +421,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -612,6 +652,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -821,6 +881,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/lineTo.md b/docs/kcl/lineTo.md index dedc14384..3beedc7a5 100644 --- a/docs/kcl/lineTo.md +++ b/docs/kcl/lineTo.md @@ -179,6 +179,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -388,6 +408,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -599,6 +639,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -808,6 +868,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/loft.md b/docs/kcl/loft.md index 80f4e1767..98e472d08 100644 --- a/docs/kcl/loft.md +++ b/docs/kcl/loft.md @@ -47,10 +47,10 @@ const squareSketch = startSketchOn('XY') |> close(%) const circleSketch0 = startSketchOn(offsetPlane('XY', 75)) - |> circle([0, 100], 50, %) + |> circle({ center: [0, 100], radius: 50 }, %) const circleSketch1 = startSketchOn(offsetPlane('XY', 150)) - |> circle([0, 100], 20, %) + |> circle({ center: [0, 100], radius: 20 }, %) loft([ squareSketch, @@ -59,7 +59,7 @@ loft([ ]) ``` -![Rendered example of loft 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```js // Loft a square, a circle, and another circle with options. @@ -72,10 +72,10 @@ const squareSketch = startSketchOn('XY') |> close(%) const circleSketch0 = startSketchOn(offsetPlane('XY', 75)) - |> circle([0, 100], 50, %) + |> circle({ center: [0, 100], radius: 50 }, %) const circleSketch1 = startSketchOn(offsetPlane('XY', 150)) - |> circle([0, 100], 20, %) + |> circle({ center: [0, 100], radius: 20 }, %) loft([ squareSketch, @@ -98,7 +98,7 @@ loft([ }) ``` -![Rendered example of loft 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### Arguments @@ -393,6 +393,26 @@ loft([ to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/offsetPlane.md b/docs/kcl/offsetPlane.md index 329a03a37..750dcc944 100644 --- a/docs/kcl/offsetPlane.md +++ b/docs/kcl/offsetPlane.md @@ -25,12 +25,12 @@ const squareSketch = startSketchOn('XY') |> close(%) const circleSketch = startSketchOn(offsetPlane('XY', 150)) - |> circle([0, 100], 50, %) + |> circle({ center: [0, 100], radius: 50 }, %) loft([squareSketch, circleSketch]) ``` -![Rendered example of offsetPlane 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```js // Loft a square and a circle on the `XZ` plane using offset. @@ -43,7 +43,7 @@ const squareSketch = startSketchOn('XZ') |> close(%) const circleSketch = startSketchOn(offsetPlane('XZ', 150)) - |> circle([0, 100], 50, %) + |> circle({ center: [0, 100], radius: 50 }, %) loft([squareSketch, circleSketch]) ``` @@ -61,7 +61,7 @@ const squareSketch = startSketchOn('YZ') |> close(%) const circleSketch = startSketchOn(offsetPlane('YZ', 150)) - |> circle([0, 100], 50, %) + |> circle({ center: [0, 100], radius: 50 }, %) loft([squareSketch, circleSketch]) ``` @@ -79,7 +79,7 @@ const squareSketch = startSketchOn('-XZ') |> close(%) const circleSketch = startSketchOn(offsetPlane('-XZ', -150)) - |> circle([0, 100], 50, %) + |> circle({ center: [0, 100], radius: 50 }, %) loft([squareSketch, circleSketch]) ``` diff --git a/docs/kcl/patternCircular2d.md b/docs/kcl/patternCircular2d.md index 626f6a528..1c9eebd1f 100644 --- a/docs/kcl/patternCircular2d.md +++ b/docs/kcl/patternCircular2d.md @@ -197,6 +197,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -407,6 +427,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/patternCircular3d.md b/docs/kcl/patternCircular3d.md index 1d2ab70c7..11080e324 100644 --- a/docs/kcl/patternCircular3d.md +++ b/docs/kcl/patternCircular3d.md @@ -16,7 +16,7 @@ patternCircular3d(data: CircularPattern3dData, extrude_group_set: ExtrudeGroupSe ```js const exampleSketch = startSketchOn('XZ') - |> circle([0, 0], 1, %) + |> circle({ center: [0, 0], radius: 1 }, %) const example = extrude(-5, exampleSketch) |> patternCircular3d({ @@ -321,6 +321,26 @@ const example = extrude(-5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/patternLinear2d.md b/docs/kcl/patternLinear2d.md index 367c036f0..69bbfb9be 100644 --- a/docs/kcl/patternLinear2d.md +++ b/docs/kcl/patternLinear2d.md @@ -16,7 +16,7 @@ patternLinear2d(data: LinearPattern2dData, sketch_group_set: SketchGroupSet) -> ```js const exampleSketch = startSketchOn('XZ') - |> circle([0, 0], 1, %) + |> circle({ center: [0, 0], radius: 1 }, %) |> patternLinear2d({ axis: [1, 0], repetitions: 6, @@ -190,6 +190,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -400,6 +420,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/patternLinear3d.md b/docs/kcl/patternLinear3d.md index 5fb31e5f4..a73ceda79 100644 --- a/docs/kcl/patternLinear3d.md +++ b/docs/kcl/patternLinear3d.md @@ -319,6 +319,26 @@ const example = extrude(1, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/patternTransform.md b/docs/kcl/patternTransform.md index 5b3a03560..f9d03e666 100644 --- a/docs/kcl/patternTransform.md +++ b/docs/kcl/patternTransform.md @@ -32,7 +32,7 @@ fn transform = (replicaId) => { fn layer = () => { return startSketchOn("XY") // or some other plane idk - |> circle([0, 0], 1, %, $tag1) + |> circle({ center: [0, 0], radius: 1 }, %, $tag1) |> extrude(h, %) } // The vase is 100 layers tall. @@ -321,6 +321,26 @@ let vase = layer() to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/pi.md b/docs/kcl/pi.md index da61a12c0..3a21736fa 100644 --- a/docs/kcl/pi.md +++ b/docs/kcl/pi.md @@ -22,7 +22,10 @@ pi() -> number const circumference = 70 const exampleSketch = startSketchOn("XZ") - |> circle([0, 0], circumference / (2 * pi()), %) + |> circle({ + center: [0, 0], + radius: circumference / (2 * pi()) + }, %) const example = extrude(5, exampleSketch) ``` diff --git a/docs/kcl/profileStart.md b/docs/kcl/profileStart.md index 2abd0f627..28e4f6d92 100644 --- a/docs/kcl/profileStart.md +++ b/docs/kcl/profileStart.md @@ -180,6 +180,26 @@ const sketch001 = startSketchOn('XY') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -389,6 +409,26 @@ const sketch001 = startSketchOn('XY') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/profileStartX.md b/docs/kcl/profileStartX.md index 37067715e..9cf3af4d9 100644 --- a/docs/kcl/profileStartX.md +++ b/docs/kcl/profileStartX.md @@ -22,7 +22,7 @@ const sketch001 = startSketchOn('XY') |> angledLineToX({ angle: 30, to: profileStartX(%) }, %) ``` -![Rendered example of profileStartX 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### Arguments @@ -175,6 +175,26 @@ const sketch001 = startSketchOn('XY') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -384,6 +404,26 @@ const sketch001 = startSketchOn('XY') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/profileStartY.md b/docs/kcl/profileStartY.md index 1980831f6..d6e6bb288 100644 --- a/docs/kcl/profileStartY.md +++ b/docs/kcl/profileStartY.md @@ -21,7 +21,7 @@ const sketch001 = startSketchOn('XY') |> angledLineToY({ angle: 30, to: profileStartY(%) }, %) ``` -![Rendered example of profileStartY 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11zz4wz/8w7/r67/+69+Hq6666qqrrrrqP8Q111zz4Nd+7dd+L4B3eqd3+myey3333Xfrb/3Wb303wI/+6I9+DlddddVVV131n4/KVVddddVzeeITn3jx1ltvvfCoRz1qB3gUwLd+67c+HMD2Ozzl2x//Tt/x29/yo/wbvNSa136vS3zWX8/47b+Z8zt/M+O3+XcycB/tnl+K5Y+v8WqJjwTaQFszNAcY8fBETX9/r9pdAH+n8S8usH9OSLdpetoRPuT/ifvuu+/Wz/qsz3qdb/qmb3r667zO67z3fffdd+uP/uiPfg5XXXXVVVddddW/2jXXXPPg137t134vgHd6p3f6bJ7Lfffdd+tv/dZvfTfAj/7oj34OV1111VVXXfVfj8pVV1111XOZzWbHH/WoRx0HsM39JCEJ2z/yHZ//LT/Kv8EbHfJeL7XmtV9qzWuzB/dUbv2VDb77b+b8zt/M+G3+DQQCuEReNJhnuoZy/THiBMBF8vy9tLsGvAa4m3b7XWq38//Ufffdd+vXf/3Xv8+Hf/iHf9frvM7rvPc//MM//M4//MM//DZXXXXVVVddddULdc011zz4tV/7td8L4J3e6Z0+m+dy33333foP//APv33ffffd+tu//dvfc999993KVVddddVVV/33onLVVVdd9QBv//Zv/yo/9mM/9kTgUbZ5oKc//ek85CEPAeCNjvRe2OJf6aXWvDYPcN3Eg99rj89mD+6p3Po3M377Vzb5nr+Z8du8iB7u+piXoX/lgsqfsf79p2h6fEDc5PKgk+g0wAXl2QO8DyDQ9ZSbDXmWds8EEw8wR4sVXvJ/3G/91m9995kzZx70Tu/0Tp/94R/+4d/1WZ/1Wa9z33333cpVV1111VVXXfUs11xzzYNf7MVe7LXPnDnzoHd6p3f6bJ7Lfffdd+vZs2dv/fu///vf/u3f/u3vue+++27lqquuuuqqq/5noXLVVVdd9QAPe9jDXu33fu/3buSFWK/XwycPm9+Q+web/Ae6buLB102890utee2/mfHb37vD59xTuZV/wSswe40PzK2PO5D3z6nd+1Smx9/k8pCHUB85QwuDV3g54qFHs5d1/ypv6cW7rPHqx3X03f+g8a94JoG20M4KL/l/4Ed/9Ec/55prrnnw67zO67z353zO5/zWh3zIhzyEq6666qqrrvp/7Jprrnnwi73Yi732mTNnHvQ6r/M6733NNdc8mAe47777bj179uytf//3f//b//AP//A7//AP//DbXHXVVVddddX/bFSuuuqqqx7g93//93/40z7t0z78677u67Z4AWazWf8uWwePYot/tU+8wHe91JrX5rncU7n1Vzb47nsrz/iVTb6bf4UTjlO3UB+6dB7doHLL9S63vKk33n6L2DlL3n0d5aaZNb9J5cEP88aj3jIX7/JidC+7S57/aw1/8iSmvx/xyDNV1PH/yI/+6I9+zjXXXPPgF3uxF3vtD//wD/+ur//6r38frrrqqquuuur/iWuuuebBZ86cefCLvdiLvdaLv/iLv/aLvdiLvTYPcN9999169uzZW//+7//+t//hH/7ht//hH/7hd7jqqquuuuqq/12oXHXVVVc9wB/8wR/c8djHPvZBAJJ4+tOfzv0e8pCHcL97Krfyb/DXM377pda8NsA9lVt/ZYPv/ps5v/M3M36bf6Mj+WDpPFoQm2/jjXd/Neav/yjXF/99rX9tkNenHdfeRHnwu3vzg0+5XHM9cdMRPvx9rX/98Yx/kzh5gITG/yP33XffrV//9V//Pp/zOZ/zW6/zOq/z3vfdd9+tP/qjP/o5XHXVVVddddX/Qddcc82Dz5w58+AXe7EXe60Xf/EXf+0Xe7EXe20e4L777rv17Nmzt/793//9b//DP/zD7/zDP/zDb3PVVVddddVV/7tRueqqq656Lt/0Td/0prZ/URIPechDeCDbPOpRjxL/Rr+6yffcW3nGPZVb/2bGb/Mf4Damp91Ju+2RxIu9tPtXMvg2pqf+ida/e6Prgx5D91I3UG5+afevZPBF8tzP6uiHf0CH3/w0TU9q0HiANV7x/8x9991369d//de/z+d+7uf+1ju90zt99tmzZ5/xW7/1W9/NVVddddVVV/0vd8011zz4zJkzD36xF3ux13rxF3/x136xF3ux1+a53Hfffbf+1m/91nf/wz/8w+/8wz/8w29z1VVXXXXVVf+3ULnqqquuei5f8iVf8ktPfvKTH2b7qQDTNE211grwyEc+UsMw8G91T+XWeyrfzX+gv9P4F7+u1c9tWFvHKMefzvikn9byB/5Yw2+fYrrmwZSHv74Xb9FB/yRNf/+rLH/ml7X6yTs1PaNB47kc4UP+H/qHf/iH3/6RH/mRz36nd3qnz37Hd3zHz7rvvvtu/Yd/+Iff5qqrrrrqqqv+l7nmmmse/Nqv/drv9eIv/uKv82Iv9mKvxXO57777bv2t3/qt7/6Hf/iH3/mHf/iH3+aqq6666qqr/m9DD3rQg7jqqquuemHm87lWq5X5H0oQD3V9xCPoXqyH2X3k3U/U+Pe75PkOdY90ffGHUB8B6G7a7U/R9PhL5EWDuep5vOM7vuNnvdM7vdNn33fffbd+1md91uvcd999t3LVVVddddVV/4Ndc801D37t137t93rxF3/x136xF3ux1+a53Hfffbf+1m/91nf/wz/8w+/8wz/8w29z1VVXXXXVVf+/oAc96EFcddVVV1111f2uueaaB3/4h3/4d73Yi73Ya9933323fsiHfMhDuOqqq6666qr/Qa655poHv/Zrv/Z7vfiLv/hrv9iLvdhr81zuu+++W3/rt37ru//hH/7ht//hH/7hd7jqqquuuuqq/9/Qgx70IK666qqrrrrqga655poHf87nfM5vXXPNNQ/+rd/6re/++q//+vfhqquuuuqqq/6bXHPNNQ9+7dd+7fd68Rd/8dd+sRd7sdfmudx33323/tZv/dZ3/8M//MPv/MM//MNvc9VVV1111VVXPRB60IMexFVXXXXVVVc9t2uuuebB3/RN3/R0gB/5kR/57B/90R/9HK666qqrrrrqv8A111zz4Nd+7dd+rxd/8Rd/7Rd7sRd7bZ7Lfffdd+tv/dZvfffZs2ef8Vu/9VvfzVVXXXXVVVdd9cKgBz3oQVx11VVXXXXV8/M6r/M67/3hH/7h33Xffffd+vVf//Xv8w//8A+/zVVXXXXVVVf9B7vmmmse/Nqv/drv9eIv/uKv82Iv9mKvxXO57777bv2t3/qt7wb40R/90c/hqquuuuqqq67610APetCDuOqqq6666qoX5B3f8R0/653e6Z0++7777rv1sz7rs17nvvvuu5Wrrrrqqquu+ne45pprHvzar/3a7wXwTu/0Tp/Nc7nvvvtu/a3f+q3vBvjRH/3Rz+Gqq6666qqrrvr3QA960IO46qqrrrrqqhfkmmuuefCHf/iHf9eLvdiLvfZ9991364d8yIc8hKuuuuqqq676V7jmmmse/Nqv/drvBfBO7/ROn81zue+++279rd/6re8G+NEf/dHP4aqrrrrqqquu+o+EHvSgB3HVVVddddVVL8w111zz4M/5nM/5rWuuuebBv/Vbv/XdX//1X/8+XHXVVVddddULcM011zz4tV/7td8L4J3e6Z0+m+dy33333foP//APv33ffffd+tu//dvfc999993KVVddddVVV131nwU96EEP4qqrrrrqqqv+Jddcc82Dv+mbvunpAD/yIz/y2T/6oz/6OVx11VVXXXUVcM011zz4tV/7td8L4J3e6Z0+m+dy33333foP//APv33ffffd+tu//dvfc999993KVVddddVVV131XwU96EEP4qqrrrrqqqteFK/zOq/z3h/+4R/+Xffdd9+tX//1X/8+//AP//DbXHXVVVdd9f/ONddc8+AXe7EXe+0zZ8486HVe53Xe+5prrnkwD3Dffffdevbs2Vv//u///rf/4R/+4Xf+4R/+4be56qqrrrrqqqv+u6AHPehBXHXVVVddddWL6h3f8R0/653e6Z0++7777rv1sz7rs17nvvvuu5Wrrrrqqqv+T7vmmmsefObMmQe/2Iu92Gu9zuu8zntfc801D+YB7rvvvlvPnj1769///d//9j/8wz/89j/8wz/8DlddddVVV1111f8U6EEPehBXXXXVVVdd9a/x4R/+4d/1Oq/zOu9933333fohH/IhD+Gqq6666qr/U6655poHnzlz5sEv9mIv9lov/uIv/tov9mIv9to8wH333Xfr2bNnb/37v//73/6Hf/iH3/mHf/iH3+aqq6666qqrrvqfCj3oQQ/iqquuuuqqq/41rrnmmgd/+Id/+He92Iu92Gv/wz/8w29/5md+5utw1VVXXXXV/1rXXHPNg8+cOfPgF3uxF3utF3/xF3/tF3uxF3ttnst9991362/91m999z/8wz/8zj/8wz/8NlddddVVV1111f8W6EEPehBXXXXVVVdd9a91zTXXPPhzPudzfuuaa6558I/8yI989o/+6I9+DlddddVVV/2vcM011zz4zJkzD36xF3ux13rxF3/x13mxF3ux1+K53Hfffbf+1m/91nf/wz/8w+/8wz/8w29z1VVXXXXVVVf9b4Ue9KAHcdVVV1111VX/Ftdcc82Dv+mbvunpAD/yIz/y2T/6oz/6OVx11VVXXfU/0jXXXPPg137t136vF3/xF3/tF3uxF3ttnst9991362/91m999z/8wz/8zj/8wz/8NlddddVVV1111f8V6EEPehBXXXXVVVdd9W/1Oq/zOu/94R/+4d9133333fr1X//17/MP//APv81VV1111VX/7a655poHv/Zrv/Z7vfiLv/hrv9iLvdhr81zuu+++W3/rt37ru//hH/7ht//hH/7hd7jqqquuuuqqq/6vQg960IO46qqrrrrqqn+Pd3zHd/ysd3qnd/rs++6779bP+qzPep377rvvVq666qqrrvovdc011zz4tV/7td/rxV/8xV/7xV7sxV6b53Lffffd+lu/9Vvf/Q//8A+/8w//8A+/zVVXXXXVVVdd9f8FetCDHsRVV1111VVX/Xtcc801D/7wD//w73qxF3ux177vvvtu/ZAP+ZCHcNVVV1111X+qa6655sGv/dqv/V4v/uIv/tov9mIv9to8l/vuu+/W3/qt3/ruf/iHf/idf/iHf/htrrrqqquuuuqq/6/Qgx70IK666qqrrrrq3+uaa6558Od8zuf81jXXXPPg3/qt3/rur//6r38frrrqqquu+g9zzTXXPPi1X/u13+vFX/zFX+fFXuzFXovnct999936W7/1W98N8KM/+qOfw1VXXXXVVVddddUV6EEPehBXXXXVVVdd9R/hmmuuefA3fdM3PR3gR37kRz77R3/0Rz+Hq6666qqr/k2uueaaB7/2a7/2e11zzTUPfp3XeZ335rncd999t/7Wb/3WdwP86I/+6Odw1VVXXXXVVVdd9fyhBz3oQVx11VVXXXXVf5TXeZ3Xee8P//AP/6777rvv1q//+q9/n3/4h3/4ba666qqrrvoXXXPNNQ9+7dd+7fcCeKd3eqfP5rncd999t/7Wb/3WdwP86I/+6Odw1VVXXXXVVVdd9aJBD3rQg7jqqquuuuqq/0jv+I7v+Fnv9E7v9Nn33XffrZ/1WZ/1Ovfdd9+tXHXVVVdd9RyuueaaB7/2a7/2ewG80zu902fzXO67775b/+Ef/uG377vvvlt/9Ed/9HO46qqrrrrqqquu+rdBD3rQg7jqqquuuuqq/0jXXHPNgz/8wz/8u17sxV7ste+7775bP+RDPuQhXHXVVVf9P3fNNdc8+LVf+7XfC+Cd3umdPpvnct999936D//wD79933333frbv/3b33PffffdylVXXXXVVVddddW/H3rQgx7EVVddddVVV/1Hu+aaax78OZ/zOb91zTXXPPi3fuu3vvvrv/7r34errrrqqv9Hrrnmmge/2Iu92GufOXPmQa/zOq/z3tdcc82DeYD77rvv1rNnz97693//97/927/9299z33333cpVV1111VVXXXXVfzz0oAc9iKuuuuqqq676z3DNNdc8+Ju+6ZueDvAjP/Ijn/2jP/qjn8NVV1111f9R11xzzYNf7MVe7LXPnDnzoNd5ndd572uuuebBPMB9991369mzZ2/9+7//+9/+h3/4h9/+h3/4h9/hqquuuuqqq6666j8fetCDHsRVV1111VVX/Wd5ndd5nff+8A//8O+67777bv3RH/3Rz/mt3/qt7+aqq6666v+Aa6655sFnzpx58Iu92Iu91ou/+Iu/9ou92Iu9Ng9w33333Xr27Nlb//7v//63/+Ef/uF3/uEf/uG3ueqqq6666qqrrvqvR+Wqq6666qqr/hP91m/91nefOXPmQe/0Tu/02e/4ju/4Wf/wD//w2/fdd9+tXHXVVVf9L3PNNdc8+MyZMw9+sRd7sdd68Rd/8dd+sRd7sdfmudx33323/tZv/dZ3/8M//MPv/MM//MNvc9VVV1111VVXXfXfDz3oQQ/iqquuuuqqq/6zveM7vuNnvdM7vdNn33fffbd+yId8yEO46qqrrvof7pprrnnwmTNnHvxiL/Zir/XiL/7ir/NiL/Zir8Vzue+++279rd/6re/+h3/4h9/5h3/4h9/mqquuuuqqq6666n8e9KAHPYirrrrqqquu+s92zTXXPPjDP/zDv+vFXuzFXvsf/uEffvszP/MzX4errrrqqv9hrrnmmge/9mu/9nu9+Iu/+Gu/2Iu92GvzXO67775bf+u3fuu7/+Ef/uF3/uEf/uG3ueqqq6666qqrrvqfDz3oQQ/iqquuuuqqq/4rXHPNNQ/+nM/5nN+65pprHvwjP/Ijn/2jP/qjn8NVV1111X+ja6655sGv/dqv/V4v/uIv/tov9mIv9to8l/vuu+/W3/qt3/ruf/iHf/jtf/iHf/gdrrrqqquuuuqqq/73QQ960IO46qqrrrrqqv8q11xzzYO/6Zu+6ekAP/IjP/LZP/qjP/o5XHXVVVf9F7nmmmse/Nqv/drv9eIv/uKv/WIv9mKvzXO57777bv2t3/qt7/6Hf/iH3/mHf/iH3+aqq6666qqrrrrqfz/0oAc9iKuuuuqqq676r/Q6r/M67/3hH/7h33Xffffd+vVf//Xv8w//8A+/zVVXXXXVf4Jrrrnmwa/92q/9Xi/+4i/+2i/2Yi/22jyX++6779bf+q3f+u5/+Id/+J1/+Id/+G2uuuqqq6666qqr/u9BD3rQg7jqqquuuuqq/2rv+I7v+Fnv9E7v9Nn33XffrZ/1WZ/1Ovfdd9+tXHXVVVf9O11zzTUPfu3Xfu33evEXf/HXebEXe7HX4rncd999t/7Wb/3WdwP86I/+6Odw1VVXXXXVVVdd9X8fetCDHsRVV1111VVX/Ve75pprHvzhH/7h3/ViL/Zir33ffffd+iEf8iEP4aqrrrrqX+maa6558Gu/9mu/14u/+Iu/9ou92Iu9Ns/lvvvuu/W3fuu3vhvgR3/0Rz+Hq6666qqrrrrqqv9/0IMe9CCuuuqqq6666r/DNddc8+DP+ZzP+a1rrrnmwb/1W7/13V//9V//Plx11VVXvRDXXHPNg1/7tV/7vQDe6Z3e6bN5Lvfdd9+tv/Vbv/XdAD/6oz/6OVx11VVXXXXVVVddhR70oAdx1VVXXXXVVf9drrnmmgd/0zd909MBfuRHfuSzf/RHf/RzuOqqq656pmuuuebBr/3ar/1eAO/0Tu/02TyX++6779bf+q3f+m6AH/3RH/0crrrqqquuuuqqq656buhBD3oQV1111VVXXfXf6XVe53Xe+8M//MO/67777rv167/+69/nH/7hH36bq6666v+la6655sGv/dqv/V4A7/RO7/TZPJf77rvv1n/4h3/47fvuu+/W3/7t3/6e++6771auuuqqq6666qqrrnph0IMe9CCuuuqqq6666r/bO77jO37WO73TO332fffdd+tnfdZnvc599913K1ddddX/eddcc82DX+zFXuy1z5w586B3eqd3+myey3333Xfr2bNnb/37v//73/7t3/7t77nvvvtu5aqrrrrqqquuuuqqfw30oAc9iKuuuuqqq67673bNNdc8+B3f8R0/63Ve53Xe+7777rv1Qz7kQx7CVVdd9X/ONddc8+AXe7EXe+0zZ8486HVe53Xe+5prrnkwD3Dffffdevbs2Vv//u///rf/4R/+4bf/4R/+4Xe46qqrrrrqqquuuurfAz3oQQ/iqquuuuqqq/4nuOaaax78OZ/zOb91zTXXPPi3fuu3vvvrv/7r34errrrqf7VrrrnmwWfOnHnwi73Yi73W67zO67z3Nddc82Ae4L777rv17Nmzt/793//9b//DP/zD7/zDP/zDb3PVVVddddVVV1111X8k9KAHPYirrrrqqquu+p/immuuefA3fdM3PR3gR37kRz77R3/0Rz+Hq6666n+Na6655sFnzpx58Iu92Iu91ou/+Iu/9ou92Iu9Ng9w33333Xr27Nlb//7v//63/+Ef/uF3/uEf/uG3ueqqq6666qqrrrrqPxN60IMexFVXXXXVVVf9T/JiL/Zir/25n/u5vwXw9V//9e/zW7/1W9/NVVdd9T/SNddc8+AzZ848+MVe7MVe68Vf/MVf58Ve7MVei+dy33333fpbv/Vb3/0P//APv/MP//APv81VV1111VVXXXXVVf+V0IMe9CCuuuqqq6666n+ad3zHd/ysd3qnd/rs++6779av//qvf59/+Id/+G2uuuqq/xGuueaaB7/2a7/2e734i7/4a7/Yi73Ya/Nc7rvvvlt/67d+67v/4R/+4Xf+4R/+4be56qqrrrrqqquuuuq/E3rQgx7EVVddddVVV/1P9I7v+I6f9U7v9E6ffd999936WZ/1Wa9z33333cpVV131X+6aa6558Gu/9mu/14u/+Iu/9ou92Iu9Ns/lvvvuu/W3fuu3vvsf/uEffvsf/uEffoerrrrqqquuuuqqq/4nQQ960IO46qqrrrrqqv+Jrrnmmgd/+Id/+He92Iu92Gv/wz/8w29/5md+5utw1VVX/ae75pprHvzar/3a7/XiL/7ir/1iL/Zir81zue+++279rd/6re/+h3/4h9/5h3/4h9/mqquuuuqqq6666qr/ydCDHvQgrrrqqquuuup/qmuuuebBn/M5n/Nb11xzzYN/5Ed+5LN/9Ed/9HO46qqr/kNdc801D37t137t93rxF3/x136xF3ux1+a53Hfffbf+1m/91nf/wz/8w+/8wz/8w29z1VVXXXXVVVddddX/JuhBD3oQV1111VVXXfU/2TXXXPPgb/qmb3o6wI/8yI989o/+6I9+DlddddW/2TXXXPPg137t136vF3/xF3+dF3uxF3stnst9991362/91m999z/8wz/8zj/8wz/8NlddddVVV1111VVX/W+GHvSgB3HVVVddddVV/9O9zuu8znt/+Id/+Hfdd999t37913/9+/zDP/zDb3PVVVe9SK655poHv/Zrv/Z7vfiLv/hrv9iLvdhr81zuu+++W3/rt37ruwF+9Ed/9HO46qqrrrrqqquuuur/EvSgBz2Iq6666qqrrvrf4B3f8R0/653e6Z0++7777rv1sz7rs17nvvvuu5WrrrrqeVxzzTUPfu3Xfu33Anind3qnz+a53Hfffbf+1m/91ncD/OiP/ujncNVVV1111VVXXXXV/2XoQQ96EFddddVVV131v8E111zz4A//8A//rhd7sRd77fvuu+/WD/mQD3kIV111Fddcc82DX/u1X/u9AN7pnd7ps3ku9913362/9Vu/9d0AP/qjP/o5XHXVVVddddVVV131/wl60IMexFVXXXXVVVf9b3HNNdc8+HM+53N+65prrnnwb/3Wb33313/9178PV131/8w111zz4Nd+7dd+L4B3eqd3+myey3333XfrP/zDP/z2fffdd+tv//Zvf89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### Arguments @@ -174,6 +174,26 @@ const sketch001 = startSketchOn('XY') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -383,6 +403,26 @@ const sketch001 = startSketchOn('XY') to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/revolve.md b/docs/kcl/revolve.md index fb908eef0..592689fc1 100644 --- a/docs/kcl/revolve.md +++ b/docs/kcl/revolve.md @@ -33,11 +33,11 @@ const part001 = startSketchOn('XY') ```js // A donut shape. const sketch001 = startSketchOn('XY') - |> circle([15, 0], 5, %) + |> circle({ center: [15, 0], radius: 5 }, %) |> revolve({ angle: 360, axis: 'y' }, %) ``` -![Rendered example of revolve 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```js const part001 = startSketchOn('XY') @@ -88,7 +88,7 @@ const box = startSketchOn('XY') |> extrude(20, %) const sketch001 = startSketchOn(box, "END") - |> circle([10, 10], 4, %) + |> circle({ center: [10, 10], radius: 4 }, %) |> revolve({ angle: -90, axis: 'y' }, %) ``` @@ -104,7 +104,7 @@ const box = startSketchOn('XY') |> extrude(20, %) const sketch001 = startSketchOn(box, "END") - |> circle([10, 10], 4, %) + |> circle({ center: [10, 10], radius: 4 }, %) |> revolve({ angle: 90, axis: getOppositeEdge(revolveAxis) @@ -123,7 +123,7 @@ const box = startSketchOn('XY') |> extrude(20, %) const sketch001 = startSketchOn(box, "END") - |> circle([10, 10], 4, %) + |> circle({ center: [10, 10], radius: 4 }, %) |> revolve({ angle: 90, axis: getOppositeEdge(revolveAxis), @@ -418,6 +418,26 @@ uuid | to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -627,6 +647,26 @@ uuid | to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -954,6 +994,26 @@ uuid | to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/shell.md b/docs/kcl/shell.md index 14efa013e..49cdb190f 100644 --- a/docs/kcl/shell.md +++ b/docs/kcl/shell.md @@ -93,11 +93,17 @@ const case = startSketchOn('-XZ') |> extrude(65, %) const thing1 = startSketchOn(case, 'end') - |> circle([-size / 2, -size / 2], 25, %) + |> circle({ + center: [-size / 2, -size / 2], + radius: 25 + }, %) |> extrude(50, %) const thing2 = startSketchOn(case, 'end') - |> circle([size / 2, -size / 2], 25, %) + |> circle({ + center: [size / 2, -size / 2], + radius: 25 + }, %) |> extrude(50, %) // We put "case" in the shell function to shell the entire object. @@ -118,11 +124,17 @@ const case = startSketchOn('XY') |> extrude(65, %) const thing1 = startSketchOn(case, 'end') - |> circle([-size / 2, -size / 2], 25, %) + |> circle({ + center: [-size / 2, -size / 2], + radius: 25 + }, %) |> extrude(50, %) const thing2 = startSketchOn(case, 'end') - |> circle([size / 2, -size / 2], 25, %) + |> circle({ + center: [size / 2, -size / 2], + radius: 25 + }, %) |> extrude(50, %) // We put "thing1" in the shell function to shell the end face of the object. @@ -146,11 +158,17 @@ const case = startSketchOn('XY') |> extrude(65, %) const thing1 = startSketchOn(case, 'end') - |> circle([-size / 2, -size / 2], 25, %) + |> circle({ + center: [-size / 2, -size / 2], + radius: 25 + }, %) |> extrude(50, %) const thing2 = startSketchOn(case, 'end') - |> circle([size / 2, -size / 2], 25, %) + |> circle({ + center: [size / 2, -size / 2], + radius: 25 + }, %) |> extrude(50, %) // We put "thing1" and "thing2" in the shell function to shell the end face of the object. @@ -533,6 +551,26 @@ shell({ faces: ['end'], thickness: 5 }, [thing1, thing2]) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -932,6 +970,26 @@ shell({ faces: ['end'], thickness: 5 }, [thing1, thing2]) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/startProfileAt.md b/docs/kcl/startProfileAt.md index c4f854f3f..a5f06d938 100644 --- a/docs/kcl/startProfileAt.md +++ b/docs/kcl/startProfileAt.md @@ -258,6 +258,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -561,6 +581,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -770,6 +810,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/startSketchAt.md b/docs/kcl/startSketchAt.md index 2ebdd57de..abdb35a62 100644 --- a/docs/kcl/startSketchAt.md +++ b/docs/kcl/startSketchAt.md @@ -205,6 +205,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -414,6 +434,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/startSketchOn.md b/docs/kcl/startSketchOn.md index 5cf520808..fad626c98 100644 --- a/docs/kcl/startSketchOn.md +++ b/docs/kcl/startSketchOn.md @@ -327,6 +327,26 @@ const a1 = startSketchOn({ to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -743,6 +763,26 @@ const a1 = startSketchOn({ to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/std.json b/docs/kcl/std.json index cfbfc84ef..fb954ce24 100644 --- a/docs/kcl/std.json +++ b/docs/kcl/std.json @@ -1915,6 +1915,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -3534,6 +3656,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -5725,6 +5969,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -7344,6 +7710,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -9105,6 +9593,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -10724,6 +11334,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -12464,6 +13196,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -14083,6 +14937,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -15834,6 +16810,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -17453,6 +18551,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -19193,6 +20413,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -20812,6 +22154,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -22563,6 +24027,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -24182,6 +25768,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -25922,6 +27630,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -27541,6 +29371,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -29735,6 +31687,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -31354,6 +33428,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -33094,6 +35290,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -34713,6 +37031,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -36449,6 +38889,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -38068,6 +40630,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -39808,6 +42492,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -41427,6 +44233,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -43163,6 +46091,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -44782,6 +47832,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -46522,6 +49694,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -48141,6 +51435,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -49924,6 +53340,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -51543,6 +55081,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -53283,6 +56943,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -54902,6 +58684,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -56626,6 +60530,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -58245,6 +62271,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -59953,6 +64101,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -61572,6 +65842,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -63676,6 +68068,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -65295,6 +69809,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -67035,6 +71671,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -68654,6 +73412,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -71448,6 +76328,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -74064,6 +79066,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -74720,25 +79844,32 @@ "tags": [], "args": [ { - "name": "center", - "type": "[number]", + "name": "data", + "type": "CircleData", "schema": { - "type": "array", - "items": { - "type": "number", - "format": "double" - }, - "maxItems": 2, - "minItems": 2 - }, - "required": true - }, - { - "name": "radius", - "type": "number", - "schema": { - "type": "number", - "format": "double" + "description": "Data for drawing an circle", + "type": "object", + "required": [ + "center", + "radius" + ], + "properties": { + "center": { + "description": "The center of the circle.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "The circle radius", + "type": "number", + "format": "double" + } + } }, "required": true }, @@ -76079,6 +81210,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -78543,6 +83796,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -80285,6 +85660,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -81904,6 +87401,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -82232,8 +87851,8 @@ "unpublished": false, "deprecated": false, "examples": [ - "const exampleSketch = startSketchOn(\"-XZ\")\n |> circle([0, 0], 10, %)\n\nconst example = extrude(5, exampleSketch)", - "const exampleSketch = startSketchOn(\"XZ\")\n |> startProfileAt([-15, 0], %)\n |> line([30, 0], %)\n |> line([0, 30], %)\n |> line([-30, 0], %)\n |> close(%)\n |> hole(circle([0, 15], 5, %), %)\n\nconst example = extrude(5, exampleSketch)" + "const exampleSketch = startSketchOn(\"-XZ\")\n |> circle({ center: [0, 0], radius: 10 }, %)\n\nconst example = extrude(5, exampleSketch)", + "const exampleSketch = startSketchOn(\"XZ\")\n |> startProfileAt([-15, 0], %)\n |> line([30, 0], %)\n |> line([0, 30], %)\n |> line([-30, 0], %)\n |> close(%)\n |> hole(circle({ center: [0, 15], radius: 5 }, %), %)\n\nconst example = extrude(5, exampleSketch)" ] }, { @@ -83616,6 +89235,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -85235,6 +90976,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -86975,6 +92838,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -88594,6 +94579,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -90398,6 +96505,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -92023,6 +98252,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -94087,6 +100438,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -96364,6 +102837,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -98434,6 +105029,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -101534,6 +108251,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -104150,6 +110989,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -108279,6 +115240,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -110855,6 +117938,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -111500,7 +118705,7 @@ "unpublished": false, "deprecated": false, "examples": [ - "const part001 = startSketchOn('XY')\n |> circle([5, 5], 10, %)\n |> extrude(10, %)\n |> helix({\n angleStart: 0,\n ccw: true,\n revolutions: 16\n }, %)" + "const part001 = startSketchOn('XY')\n |> circle({ center: [5, 5], radius: 10 }, %)\n |> extrude(10, %)\n |> helix({\n angleStart: 0,\n ccw: true,\n revolutions: 16\n }, %)" ] }, { @@ -112887,6 +120092,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -114512,6 +121839,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -116576,6 +124025,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -118289,6 +125860,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -119908,6 +127601,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -121608,6 +129423,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -123227,6 +131164,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -123555,8 +131614,8 @@ "unpublished": false, "deprecated": false, "examples": [ - "const exampleSketch = startSketchOn('XY')\n |> startProfileAt([0, 0], %)\n |> line([0, 5], %)\n |> line([5, 0], %)\n |> line([0, -5], %)\n |> close(%)\n |> hole(circle([1, 1], .25, %), %)\n |> hole(circle([1, 4], .25, %), %)\n\nconst example = extrude(1, exampleSketch)", - "fn squareHoleSketch = () => {\n const squareSketch = startSketchOn('-XZ')\n |> startProfileAt([-1, -1], %)\n |> line([2, 0], %)\n |> line([0, 2], %)\n |> line([-2, 0], %)\n |> close(%)\n return squareSketch\n}\n\nconst exampleSketch = startSketchOn('-XZ')\n |> circle([0, 0], 3, %)\n |> hole(squareHoleSketch(), %)\nconst example = extrude(1, exampleSketch)" + "const exampleSketch = startSketchOn('XY')\n |> startProfileAt([0, 0], %)\n |> line([0, 5], %)\n |> line([5, 0], %)\n |> line([0, -5], %)\n |> close(%)\n |> hole(circle({ center: [1, 1], radius: .25 }, %), %)\n |> hole(circle({ center: [1, 4], radius: .25 }, %), %)\n\nconst example = extrude(1, exampleSketch)", + "fn squareHoleSketch = () => {\n const squareSketch = startSketchOn('-XZ')\n |> startProfileAt([-1, -1], %)\n |> line([2, 0], %)\n |> line([0, 2], %)\n |> line([-2, 0], %)\n |> close(%)\n return squareSketch\n}\n\nconst exampleSketch = startSketchOn('-XZ')\n |> circle({ center: [0, 0], radius: 3 }, %)\n |> hole(squareHoleSketch(), %)\nconst example = extrude(1, exampleSketch)" ] }, { @@ -125507,6 +133566,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -128083,6 +136264,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -128730,7 +137033,7 @@ "examples": [ "// Hollow a basic sketch.\nconst firstSketch = startSketchOn('XY')\n |> startProfileAt([-12, 12], %)\n |> line([24, 0], %)\n |> line([0, -24], %)\n |> line([-24, 0], %)\n |> close(%)\n |> extrude(6, %)\n |> hollow(0.25, %)", "// Hollow a basic sketch.\nconst firstSketch = startSketchOn('-XZ')\n |> startProfileAt([-12, 12], %)\n |> line([24, 0], %)\n |> line([0, -24], %)\n |> line([-24, 0], %)\n |> close(%)\n |> extrude(6, %)\n |> hollow(0.5, %)", - "// Hollow a sketch on face object.\nlet size = 100\nconst case = startSketchOn('-XZ')\n |> startProfileAt([-size, -size], %)\n |> line([2 * size, 0], %)\n |> line([0, 2 * size], %)\n |> tangentialArcTo([-size, size], %)\n |> close(%)\n |> extrude(65, %)\n\nconst thing1 = startSketchOn(case, 'end')\n |> circle([-size / 2, -size / 2], 25, %)\n |> extrude(50, %)\n\nconst thing2 = startSketchOn(case, 'end')\n |> circle([size / 2, -size / 2], 25, %)\n |> extrude(50, %)\n\nhollow(0.5, case)" + "// Hollow a sketch on face object.\nlet size = 100\nconst case = startSketchOn('-XZ')\n |> startProfileAt([-size, -size], %)\n |> line([2 * size, 0], %)\n |> line([0, 2 * size], %)\n |> tangentialArcTo([-size, size], %)\n |> close(%)\n |> extrude(65, %)\n\nconst thing1 = startSketchOn(case, 'end')\n |> circle({\n center: [-size / 2, -size / 2],\n radius: 25\n }, %)\n |> extrude(50, %)\n\nconst thing2 = startSketchOn(case, 'end')\n |> circle({\n center: [size / 2, -size / 2],\n radius: 25\n }, %)\n |> extrude(50, %)\n\nhollow(0.5, case)" ] }, { @@ -129443,7 +137746,7 @@ "unpublished": false, "deprecated": false, "examples": [ - "const sketch001 = startSketchOn('XZ')\n |> circle([0, 0], 2, %)\nconst extrude001 = extrude(5, sketch001)\n\nconst pattern01 = patternTransform(int(ceil(5 / 2)), (id) => {\n return { translate: [4 * id, 0, 0] }\n}, extrude001)" + "const sketch001 = startSketchOn('XZ')\n |> circle({ center: [0, 0], radius: 2 }, %)\nconst extrude001 = extrude(5, sketch001)\n\nconst pattern01 = patternTransform(int(ceil(5 / 2)), (id) => {\n return { translate: [4 * id, 0, 0] }\n}, extrude001)" ] }, { @@ -130826,6 +139129,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -132445,6 +140870,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -134166,6 +142713,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -135785,6 +144454,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -137646,6 +146437,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -139265,6 +148178,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -141005,6 +150040,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -142624,6 +151781,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -144350,6 +153629,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -145969,6 +155370,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -147709,6 +157232,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -149328,6 +158973,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -151439,6 +161206,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -153739,6 +163628,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -154385,8 +164396,8 @@ "deprecated": false, "examples": [ "// Loft a square and a triangle.\nconst squareSketch = startSketchOn('XY')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst triangleSketch = startSketchOn(offsetPlane('XY', 75))\n |> startProfileAt([0, 125], %)\n |> line([-15, -30], %)\n |> line([30, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nloft([squareSketch, triangleSketch])", - "// Loft a square, a circle, and another circle.\nconst squareSketch = startSketchOn('XY')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch0 = startSketchOn(offsetPlane('XY', 75))\n |> circle([0, 100], 50, %)\n\nconst circleSketch1 = startSketchOn(offsetPlane('XY', 150))\n |> circle([0, 100], 20, %)\n\nloft([\n squareSketch,\n circleSketch0,\n circleSketch1\n])", - "// Loft a square, a circle, and another circle with options.\nconst squareSketch = startSketchOn('XY')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch0 = startSketchOn(offsetPlane('XY', 75))\n |> circle([0, 100], 50, %)\n\nconst circleSketch1 = startSketchOn(offsetPlane('XY', 150))\n |> circle([0, 100], 20, %)\n\nloft([\n squareSketch,\n circleSketch0,\n circleSketch1\n], {\n // This can be set to override the automatically determined\n // topological base curve, which is usually the first section encountered.\n baseCurveIndex: 0,\n // Attempt to approximate rational curves (such as arcs) using a bezier.\n // This will remove banding around interpolations between arcs and non-arcs.\n // It may produce errors in other scenarios Over time, this field won't be necessary.\n bezApproximateRational: false,\n // Tolerance for the loft operation.\n tolerance: 0.000001,\n // Degree of the interpolation. Must be greater than zero.\n // For example, use 2 for quadratic, or 3 for cubic interpolation in\n // the V direction. This defaults to 2, if not specified.\n vDegree: 2\n})" + "// Loft a square, a circle, and another circle.\nconst squareSketch = startSketchOn('XY')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch0 = startSketchOn(offsetPlane('XY', 75))\n |> circle({ center: [0, 100], radius: 50 }, %)\n\nconst circleSketch1 = startSketchOn(offsetPlane('XY', 150))\n |> circle({ center: [0, 100], radius: 20 }, %)\n\nloft([\n squareSketch,\n circleSketch0,\n circleSketch1\n])", + "// Loft a square, a circle, and another circle with options.\nconst squareSketch = startSketchOn('XY')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch0 = startSketchOn(offsetPlane('XY', 75))\n |> circle({ center: [0, 100], radius: 50 }, %)\n\nconst circleSketch1 = startSketchOn(offsetPlane('XY', 150))\n |> circle({ center: [0, 100], radius: 20 }, %)\n\nloft([\n squareSketch,\n circleSketch0,\n circleSketch1\n], {\n // This can be set to override the automatically determined\n // topological base curve, which is usually the first section encountered.\n baseCurveIndex: 0,\n // Attempt to approximate rational curves (such as arcs) using a bezier.\n // This will remove banding around interpolations between arcs and non-arcs.\n // It may produce errors in other scenarios Over time, this field won't be necessary.\n bezApproximateRational: false,\n // Tolerance for the loft operation.\n tolerance: 0.000001,\n // Degree of the interpolation. Must be greater than zero.\n // For example, use 2 for quadratic, or 3 for cubic interpolation in\n // the V direction. This defaults to 2, if not specified.\n vDegree: 2\n})" ] }, { @@ -154851,10 +164862,10 @@ "unpublished": false, "deprecated": false, "examples": [ - "// Loft a square and a circle on the `XY` plane using offset.\nconst squareSketch = startSketchOn('XY')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch = startSketchOn(offsetPlane('XY', 150))\n |> circle([0, 100], 50, %)\n\nloft([squareSketch, circleSketch])", - "// Loft a square and a circle on the `XZ` plane using offset.\nconst squareSketch = startSketchOn('XZ')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch = startSketchOn(offsetPlane('XZ', 150))\n |> circle([0, 100], 50, %)\n\nloft([squareSketch, circleSketch])", - "// Loft a square and a circle on the `YZ` plane using offset.\nconst squareSketch = startSketchOn('YZ')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch = startSketchOn(offsetPlane('YZ', 150))\n |> circle([0, 100], 50, %)\n\nloft([squareSketch, circleSketch])", - "// Loft a square and a circle on the `-XZ` plane using offset.\nconst squareSketch = startSketchOn('-XZ')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch = startSketchOn(offsetPlane('-XZ', -150))\n |> circle([0, 100], 50, %)\n\nloft([squareSketch, circleSketch])" + "// Loft a square and a circle on the `XY` plane using offset.\nconst squareSketch = startSketchOn('XY')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch = startSketchOn(offsetPlane('XY', 150))\n |> circle({ center: [0, 100], radius: 50 }, %)\n\nloft([squareSketch, circleSketch])", + "// Loft a square and a circle on the `XZ` plane using offset.\nconst squareSketch = startSketchOn('XZ')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch = startSketchOn(offsetPlane('XZ', 150))\n |> circle({ center: [0, 100], radius: 50 }, %)\n\nloft([squareSketch, circleSketch])", + "// Loft a square and a circle on the `YZ` plane using offset.\nconst squareSketch = startSketchOn('YZ')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch = startSketchOn(offsetPlane('YZ', 150))\n |> circle({ center: [0, 100], radius: 50 }, %)\n\nloft([squareSketch, circleSketch])", + "// Loft a square and a circle on the `-XZ` plane using offset.\nconst squareSketch = startSketchOn('-XZ')\n |> startProfileAt([-100, 200], %)\n |> line([200, 0], %)\n |> line([0, -200], %)\n |> line([-200, 0], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst circleSketch = startSketchOn(offsetPlane('-XZ', -150))\n |> circle({ center: [0, 100], radius: 50 }, %)\n\nloft([squareSketch, circleSketch])" ] }, { @@ -156283,6 +166294,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -157908,6 +168041,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -159972,6 +170227,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -162053,6 +172430,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -164381,6 +174880,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -166451,6 +177072,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -168532,6 +179275,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -169178,7 +180043,7 @@ "unpublished": false, "deprecated": false, "examples": [ - "const exampleSketch = startSketchOn('XZ')\n |> circle([0, 0], 1, %)\n\nconst example = extrude(-5, exampleSketch)\n |> patternCircular3d({\n axis: [1, -1, 0],\n center: [10, -20, 0],\n repetitions: 10,\n arcDegrees: 360,\n rotateDuplicates: true\n }, %)" + "const exampleSketch = startSketchOn('XZ')\n |> circle({ center: [0, 0], radius: 1 }, %)\n\nconst example = extrude(-5, exampleSketch)\n |> patternCircular3d({\n axis: [1, -1, 0],\n center: [10, -20, 0],\n repetitions: 10,\n arcDegrees: 360,\n rotateDuplicates: true\n }, %)" ] }, { @@ -170602,6 +181467,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -172227,6 +183214,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -174291,6 +185400,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -176372,6 +187603,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -176701,7 +188054,7 @@ "unpublished": false, "deprecated": false, "examples": [ - "const exampleSketch = startSketchOn('XZ')\n |> circle([0, 0], 1, %)\n |> patternLinear2d({\n axis: [1, 0],\n repetitions: 6,\n distance: 4\n }, %)\n\nconst example = extrude(1, exampleSketch)" + "const exampleSketch = startSketchOn('XZ')\n |> circle({ center: [0, 0], radius: 1 }, %)\n |> patternLinear2d({\n axis: [1, 0],\n repetitions: 6,\n distance: 4\n }, %)\n\nconst example = extrude(1, exampleSketch)" ] }, { @@ -178684,6 +190037,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -180754,6 +192229,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -182835,6 +194432,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -185445,6 +197164,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -187515,6 +199356,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -189596,6 +201559,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -190242,7 +202327,7 @@ "unpublished": false, "deprecated": false, "examples": [ - "// Parameters\nconst r = 50 // base radius\nconst h = 10 // layer height\nconst t = 0.005 // taper factor [0-1)\n// Defines how to modify each layer of the vase.\n// Each replica is shifted up the Z axis, and has a smoothly-varying radius\nfn transform = (replicaId) => {\n let scale = r * abs(1 - (t * replicaId)) * (5 + cos(replicaId / 8))\n return {\n translate: [0, 0, replicaId * 10],\n scale: [scale, scale, 0]\n}\n}\n// Each layer is just a pretty thin cylinder.\nfn layer = () => {\n return startSketchOn(\"XY\")\n // or some other plane idk\n |> circle([0, 0], 1, %, $tag1)\n |> extrude(h, %)\n}\n// The vase is 100 layers tall.\n// The 100 layers are replica of each other, with a slight transformation applied to each.\nlet vase = layer()\n |> patternTransform(100, transform, %)" + "// Parameters\nconst r = 50 // base radius\nconst h = 10 // layer height\nconst t = 0.005 // taper factor [0-1)\n// Defines how to modify each layer of the vase.\n// Each replica is shifted up the Z axis, and has a smoothly-varying radius\nfn transform = (replicaId) => {\n let scale = r * abs(1 - (t * replicaId)) * (5 + cos(replicaId / 8))\n return {\n translate: [0, 0, replicaId * 10],\n scale: [scale, scale, 0]\n}\n}\n// Each layer is just a pretty thin cylinder.\nfn layer = () => {\n return startSketchOn(\"XY\")\n // or some other plane idk\n |> circle({ center: [0, 0], radius: 1 }, %, $tag1)\n |> extrude(h, %)\n}\n// The vase is 100 layers tall.\n// The 100 layers are replica of each other, with a slight transformation applied to each.\nlet vase = layer()\n |> patternTransform(100, transform, %)" ] }, { @@ -190265,7 +202350,7 @@ "unpublished": false, "deprecated": false, "examples": [ - "const circumference = 70\n\nconst exampleSketch = startSketchOn(\"XZ\")\n |> circle([0, 0], circumference / (2 * pi()), %)\n\nconst example = extrude(5, exampleSketch)" + "const circumference = 70\n\nconst exampleSketch = startSketchOn(\"XZ\")\n |> circle({\n center: [0, 0],\n radius: circumference / (2 * pi())\n }, %)\n\nconst example = extrude(5, exampleSketch)" ] }, { @@ -191742,6 +203827,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -193361,6 +205568,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -195087,6 +207416,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -196706,6 +209157,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -198427,6 +211000,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -200046,6 +212741,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -202352,6 +215169,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -203971,6 +216910,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -206230,6 +219291,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -206876,12 +220059,12 @@ "deprecated": false, "examples": [ "const part001 = startSketchOn('XY')\n |> startProfileAt([4, 12], %)\n |> line([2, 0], %)\n |> line([0, -6], %)\n |> line([4, -6], %)\n |> line([0, -6], %)\n |> line([-3.75, -4.5], %)\n |> line([0, -5.5], %)\n |> line([-2, 0], %)\n |> close(%)\n |> revolve({ axis: 'y' }, %) // default angle is 360", - "// A donut shape.\nconst sketch001 = startSketchOn('XY')\n |> circle([15, 0], 5, %)\n |> revolve({ angle: 360, axis: 'y' }, %)", + "// A donut shape.\nconst sketch001 = startSketchOn('XY')\n |> circle({ center: [15, 0], radius: 5 }, %)\n |> revolve({ angle: 360, axis: 'y' }, %)", "const part001 = startSketchOn('XY')\n |> startProfileAt([4, 12], %)\n |> line([2, 0], %)\n |> line([0, -6], %)\n |> line([4, -6], %)\n |> line([0, -6], %)\n |> line([-3.75, -4.5], %)\n |> line([0, -5.5], %)\n |> line([-2, 0], %)\n |> close(%)\n |> revolve({ axis: 'y', angle: 180 }, %)", "const part001 = startSketchOn('XY')\n |> startProfileAt([4, 12], %)\n |> line([2, 0], %)\n |> line([0, -6], %)\n |> line([4, -6], %)\n |> line([0, -6], %)\n |> line([-3.75, -4.5], %)\n |> line([0, -5.5], %)\n |> line([-2, 0], %)\n |> close(%)\n |> revolve({ axis: 'y', angle: 180 }, %)\nconst part002 = startSketchOn(part001, 'end')\n |> startProfileAt([4.5, -5], %)\n |> line([0, 5], %)\n |> line([5, 0], %)\n |> line([0, -5], %)\n |> close(%)\n |> extrude(5, %)", - "const box = startSketchOn('XY')\n |> startProfileAt([0, 0], %)\n |> line([0, 20], %)\n |> line([20, 0], %)\n |> line([0, -20], %)\n |> close(%)\n |> extrude(20, %)\n\nconst sketch001 = startSketchOn(box, \"END\")\n |> circle([10, 10], 4, %)\n |> revolve({ angle: -90, axis: 'y' }, %)", - "const box = startSketchOn('XY')\n |> startProfileAt([0, 0], %)\n |> line([0, 20], %)\n |> line([20, 0], %)\n |> line([0, -20], %, $revolveAxis)\n |> close(%)\n |> extrude(20, %)\n\nconst sketch001 = startSketchOn(box, \"END\")\n |> circle([10, 10], 4, %)\n |> revolve({\n angle: 90,\n axis: getOppositeEdge(revolveAxis)\n }, %)", - "const box = startSketchOn('XY')\n |> startProfileAt([0, 0], %)\n |> line([0, 20], %)\n |> line([20, 0], %)\n |> line([0, -20], %, $revolveAxis)\n |> close(%)\n |> extrude(20, %)\n\nconst sketch001 = startSketchOn(box, \"END\")\n |> circle([10, 10], 4, %)\n |> revolve({\n angle: 90,\n axis: getOppositeEdge(revolveAxis),\n tolerance: 0.0001\n }, %)", + "const box = startSketchOn('XY')\n |> startProfileAt([0, 0], %)\n |> line([0, 20], %)\n |> line([20, 0], %)\n |> line([0, -20], %)\n |> close(%)\n |> extrude(20, %)\n\nconst sketch001 = startSketchOn(box, \"END\")\n |> circle({ center: [10, 10], radius: 4 }, %)\n |> revolve({ angle: -90, axis: 'y' }, %)", + "const box = startSketchOn('XY')\n |> startProfileAt([0, 0], %)\n |> line([0, 20], %)\n |> line([20, 0], %)\n |> line([0, -20], %, $revolveAxis)\n |> close(%)\n |> extrude(20, %)\n\nconst sketch001 = startSketchOn(box, \"END\")\n |> circle({ center: [10, 10], radius: 4 }, %)\n |> revolve({\n angle: 90,\n axis: getOppositeEdge(revolveAxis)\n }, %)", + "const box = startSketchOn('XY')\n |> startProfileAt([0, 0], %)\n |> line([0, 20], %)\n |> line([20, 0], %)\n |> line([0, -20], %, $revolveAxis)\n |> close(%)\n |> extrude(20, %)\n\nconst sketch001 = startSketchOn(box, \"END\")\n |> circle({ center: [10, 10], radius: 4 }, %)\n |> revolve({\n angle: 90,\n axis: getOppositeEdge(revolveAxis),\n tolerance: 0.0001\n }, %)", "const sketch001 = startSketchOn('XY')\n |> startProfileAt([10, 0], %)\n |> line([5, -5], %)\n |> line([5, 5], %)\n |> lineTo([profileStartX(%), profileStartY(%)], %)\n |> close(%)\n\nconst part001 = revolve({\n axis: {\n custom: {\n axis: [0.0, 1.0, 0.0],\n origin: [0.0, 0.0, 0.0]\n }\n }\n}, sketch001)" ] }, @@ -211264,6 +224447,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -213334,6 +226639,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -215928,6 +229355,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -217998,6 +231547,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -218661,9 +232332,9 @@ "// Remove the start face for the extrusion.\nconst firstSketch = startSketchOn('-XZ')\n |> startProfileAt([-12, 12], %)\n |> line([24, 0], %)\n |> line([0, -24], %)\n |> line([-24, 0], %)\n |> close(%)\n |> extrude(6, %)\n\n// Remove the start face for the extrusion.\nshell({ faces: ['start'], thickness: 0.25 }, firstSketch)", "// Remove a tagged face and the end face for the extrusion.\nconst firstSketch = startSketchOn('XY')\n |> startProfileAt([-12, 12], %)\n |> line([24, 0], %)\n |> line([0, -24], %)\n |> line([-24, 0], %, $myTag)\n |> close(%)\n |> extrude(6, %)\n\n// Remove a tagged face for the extrusion.\nshell({ faces: [myTag], thickness: 0.25 }, firstSketch)", "// Remove multiple faces at once.\nconst firstSketch = startSketchOn('XY')\n |> startProfileAt([-12, 12], %)\n |> line([24, 0], %)\n |> line([0, -24], %)\n |> line([-24, 0], %, $myTag)\n |> close(%)\n |> extrude(6, %)\n\n// Remove a tagged face and the end face for the extrusion.\nshell({\n faces: [myTag, 'end'],\n thickness: 0.25\n}, firstSketch)", - "// Shell a sketch on face.\nlet size = 100\nconst case = startSketchOn('-XZ')\n |> startProfileAt([-size, -size], %)\n |> line([2 * size, 0], %)\n |> line([0, 2 * size], %)\n |> tangentialArcTo([-size, size], %)\n |> close(%)\n |> extrude(65, %)\n\nconst thing1 = startSketchOn(case, 'end')\n |> circle([-size / 2, -size / 2], 25, %)\n |> extrude(50, %)\n\nconst thing2 = startSketchOn(case, 'end')\n |> circle([size / 2, -size / 2], 25, %)\n |> extrude(50, %)\n\n// We put \"case\" in the shell function to shell the entire object.\nshell({ faces: ['start'], thickness: 5 }, case)", - "// Shell a sketch on face object on the end face.\nlet size = 100\nconst case = startSketchOn('XY')\n |> startProfileAt([-size, -size], %)\n |> line([2 * size, 0], %)\n |> line([0, 2 * size], %)\n |> tangentialArcTo([-size, size], %)\n |> close(%)\n |> extrude(65, %)\n\nconst thing1 = startSketchOn(case, 'end')\n |> circle([-size / 2, -size / 2], 25, %)\n |> extrude(50, %)\n\nconst thing2 = startSketchOn(case, 'end')\n |> circle([size / 2, -size / 2], 25, %)\n |> extrude(50, %)\n\n// We put \"thing1\" in the shell function to shell the end face of the object.\nshell({ faces: ['end'], thickness: 5 }, thing1)", - "// Shell sketched on face objects on the end face, include all sketches to shell\n// the entire object.\n\n\nlet size = 100\nconst case = startSketchOn('XY')\n |> startProfileAt([-size, -size], %)\n |> line([2 * size, 0], %)\n |> line([0, 2 * size], %)\n |> tangentialArcTo([-size, size], %)\n |> close(%)\n |> extrude(65, %)\n\nconst thing1 = startSketchOn(case, 'end')\n |> circle([-size / 2, -size / 2], 25, %)\n |> extrude(50, %)\n\nconst thing2 = startSketchOn(case, 'end')\n |> circle([size / 2, -size / 2], 25, %)\n |> extrude(50, %)\n\n// We put \"thing1\" and \"thing2\" in the shell function to shell the end face of the object.\nshell({ faces: ['end'], thickness: 5 }, [thing1, thing2])" + "// Shell a sketch on face.\nlet size = 100\nconst case = startSketchOn('-XZ')\n |> startProfileAt([-size, -size], %)\n |> line([2 * size, 0], %)\n |> line([0, 2 * size], %)\n |> tangentialArcTo([-size, size], %)\n |> close(%)\n |> extrude(65, %)\n\nconst thing1 = startSketchOn(case, 'end')\n |> circle({\n center: [-size / 2, -size / 2],\n radius: 25\n }, %)\n |> extrude(50, %)\n\nconst thing2 = startSketchOn(case, 'end')\n |> circle({\n center: [size / 2, -size / 2],\n radius: 25\n }, %)\n |> extrude(50, %)\n\n// We put \"case\" in the shell function to shell the entire object.\nshell({ faces: ['start'], thickness: 5 }, case)", + "// Shell a sketch on face object on the end face.\nlet size = 100\nconst case = startSketchOn('XY')\n |> startProfileAt([-size, -size], %)\n |> line([2 * size, 0], %)\n |> line([0, 2 * size], %)\n |> tangentialArcTo([-size, size], %)\n |> close(%)\n |> extrude(65, %)\n\nconst thing1 = startSketchOn(case, 'end')\n |> circle({\n center: [-size / 2, -size / 2],\n radius: 25\n }, %)\n |> extrude(50, %)\n\nconst thing2 = startSketchOn(case, 'end')\n |> circle({\n center: [size / 2, -size / 2],\n radius: 25\n }, %)\n |> extrude(50, %)\n\n// We put \"thing1\" in the shell function to shell the end face of the object.\nshell({ faces: ['end'], thickness: 5 }, thing1)", + "// Shell sketched on face objects on the end face, include all sketches to shell\n// the entire object.\n\n\nlet size = 100\nconst case = startSketchOn('XY')\n |> startProfileAt([-size, -size], %)\n |> line([2 * size, 0], %)\n |> line([0, 2 * size], %)\n |> tangentialArcTo([-size, size], %)\n |> close(%)\n |> extrude(65, %)\n\nconst thing1 = startSketchOn(case, 'end')\n |> circle({\n center: [-size / 2, -size / 2],\n radius: 25\n }, %)\n |> extrude(50, %)\n\nconst thing2 = startSketchOn(case, 'end')\n |> circle({\n center: [size / 2, -size / 2],\n radius: 25\n }, %)\n |> extrude(50, %)\n\n// We put \"thing1\" and \"thing2\" in the shell function to shell the end face of the object.\nshell({ faces: ['end'], thickness: 5 }, [thing1, thing2])" ] }, { @@ -220376,6 +234047,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -222521,6 +236314,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -224140,6 +238055,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -225868,6 +239905,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -227487,6 +241646,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -229411,6 +243692,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -232166,6 +246569,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -234347,6 +248872,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -235966,6 +250613,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -237706,6 +252475,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -239325,6 +254216,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -241050,6 +256063,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -242669,6 +257804,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -244409,6 +259666,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -246028,6 +261407,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -247753,6 +263254,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -249372,6 +264995,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -251112,6 +266857,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -252731,6 +268598,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -254540,6 +270529,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -256159,6 +272270,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -257899,6 +274132,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -259518,6 +275873,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -261238,6 +277715,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -262857,6 +279456,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -264597,6 +281318,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -266216,6 +283059,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -267936,6 +284901,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -269555,6 +286642,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -271295,6 +288504,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -272914,6 +290245,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -274634,6 +292087,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -276253,6 +293828,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -277993,6 +295690,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", @@ -279612,6 +297431,128 @@ } } }, + { + "description": "a complete arc", + "type": "object", + "required": [ + "__geoMeta", + "ccw", + "center", + "from", + "radius", + "to", + "type" + ], + "properties": { + "__geoMeta": { + "description": "Metadata.", + "type": "object", + "required": [ + "id", + "sourceRange" + ], + "properties": { + "id": { + "description": "The id of the geometry.", + "type": "string", + "format": "uuid" + }, + "sourceRange": { + "description": "The source range.", + "type": "array", + "items": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "maxItems": 2, + "minItems": 2 + } + } + }, + "ccw": { + "description": "arc's direction", + "type": "boolean" + }, + "center": { + "description": "the arc's center", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "from": { + "description": "The from point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "radius": { + "description": "the arc's radius", + "type": "number", + "format": "double" + }, + "tag": { + "description": "The tag of the path.", + "type": "object", + "required": [ + "end", + "start", + "value" + ], + "properties": { + "digest": { + "type": "array", + "items": { + "type": "integer", + "format": "uint8", + "minimum": 0.0 + }, + "maxItems": 32, + "minItems": 32, + "nullable": true + }, + "end": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "start": { + "type": "integer", + "format": "uint", + "minimum": 0.0 + }, + "value": { + "type": "string" + } + }, + "nullable": true + }, + "to": { + "description": "The to point.", + "type": "array", + "items": { + "type": "number", + "format": "double" + }, + "maxItems": 2, + "minItems": 2 + }, + "type": { + "type": "string", + "enum": [ + "Circle" + ] + } + } + }, { "description": "A path that is horizontal.", "type": "object", diff --git a/docs/kcl/tangentialArc.md b/docs/kcl/tangentialArc.md index 4cfa30c49..9fc4c54ac 100644 --- a/docs/kcl/tangentialArc.md +++ b/docs/kcl/tangentialArc.md @@ -188,6 +188,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -397,6 +417,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -608,6 +648,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -817,6 +877,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/tangentialArcTo.md b/docs/kcl/tangentialArcTo.md index 85bb6f500..652606ad1 100644 --- a/docs/kcl/tangentialArcTo.md +++ b/docs/kcl/tangentialArcTo.md @@ -179,6 +179,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -388,6 +408,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -599,6 +639,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -808,6 +868,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/tangentialArcToRelative.md b/docs/kcl/tangentialArcToRelative.md index e5669c0eb..892341a0b 100644 --- a/docs/kcl/tangentialArcToRelative.md +++ b/docs/kcl/tangentialArcToRelative.md @@ -179,6 +179,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -388,6 +408,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -599,6 +639,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -808,6 +868,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/xLine.md b/docs/kcl/xLine.md index ef42d32b9..83ed5cda6 100644 --- a/docs/kcl/xLine.md +++ b/docs/kcl/xLine.md @@ -182,6 +182,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -391,6 +411,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -602,6 +642,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -811,6 +871,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/xLineTo.md b/docs/kcl/xLineTo.md index 9d3eb31a4..4f612d4c5 100644 --- a/docs/kcl/xLineTo.md +++ b/docs/kcl/xLineTo.md @@ -182,6 +182,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -391,6 +411,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -602,6 +642,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -811,6 +871,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/yLine.md b/docs/kcl/yLine.md index dc90b095e..14e63e477 100644 --- a/docs/kcl/yLine.md +++ b/docs/kcl/yLine.md @@ -180,6 +180,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -389,6 +409,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -600,6 +640,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -809,6 +869,26 @@ const example = extrude(10, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/docs/kcl/yLineTo.md b/docs/kcl/yLineTo.md index 4a9fd3b3a..2a3d0e379 100644 --- a/docs/kcl/yLineTo.md +++ b/docs/kcl/yLineTo.md @@ -178,6 +178,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -387,6 +407,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -598,6 +638,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], @@ -807,6 +867,26 @@ const example = extrude(5, exampleSketch) to: [number, number], type: "TangentialArc", } | +{ + // arc's direction + ccw: bool, + // the arc's center + center: [number, number], + // The from point. + from: [number, number], + // the arc's radius + radius: number, + // The tag of the path. + tag: { + digest: [number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number, number], + end: number, + start: number, + value: string, +}, + // The to point. + to: [number, number], + type: "Circle", +} | { // The from point. from: [number, number], diff --git a/e2e/playwright/authenticatedAppFixture.ts b/e2e/playwright/authenticatedAppFixture.ts new file mode 100644 index 000000000..7e7523d54 --- /dev/null +++ b/e2e/playwright/authenticatedAppFixture.ts @@ -0,0 +1,216 @@ +import type { Page, Locator } from '@playwright/test' +import { expect, test as base } from '@playwright/test' +import { getUtils, setup, tearDown } from './test-utils' +import fsp from 'fs/promises' +import { join } from 'path' + +type CmdBarSerilised = + | { + stage: 'commandBarClosed' + // TODO no more properties needed but needs to be implemented in _serialiseCmdBar + } + | { + stage: 'pickCommand' + // TODO this will need more properties when implemented in _serialiseCmdBar + } + | { + stage: 'arguments' + currentArgKey: string + currentArgValue: string + headerArguments: Record + highlightedHeaderArg: string + commandName: string + } + | { + stage: 'review' + headerArguments: Record + commandName: string + } + +export class AuthenticatedApp { + private readonly codeContent: Locator + private readonly extrudeButton: Locator + + constructor(public readonly page: Page) { + this.codeContent = page.locator('.cm-content') + this.extrudeButton = page.getByTestId('extrude') + } + + async initialise(code = '') { + const u = await getUtils(this.page) + await this.page.addInitScript(async (code) => { + localStorage.setItem('persistCode', code) + ;(window as any).playwrightSkipFilePicker = true + }, code) + + await this.page.setViewportSize({ width: 1000, height: 500 }) + + await u.waitForAuthSkipAppStart() + } + getInputFile = (fileName: string) => { + return fsp.readFile( + join('src', 'wasm-lib', 'tests', 'executor', 'inputs', fileName), + 'utf-8' + ) + } + makeMouseHelpers = (x: number, y: number) => [ + () => this.page.mouse.click(x, y), + () => this.page.mouse.move(x, y), + ] + + /** Likely no where, there's a chance it will click something in the scene, depending what you have in the scene. + * + * Expects the viewPort to be 1000x500 */ + clickNoWhere = () => this.page.mouse.click(998, 60) + + // Toolbars + expectExtrudeButtonToBeDisabled = async () => + await expect(this.extrudeButton).toBeDisabled() + expectExtrudeButtonToBeEnabled = async () => + await expect(this.extrudeButton).not.toBeDisabled() + clickExtrudeButton = async () => await this.extrudeButton.click() + + private _serialiseCmdBar = async (): Promise => { + const reviewForm = await this.page.locator('#review-form') + const getHeaderArgs = async () => { + const inputs = await this.page.getByTestId('cmd-bar-input-tab').all() + const entries = await Promise.all( + inputs.map((input) => { + const key = input + .locator('[data-test-name="arg-name"]') + .innerText() + .then((a) => a.trim()) + const value = input + .getByTestId('header-arg-value') + .innerText() + .then((a) => a.trim()) + return Promise.all([key, value]) + }) + ) + return Object.fromEntries(entries) + } + const getCommandName = () => + this.page.getByTestId('command-name').textContent() + if (await reviewForm.isVisible()) { + const [headerArguments, commandName] = await Promise.all([ + getHeaderArgs(), + getCommandName(), + ]) + return { + stage: 'review', + headerArguments, + commandName: commandName || '', + } + } + const [ + currentArgKey, + currentArgValue, + headerArguments, + highlightedHeaderArg, + commandName, + ] = await Promise.all([ + this.page.getByTestId('cmd-bar-arg-name').textContent(), + this.page.getByTestId('cmd-bar-arg-value').textContent(), + getHeaderArgs(), + this.page + .locator('[data-is-current-arg="true"]') + .locator('[data-test-name="arg-name"]') + .textContent(), + getCommandName(), + ]) + return { + stage: 'arguments', + currentArgKey: currentArgKey || '', + currentArgValue: currentArgValue || '', + headerArguments, + highlightedHeaderArg: highlightedHeaderArg || '', + commandName: commandName || '', + } + } + expectCmdBarToBe = async (expected: CmdBarSerilised) => { + return expect.poll(() => this._serialiseCmdBar()).toEqual(expected) + } + progressCmdBar = async () => { + if (Math.random() > 0.5) { + const arrowButton = this.page.getByRole('button', { + name: 'arrow right Continue', + }) + if (await arrowButton.isVisible()) { + await arrowButton.click() + } else { + await this.page + .getByRole('button', { name: 'checkmark Submit command' }) + .click() + } + } else { + await this.page.keyboard.press('Enter') + } + } + expectCodeHighlightedToBe = async (code: string) => + await expect + .poll(async () => { + const texts = ( + await this.page.getByTestId('hover-highlight').allInnerTexts() + ).map((s) => s.replace(/\s+/g, '').trim()) + return texts.join('') + }) + .toBe(code.replace(/\s+/g, '').trim()) + expectActiveLinesToBe = async (lines: Array) => { + await expect + .poll(async () => { + return (await this.page.locator('.cm-activeLine').allInnerTexts()).map( + (l) => l.trim() + ) + }) + .toEqual(lines.map((l) => l.trim())) + } + private _expectEditorToContain = + (not = false) => + ( + code: string, + { + shouldNormalise = false, + timeout = 5_000, + }: { shouldNormalise?: boolean; timeout?: number } = {} + ) => { + if (!shouldNormalise) { + const expectStart = expect(this.codeContent) + if (not) { + return expectStart.not.toContainText(code, { timeout }) + } + return expectStart.toContainText(code, { timeout }) + } + const normalisedCode = code.replaceAll(/\s+/g, ' ').trim() + const expectStart = expect.poll(() => this.codeContent.textContent(), { + timeout, + }) + if (not) { + return expectStart.not.toContain(normalisedCode) + } + return expectStart.toContain(normalisedCode) + } + + expectEditor = { + toContain: this._expectEditorToContain(), + not: { toContain: this._expectEditorToContain(true) }, + } +} + +export const test = base.extend<{ + app: AuthenticatedApp +}>({ + app: async ({ page }, use) => { + const authenticatedApp = new AuthenticatedApp(page) + await use(authenticatedApp) + }, +}) + +test.beforeEach(async ({ context, page }, testInfo) => { + await setup(context, page, testInfo) +}) + +test.afterEach(async ({ page }, testInfo) => { + await tearDown(page, testInfo) +}) + +export { expect } from '@playwright/test' diff --git a/e2e/playwright/editor-tests.spec.ts b/e2e/playwright/editor-tests.spec.ts index d06507677..8e361899c 100644 --- a/e2e/playwright/editor-tests.spec.ts +++ b/e2e/playwright/editor-tests.spec.ts @@ -558,7 +558,7 @@ test.describe('Editor tests', () => { await page.keyboard.press('ArrowDown') await page.keyboard.press('Enter') await page.keyboard.type(`const extrusion = startSketchOn('XY') - |> circle([0, 0], dia/2, %) + |> circle({ center: [0, 0], radius: dia/2 }, %) |> hole(squareHole(length, width, height), %) |> extrude(height, %)`) diff --git a/e2e/playwright/point-click.spec.ts b/e2e/playwright/point-click.spec.ts new file mode 100644 index 000000000..729d2dfc8 --- /dev/null +++ b/e2e/playwright/point-click.spec.ts @@ -0,0 +1,55 @@ +import { test } from './authenticatedAppFixture' + +// test file is for testing point an click code gen functionality that's not sketch mode related + +test('verify extruding circle works', async ({ app }) => { + test.skip( + process.platform === 'win32', + 'Fails on windows in CI, can not be replicated locally on windows.' + ) + const file = await app.getInputFile('test-circle-extrude.kcl') + await app.initialise(file) + const [clickCircle, moveToCircle] = app.makeMouseHelpers(582, 217) + + await test.step('because there is sweepable geometry, verify extrude is enable when nothing is selected', async () => { + await app.clickNoWhere() + await app.expectExtrudeButtonToBeEnabled() + }) + + await test.step('check code model connection works and that button is still enable once circle is selected ', async () => { + await moveToCircle() + const circleSnippet = + 'circle({ center: [318.33, 168.1], radius: 182.8 }, %)' + await app.expectCodeHighlightedToBe(circleSnippet) + + await clickCircle() + await app.expectActiveLinesToBe([circleSnippet.slice(-5)]) + await app.expectExtrudeButtonToBeEnabled() + }) + + await test.step('do extrude flow and check extrude code is added to editor', async () => { + await app.clickExtrudeButton() + + await app.expectCmdBarToBe({ + stage: 'arguments', + currentArgKey: 'distance', + currentArgValue: '5', + headerArguments: { Selection: '1 face', Distance: '' }, + highlightedHeaderArg: 'distance', + commandName: 'Extrude', + }) + await app.progressCmdBar() + + const expectString = 'const extrude001 = extrude(5, sketch001)' + await app.expectEditor.not.toContain(expectString) + + await app.expectCmdBarToBe({ + stage: 'review', + headerArguments: { Selection: '1 face', Distance: '5' }, + commandName: 'Extrude', + }) + await app.progressCmdBar() + + await app.expectEditor.toContain(expectString) + }) +}) diff --git a/e2e/playwright/sketch-tests.spec.ts b/e2e/playwright/sketch-tests.spec.ts index b8c2f233b..743e76691 100644 --- a/e2e/playwright/sketch-tests.spec.ts +++ b/e2e/playwright/sketch-tests.spec.ts @@ -149,14 +149,16 @@ test.describe('Sketch tests', () => { await page.getByRole('button', { name: 'line Line', exact: true }).click() await page.waitForTimeout(100) - await page.mouse.click(700, 200) + await expect(async () => { + await page.mouse.click(700, 200) - await expect.poll(u.normalisedEditorCode) - .toBe(`const sketch001 = startSketchOn('XZ') + await expect.poll(u.normalisedEditorCode, { timeout: 1000 }) + .toBe(`const sketch001 = startSketchOn('XZ') |> startProfileAt([12.34, -12.34], %) |> line([-12.34, 12.34], %) `) + }).toPass({ timeout: 40_000, intervals: [1_000] }) }) test('Can exit selection of face', async ({ page }) => { // Load the app with the code panes @@ -344,6 +346,92 @@ test.describe('Sketch tests', () => { }) }) + test('Can edit a circle center and radius by dragging its handles', async ({ + page, + }) => { + const u = await getUtils(page) + await page.addInitScript(async () => { + localStorage.setItem( + 'persistCode', + `const sketch001 = startSketchOn('XZ') + |> circle({ center: [4.61, -5.01], radius: 8 }, %)` + ) + }) + + await page.setViewportSize({ width: 1200, height: 500 }) + + await u.waitForAuthSkipAppStart() + await expect( + page.getByRole('button', { name: 'Start Sketch' }) + ).not.toBeDisabled() + + await page.waitForTimeout(100) + await u.openAndClearDebugPanel() + await u.sendCustomCmd({ + type: 'modeling_cmd_req', + cmd_id: uuidv4(), + cmd: { + type: 'default_camera_look_at', + vantage: { x: 0, y: -1250, z: 580 }, + center: { x: 0, y: 0, z: 0 }, + up: { x: 0, y: 0, z: 1 }, + }, + }) + await page.waitForTimeout(100) + await u.sendCustomCmd({ + type: 'modeling_cmd_req', + cmd_id: uuidv4(), + cmd: { + type: 'default_camera_get_settings', + }, + }) + await page.waitForTimeout(100) + + const startPX = [667, 325] + + const dragPX = 40 + + await page + .getByText('circle({ center: [4.61, -5.01], radius: 8 }, %)') + .click() + await expect( + page.getByRole('button', { name: 'Edit Sketch' }) + ).toBeVisible() + await page.getByRole('button', { name: 'Edit Sketch' }).click() + await page.waitForTimeout(400) + let prevContent = await page.locator('.cm-content').innerText() + + await expect(page.getByTestId('segment-overlay')).toHaveCount(1) + + await test.step('drag circle center handle', async () => { + await page.dragAndDrop('#stream', '#stream', { + sourcePosition: { x: startPX[0], y: startPX[1] }, + targetPosition: { x: startPX[0] + dragPX, y: startPX[1] - dragPX }, + }) + await page.waitForTimeout(100) + await expect(page.locator('.cm-content')).not.toHaveText(prevContent) + prevContent = await page.locator('.cm-content').innerText() + }) + + await test.step('drag circle radius handle', async () => { + await page.waitForTimeout(100) + + const lineEnd = await u.getBoundingBox('[data-overlay-index="0"]') + await page.waitForTimeout(100) + await page.dragAndDrop('#stream', '#stream', { + sourcePosition: { x: lineEnd.x - 5, y: lineEnd.y }, + targetPosition: { x: lineEnd.x + dragPX * 2, y: lineEnd.y + dragPX }, + }) + await expect(page.locator('.cm-content')).not.toHaveText(prevContent) + prevContent = await page.locator('.cm-content').innerText() + }) + + // expect the code to have changed + await expect(page.locator('.cm-content')) + .toHaveText(`const sketch001 = startSketchOn('XZ') + |> circle({ center: [7.26, -2.37], radius: 11.44 }, %) +`) + }) test('Can edit a sketch that has been extruded in the same pipe', async ({ page, }) => { diff --git a/e2e/playwright/snapshot-tests.spec.ts b/e2e/playwright/snapshot-tests.spec.ts index 9aaeda388..c15367894 100644 --- a/e2e/playwright/snapshot-tests.spec.ts +++ b/e2e/playwright/snapshot-tests.spec.ts @@ -532,6 +532,64 @@ test( }) } ) +test( + 'Draft circle should look right', + { tag: '@snapshot' }, + async ({ page, context }) => { + // FIXME: Skip on macos its being weird. + // test.skip(process.platform === 'darwin', 'Skip on macos') + + const u = await getUtils(page) + await page.setViewportSize({ width: 1200, height: 500 }) + const PUR = 400 / 37.5 //pixeltoUnitRatio + + await u.waitForAuthSkipAppStart() + await u.openDebugPanel() + + await expect( + page.getByRole('button', { name: 'Start Sketch' }) + ).not.toBeDisabled() + await expect( + page.getByRole('button', { name: 'Start Sketch' }) + ).toBeVisible() + + // click on "Start Sketch" button + await u.clearCommandLogs() + await u.doAndWaitForImageDiff( + () => page.getByRole('button', { name: 'Start Sketch' }).click(), + 200 + ) + + // select a plane + await page.mouse.click(700, 200) + + await expect(page.locator('.cm-content')).toHaveText( + `const sketch001 = startSketchOn('XZ')` + ) + + await page.waitForTimeout(500) // TODO detect animation ending, or disable animation + await u.closeDebugPanel() + + const startXPx = 600 + + // Equip the rectangle tool + // await page.getByRole('button', { name: 'line Line', exact: true }).click() + await page.getByTestId('circle-center').click() + + // Draw the rectangle + await page.mouse.click(startXPx + PUR * 20, 500 - PUR * 20) + await page.mouse.move(startXPx + PUR * 10, 500 - PUR * 10, { steps: 5 }) + + // Ensure the draft rectangle looks the same as it usually does + await expect(page).toHaveScreenshot({ + maxDiffPixels: 100, + }) + await expect(page.locator('.cm-content')).toHaveText( + `const sketch001 = startSketchOn('XZ') + |> circle({ center: [14.44, -2.44], radius: 1 }, %)` + ) + } +) test.describe( 'Client side scene scale should match engine scale', diff --git a/e2e/playwright/snapshot-tests.spec.ts-snapshots/Draft-circle-should-look-right-1-Google-Chrome-linux.png b/e2e/playwright/snapshot-tests.spec.ts-snapshots/Draft-circle-should-look-right-1-Google-Chrome-linux.png new file mode 100644 index 000000000..c2ae4a9e5 Binary files /dev/null and b/e2e/playwright/snapshot-tests.spec.ts-snapshots/Draft-circle-should-look-right-1-Google-Chrome-linux.png differ diff --git a/e2e/playwright/snapshot-tests.spec.ts-snapshots/Draft-circle-should-look-right-1-Google-Chrome-win32.png b/e2e/playwright/snapshot-tests.spec.ts-snapshots/Draft-circle-should-look-right-1-Google-Chrome-win32.png new file mode 100644 index 000000000..b2f8ff22f Binary files /dev/null and b/e2e/playwright/snapshot-tests.spec.ts-snapshots/Draft-circle-should-look-right-1-Google-Chrome-win32.png differ diff --git a/e2e/playwright/storageStates.ts b/e2e/playwright/storageStates.ts index 6cc85bfdc..61259fbcb 100644 --- a/e2e/playwright/storageStates.ts +++ b/e2e/playwright/storageStates.ts @@ -365,10 +365,10 @@ const box = startSketchOn('XY') svg(startSketchOn(keychain, 'end'), [-33, 32], -thickness) startSketchOn(keychain, 'end') - |> circle([ + |> circle({ center: [ width / 2, height - (keychainHoleSize + 1.5) - ], keychainHoleSize, %) + ], radius: keychainHoleSize }, %) |> extrude(-thickness, %)` export const TEST_CODE_TRIGGER_ENGINE_EXPORT_ERROR = `const thing = 1` diff --git a/e2e/playwright/testing-segment-overlays.spec.ts b/e2e/playwright/testing-segment-overlays.spec.ts index 7cf7622f5..c792c1106 100644 --- a/e2e/playwright/testing-segment-overlays.spec.ts +++ b/e2e/playwright/testing-segment-overlays.spec.ts @@ -774,6 +774,80 @@ const part001 = startSketchOn('XZ') locator: '[data-overlay-toolbar-index="12"]', }) }) + test('for segment [circle]', async ({ page }) => { + await page.addInitScript(async () => { + localStorage.setItem( + 'persistCode', + `const part001 = startSketchOn('XZ') + |> circle({ center: [1 + 0, 0], radius: 8 }, %) +` + ) + localStorage.setItem('disableAxis', 'true') + }) + const u = await getUtils(page) + await page.setViewportSize({ width: 1200, height: 500 }) + + await u.waitForAuthSkipAppStart() + + // wait for execution done + await u.openDebugPanel() + await u.expectCmdLog('[data-message-type="execution-done"]') + await u.closeDebugPanel() + + await page + .getByText('circle({ center: [1 + 0, 0], radius: 8 }, %)') + .click() + await page.waitForTimeout(100) + await page.getByRole('button', { name: 'Edit Sketch' }).click() + await page.waitForTimeout(500) + + await expect(page.getByTestId('segment-overlay')).toHaveCount(1) + + const clickUnconstrained = _clickUnconstrained(page) + const clickConstrained = _clickConstrained(page) + + const hoverPos = { x: 789, y: 114 } as const + let ang = await u.getAngle('[data-overlay-index="0"]') + console.log('angl', ang) + console.log('circle center x') + await clickConstrained({ + hoverPos, + constraintType: 'xAbsolute', + expectBeforeUnconstrained: + 'circle({ center: [1 + 0, 0], radius: 8 }, %)', + expectAfterUnconstrained: 'circle({ center: [1, 0], radius: 8 }, %)', + expectFinal: 'circle({ center: [xAbs001, 0], radius: 8 }, %)', + ang: ang + 105, + steps: 6, + locator: '[data-overlay-toolbar-index="0"]', + }) + console.log('circle center y') + await clickUnconstrained({ + hoverPos, + constraintType: 'yAbsolute', + expectBeforeUnconstrained: + 'circle({ center: [xAbs001, 0], radius: 8 }, %)', + expectAfterUnconstrained: + 'circle({ center: [xAbs001, yAbs001], radius: 8 }, %)', + expectFinal: 'circle({ center: [xAbs001, 0], radius: 8 }, %)', + ang: ang + 105, + steps: 10, + locator: '[data-overlay-toolbar-index="0"]', + }) + console.log('circle radius') + await clickUnconstrained({ + hoverPos, + constraintType: 'radius', + expectBeforeUnconstrained: + 'circle({ center: [xAbs001, 0], radius: 8 }, %)', + expectAfterUnconstrained: + 'circle({ center: [xAbs001, 0], radius: radius001 }, %)', + expectFinal: 'circle({ center: [xAbs001, 0], radius: 8 }, %)', + ang: ang + 105, + steps: 10, + locator: '[data-overlay-toolbar-index="0"]', + }) + }) }) test.describe('Testing deleting a segment', () => { const _deleteSegmentSequence = diff --git a/src/clientSideScene/ClientSideSceneComp.tsx b/src/clientSideScene/ClientSideSceneComp.tsx index 7a1c66e75..0832da6da 100644 --- a/src/clientSideScene/ClientSideSceneComp.tsx +++ b/src/clientSideScene/ClientSideSceneComp.tsx @@ -96,15 +96,29 @@ export const ClientSideScene = ({ canvas.appendChild(sceneInfra.renderer.domElement) canvas.appendChild(sceneInfra.labelRenderer.domElement) sceneInfra.animate() - canvas.addEventListener('mousemove', sceneInfra.onMouseMove, false) + canvas.addEventListener( + 'mousemove', + toSync(sceneInfra.onMouseMove, reportRejection), + false + ) canvas.addEventListener('mousedown', sceneInfra.onMouseDown, false) - canvas.addEventListener('mouseup', sceneInfra.onMouseUp, false) + canvas.addEventListener( + 'mouseup', + toSync(sceneInfra.onMouseUp, reportRejection), + false + ) sceneInfra.setSend(send) engineCommandManager.modelingSend = send return () => { - canvas?.removeEventListener('mousemove', sceneInfra.onMouseMove) + canvas?.removeEventListener( + 'mousemove', + toSync(sceneInfra.onMouseMove, reportRejection) + ) canvas?.removeEventListener('mousedown', sceneInfra.onMouseDown) - canvas?.removeEventListener('mouseup', sceneInfra.onMouseUp) + canvas?.removeEventListener( + 'mouseup', + toSync(sceneInfra.onMouseUp, reportRejection) + ) } }, []) @@ -124,7 +138,8 @@ export const ClientSideScene = ({ } else if ( state.matches({ Sketch: 'Line tool' }) || state.matches({ Sketch: 'Tangential arc to' }) || - state.matches({ Sketch: 'Rectangle tool' }) + state.matches({ Sketch: 'Rectangle tool' }) || + state.matches({ Sketch: 'Circle tool' }) ) { cursor = 'crosshair' } else { @@ -269,15 +284,22 @@ const Overlay = ({ } /> ))} - window.innerHeight / 2 - ? 'top' - : 'bottom' - } - pathToNode={overlay.pathToNode} - stdLibFnName={constraints[0]?.stdLibFnName} - /> + {/* delete circle is complicated by the fact it's the only segment in the + pipe expression. Maybe it should delete the entire pipeExpression, however + this will likely change soon when we implement multi-profile so we'll leave it for now + issue: https://github.com/KittyCAD/modeling-app/issues/3910 + */} + {callExpression?.callee?.name !== 'circle' && ( + window.innerHeight / 2 + ? 'top' + : 'bottom' + } + pathToNode={overlay.pathToNode} + stdLibFnName={constraints[0]?.stdLibFnName} + /> + )} )} @@ -512,6 +534,11 @@ const ConstraintSymbol = ({ displayName: 'Intersection Offset', iconName: 'intersection-offset', }, + radius: { + varName: 'radius', + displayName: 'Radius', + iconName: 'dimension', + }, // implicit constraints vertical: { diff --git a/src/clientSideScene/sceneEntities.ts b/src/clientSideScene/sceneEntities.ts index 126229771..d9427e536 100644 --- a/src/clientSideScene/sceneEntities.ts +++ b/src/clientSideScene/sceneEntities.ts @@ -72,6 +72,7 @@ import { createArrayExpression, createCallExpressionStdLib, createLiteral, + createObjectExpression, createPipeExpression, createPipeSubstitution, findUniqueName, @@ -90,6 +91,7 @@ import { getThemeColorForThreeJs, Themes } from 'lib/theme' import { err, reportRejection, trap } from 'lib/trap' import { CSS2DObject } from 'three/examples/jsm/renderers/CSS2DRenderer' import { Point3d } from 'wasm-lib/kcl/bindings/Point3d' +import { SegmentInputs } from 'lang/std/stdTypes' type DraftSegment = 'line' | 'tangentialArcTo' @@ -103,10 +105,18 @@ export const TANGENTIAL_ARC_TO__SEGMENT_DASH = 'tangential-arc-to-segment-body-dashed' export const TANGENTIAL_ARC_TO_SEGMENT = 'tangential-arc-to-segment' export const TANGENTIAL_ARC_TO_SEGMENT_BODY = 'tangential-arc-to-segment-body' +export const CIRCLE_SEGMENT = 'circle-segment' +export const CIRCLE_SEGMENT_BODY = 'circle-segment-body' +export const CIRCLE_SEGMENT_DASH = 'circle-segment-body-dashed' +export const CIRCLE_CENTER_HANDLE = 'circle-center-handle' export const SEGMENT_WIDTH_PX = 1.6 export const HIDE_SEGMENT_LENGTH = 75 // in pixels export const HIDE_HOVER_SEGMENT_LENGTH = 60 // in pixels -export const SEGMENT_BODIES = [STRAIGHT_SEGMENT, TANGENTIAL_ARC_TO_SEGMENT] +export const SEGMENT_BODIES = [ + STRAIGHT_SEGMENT, + TANGENTIAL_ARC_TO_SEGMENT, + CIRCLE_SEGMENT, +] export const SEGMENT_BODIES_PLUS_PROFILE_START = [ ...SEGMENT_BODIES, PROFILE_START, @@ -144,11 +154,11 @@ export class SceneEntities { ? orthoFactor : perspScale(sceneInfra.camControls.camera, segment)) / sceneInfra._baseUnitMultiplier - const input = { + let input: SegmentInputs = { type: 'straight-segment', from: segment.userData.from, to: segment.userData.to, - } as const + } let update: SegmentUtils['update'] | null = null if ( segment.userData.from && @@ -165,6 +175,21 @@ export class SceneEntities { ) { update = segmentUtils.tangentialArcTo.update } + if ( + segment.userData.from && + segment.userData.center && + segment.userData.radius && + segment.userData.type === CIRCLE_SEGMENT + ) { + update = segmentUtils.circle.update + input = { + type: 'arc-segment', + from: segment.userData.from, + center: segment.userData.center, + radius: segment.userData.radius, + } + } + const callBack = update?.({ prevSegment: segment.userData.prevSegment, input, @@ -311,7 +336,6 @@ export class SceneEntities { ) } sceneInfra.setCallbacks({ - // eslint-disable-next-line @typescript-eslint/no-misused-promises onClick: async (args) => { if (!args) return if (args.mouseEvent.which !== 1) return @@ -409,19 +433,21 @@ export class SceneEntities { maybeModdedAst, sketchGroup.start.__geoMeta.sourceRange ) - const _profileStart = createProfileStartHandle({ - from: sketchGroup.start.from, - id: sketchGroup.start.__geoMeta.id, - pathToNode: segPathToNode, - scale: factor, - theme: sceneInfra._theme, - }) - _profileStart.layers.set(SKETCH_LAYER) - _profileStart.traverse((child) => { - child.layers.set(SKETCH_LAYER) - }) - group.add(_profileStart) - this.activeSegments[JSON.stringify(segPathToNode)] = _profileStart + if (sketchGroup?.value?.[0]?.type !== 'Circle') { + const _profileStart = createProfileStartHandle({ + from: sketchGroup.start.from, + id: sketchGroup.start.__geoMeta.id, + pathToNode: segPathToNode, + scale: factor, + theme: sceneInfra._theme, + }) + _profileStart.layers.set(SKETCH_LAYER) + _profileStart.traverse((child) => { + child.layers.set(SKETCH_LAYER) + }) + group.add(_profileStart) + this.activeSegments[JSON.stringify(segPathToNode)] = _profileStart + } const callbacks: (() => SegmentOverlayPayload | null)[] = [] sketchGroup.value.forEach((segment, index) => { let segPathToNode = getNodePathFromSourceRange( @@ -467,15 +493,26 @@ export class SceneEntities { const initSegment = segment.type === 'TangentialArcTo' ? segmentUtils.tangentialArcTo.init + : segment.type === 'Circle' + ? segmentUtils.circle.init : segmentUtils.straight.init + const input: SegmentInputs = + segment.type === 'Circle' + ? { + type: 'arc-segment', + from: segment.from, + center: segment.center, + radius: segment.radius, + } + : { + type: 'straight-segment', + from: segment.from, + to: segment.to, + } const result = initSegment({ prevSegment: sketchGroup.value[index - 1], callExpName, - input: { - type: 'straight-segment', - from: segment.from, - to: segment.to, - }, + input, id: segment.__geoMeta.id, pathToNode: segPathToNode, isDraftSegment, @@ -575,7 +612,6 @@ export class SceneEntities { const lastSeg = sg?.value?.slice(-1)[0] || sg.start const index = sg.value.length // because we've added a new segment that's not in the memory yet, no need for `-1` - const mod = addNewSketchLn({ node: _ast, programMemory: kclManager.programMemory, @@ -606,7 +642,6 @@ export class SceneEntities { draftExpressionsIndices, }) sceneInfra.setCallbacks({ - // eslint-disable-next-line @typescript-eslint/no-misused-promises onClick: async (args) => { if (!args) return if (args.mouseEvent.which !== 1) return @@ -747,7 +782,6 @@ export class SceneEntities { }) sceneInfra.setCallbacks({ - // eslint-disable-next-line @typescript-eslint/no-misused-promises onMove: async (args) => { // Update the width and height of the draft rectangle const pathToNodeTwo = structuredClone(sketchPathToNode) @@ -779,7 +813,7 @@ export class SceneEntities { programMemory.get(variableDeclarationName), variableDeclarationName ) - if (err(sketchGroup)) return sketchGroup + if (err(sketchGroup)) return Promise.reject(sketchGroup) const sgPaths = sketchGroup.value const orthoFactor = orthoScale(sceneInfra.camControls.camera) @@ -795,7 +829,6 @@ export class SceneEntities { this.updateSegment(seg, index, 0, _ast, orthoFactor, sketchGroup) ) }, - // eslint-disable-next-line @typescript-eslint/no-misused-promises onClick: async (args) => { // Commit the rectangle to the full AST/code and return to sketch.idle const cornerPoint = args.intersectionPoint?.twoD @@ -857,6 +890,173 @@ export class SceneEntities { }, }) } + setupDraftCircle = async ( + sketchPathToNode: PathToNode, + forward: [number, number, number], + up: [number, number, number], + sketchOrigin: [number, number, number], + circleCenter: [x: number, y: number] + ) => { + let _ast = structuredClone(kclManager.ast) + + const _node1 = getNodeFromPath( + _ast, + sketchPathToNode || [], + 'VariableDeclaration' + ) + if (trap(_node1)) return Promise.reject(_node1) + const variableDeclarationName = + _node1.node?.declarations?.[0]?.id?.name || '' + const startSketchOn = _node1.node?.declarations + const startSketchOnInit = startSketchOn?.[0]?.init + + startSketchOn[0].init = createPipeExpression([ + startSketchOnInit, + createCallExpressionStdLib('circle', [ + createObjectExpression({ + center: createArrayExpression([ + createLiteral(roundOff(circleCenter[0])), + createLiteral(roundOff(circleCenter[1])), + ]), + radius: createLiteral(1), + }), + createPipeSubstitution(), + ]), + ]) + + let _recastAst = parse(recast(_ast)) + if (trap(_recastAst)) return Promise.reject(_recastAst) + _ast = _recastAst + + // do a quick mock execution to get the program memory up-to-date + await kclManager.executeAstMock(_ast) + + const { programMemoryOverride, truncatedAst } = await this.setupSketch({ + sketchPathToNode, + forward, + up, + position: sketchOrigin, + maybeModdedAst: _ast, + draftExpressionsIndices: { start: 0, end: 0 }, + }) + + sceneInfra.setCallbacks({ + onMove: async (args) => { + const pathToNodeTwo = structuredClone(sketchPathToNode) + pathToNodeTwo[1][0] = 0 + + const _node = getNodeFromPath( + truncatedAst, + pathToNodeTwo || [], + 'VariableDeclaration' + ) + let modded = structuredClone(truncatedAst) + if (trap(_node)) return + const sketchInit = _node.node?.declarations?.[0]?.init + + const x = (args.intersectionPoint.twoD.x || 0) - circleCenter[0] + const y = (args.intersectionPoint.twoD.y || 0) - circleCenter[1] + + if (sketchInit.type === 'PipeExpression') { + const moddedResult = changeSketchArguments( + modded, + kclManager.programMemory, + { + type: 'path', + pathToNode: [ + ..._node.deepPath, + ['body', 'PipeExpression'], + [1, 'index'], + ], + }, + { + type: 'arc-segment', + center: circleCenter, + radius: Math.sqrt(x ** 2 + y ** 2), + from: circleCenter, + } + ) + if (err(moddedResult)) return + modded = moddedResult.modifiedAst + } + + const { programMemory } = await executeAst({ + ast: modded, + useFakeExecutor: true, + engineCommandManager: this.engineCommandManager, + programMemoryOverride, + }) + this.sceneProgramMemory = programMemory + const sketchGroup = sketchGroupFromKclValue( + programMemory.get(variableDeclarationName), + variableDeclarationName + ) + if (err(sketchGroup)) return + const sgPaths = sketchGroup.value + const orthoFactor = orthoScale(sceneInfra.camControls.camera) + + this.updateSegment( + sketchGroup.start, + 0, + 0, + _ast, + orthoFactor, + sketchGroup + ) + sgPaths.forEach((seg, index) => + this.updateSegment(seg, index, 0, _ast, orthoFactor, sketchGroup) + ) + }, + onClick: async (args) => { + // Commit the rectangle to the full AST/code and return to sketch.idle + const cornerPoint = args.intersectionPoint?.twoD + if (!cornerPoint || args.mouseEvent.button !== 0) return + + const x = roundOff((cornerPoint.x || 0) - circleCenter[0]) + const y = roundOff((cornerPoint.y || 0) - circleCenter[1]) + + const _node = getNodeFromPath( + _ast, + sketchPathToNode || [], + 'VariableDeclaration' + ) + if (trap(_node)) return + const sketchInit = _node.node?.declarations?.[0]?.init + + let modded = structuredClone(_ast) + if (sketchInit.type === 'PipeExpression') { + const moddedResult = changeSketchArguments( + modded, + kclManager.programMemory, + { + type: 'path', + pathToNode: [ + ..._node.deepPath, + ['body', 'PipeExpression'], + [1, 'index'], + ], + }, + { + type: 'arc-segment', + center: circleCenter, + radius: Math.sqrt(x ** 2 + y ** 2), + from: circleCenter, + } + ) + if (err(moddedResult)) return + modded = moddedResult.modifiedAst + + let _recastAst = parse(recast(modded)) + if (trap(_recastAst)) return Promise.reject(_recastAst) + _ast = _recastAst + + // Update the primary AST and unequip the rectangle tool + await kclManager.executeAstMock(_ast) + sceneInfra.modelingSend({ type: 'Finish circle' }) + } + }, + }) + } setupSketchIdleCallbacks = ({ pathToNode, up, @@ -870,7 +1070,6 @@ export class SceneEntities { }) => { let addingNewSegmentStatus: 'nothing' | 'pending' | 'added' = 'nothing' sceneInfra.setCallbacks({ - // eslint-disable-next-line @typescript-eslint/no-misused-promises onDragEnd: async () => { if (addingNewSegmentStatus !== 'nothing') { await this.tearDownSketch({ removeAxis: false }) @@ -891,7 +1090,6 @@ export class SceneEntities { }) } }, - // eslint-disable-next-line @typescript-eslint/no-misused-promises onDrag: async ({ selected, intersectionPoint, @@ -1028,11 +1226,8 @@ export class SceneEntities { ? new Vector2(profileStart.position.x, profileStart.position.y) : _intersection2d - const group = getParentGroup(object, [ - STRAIGHT_SEGMENT, - TANGENTIAL_ARC_TO_SEGMENT, - PROFILE_START, - ]) + const group = getParentGroup(object, SEGMENT_BODIES_PLUS_PROFILE_START) + const subGroup = getParentGroup(object, [ARROWHEAD, CIRCLE_CENTER_HANDLE]) if (!group) return const pathToNode: PathToNode = structuredClone(group.userData.pathToNode) const varDecIndex = pathToNode[1][0] @@ -1069,6 +1264,43 @@ export class SceneEntities { pathToNode: PathToNode } | Error + + const getChangeSketchInput = (): SegmentInputs => { + if ( + group.name === CIRCLE_SEGMENT && + // !subGroup treats grabbing the outer circumference of the circle + // as a drag of the center handle + (!subGroup || subGroup?.name === ARROWHEAD) + ) + return { + type: 'arc-segment', + from, + center: group.userData.center, + // distance between the center and the drag point + radius: Math.sqrt( + (group.userData.center[0] - dragTo[0]) ** 2 + + (group.userData.center[1] - dragTo[1]) ** 2 + ), + } + if ( + group.name === CIRCLE_SEGMENT && + subGroup?.name === CIRCLE_CENTER_HANDLE + ) + return { + type: 'arc-segment', + from, + center: dragTo, + radius: group.userData.radius, + } + + // straight segment is the default + return { + type: 'straight-segment', + from, + to: dragTo, + } + } + if (group.name === PROFILE_START) { modded = updateStartProfileAtArgs({ node: modifiedAst, @@ -1084,12 +1316,11 @@ export class SceneEntities { modded = changeSketchArguments( modifiedAst, kclManager.programMemory, - [node.start, node.end], { - type: 'straight-segment', - from, - to: dragTo, - } + type: 'sourceRange', + sourceRange: [node.start, node.end], + }, + getChangeSketchInput() ) } if (trap(modded)) return @@ -1192,16 +1423,28 @@ export class SceneEntities { ? orthoFactor : perspScale(sceneInfra.camControls.camera, group)) / sceneInfra._baseUnitMultiplier - const input = { + let input: SegmentInputs = { type: 'straight-segment', from: segment.from, to: segment.to, - } as const + } let update: SegmentUtils['update'] | null = null if (type === TANGENTIAL_ARC_TO_SEGMENT) { update = segmentUtils.tangentialArcTo.update } else if (type === STRAIGHT_SEGMENT) { update = segmentUtils.straight.update + } else if ( + type === CIRCLE_SEGMENT && + 'type' in segment && + segment.type === 'Circle' + ) { + update = segmentUtils.circle.update + input = { + type: 'arc-segment', + from: segment.from, + center: segment.center, + radius: segment.radius, + } } const callBack = update && @@ -1276,7 +1519,7 @@ export class SceneEntities { this._tearDownSketch(callDepth + 1, resolve, reject, { removeAxis }) }, delay) } else { - reject() + resolve(true) } } sceneInfra.camControls.enableRotate = true @@ -1306,11 +1549,10 @@ export class SceneEntities { mat.color.set(obj.userData.baseColor) mat.color.offsetHSL(0, 0, 0.5) } - const parent = getParentGroup(selected, [ - STRAIGHT_SEGMENT, - TANGENTIAL_ARC_TO_SEGMENT, - PROFILE_START, - ]) + const parent = getParentGroup( + selected, + SEGMENT_BODIES_PLUS_PROFILE_START + ) if (parent?.userData?.pathToNode) { const updatedAst = parse(recast(kclManager.ast)) if (trap(updatedAst)) return @@ -1334,11 +1576,11 @@ export class SceneEntities { } const orthoFactor = orthoScale(sceneInfra.camControls.camera) - const input = { + let input: SegmentInputs = { type: 'straight-segment', from: parent.userData.from, to: parent.userData.to, - } as const + } const factor = (sceneInfra.camControls.camera instanceof OrthographicCamera ? orthoFactor @@ -1349,6 +1591,12 @@ export class SceneEntities { update = segmentUtils.straight.update } else if (parent.name === TANGENTIAL_ARC_TO_SEGMENT) { update = segmentUtils.tangentialArcTo.update + input = { + type: 'arc-segment', + from: parent.userData.from, + radius: parent.userData.radius, + center: parent.userData.center, + } } update && update({ @@ -1364,19 +1612,18 @@ export class SceneEntities { }, onMouseLeave: ({ selected, ...rest }: OnMouseEnterLeaveArgs) => { editorManager.setHighlightRange([[0, 0]]) - const parent = getParentGroup(selected, [ - STRAIGHT_SEGMENT, - TANGENTIAL_ARC_TO_SEGMENT, - PROFILE_START, - ]) + const parent = getParentGroup( + selected, + SEGMENT_BODIES_PLUS_PROFILE_START + ) if (parent) { const orthoFactor = orthoScale(sceneInfra.camControls.camera) - const input = { + let input: SegmentInputs = { type: 'straight-segment', from: parent.userData.from, to: parent.userData.to, - } as const + } const factor = (sceneInfra.camControls.camera instanceof OrthographicCamera ? orthoFactor @@ -1387,6 +1634,12 @@ export class SceneEntities { update = segmentUtils.straight.update } else if (parent.name === TANGENTIAL_ARC_TO_SEGMENT) { update = segmentUtils.tangentialArcTo.update + input = { + type: 'arc-segment', + from: parent.userData.from, + radius: parent.userData.radius, + center: parent.userData.center, + } } update && update({ @@ -1557,7 +1810,7 @@ function prepareTruncatedMemoryAndAst( export function getParentGroup( object: any, - stopAt: string[] = [STRAIGHT_SEGMENT, TANGENTIAL_ARC_TO_SEGMENT] + stopAt: string[] = SEGMENT_BODIES ): Group | null { if (stopAt.includes(object?.userData?.type)) { return object @@ -1604,10 +1857,7 @@ function colorSegment(object: any, color: number) { }) return } - const straightSegmentBody = getParentGroup(object, [ - STRAIGHT_SEGMENT, - TANGENTIAL_ARC_TO_SEGMENT, - ]) + const straightSegmentBody = getParentGroup(object, SEGMENT_BODIES) if (straightSegmentBody) { straightSegmentBody.traverse((child) => { if (child instanceof Mesh && !child.userData.ignoreColorChange) { diff --git a/src/clientSideScene/sceneInfra.ts b/src/clientSideScene/sceneInfra.ts index dc4de6500..3b463cca1 100644 --- a/src/clientSideScene/sceneInfra.ts +++ b/src/clientSideScene/sceneInfra.ts @@ -92,6 +92,8 @@ interface OnMoveCallbackArgs { // This singleton class is responsible for all of the under the hood setup for the client side scene. // That is the cameras and switching between them, raycasters for click mouse events and their abstractions (onClick etc), setting up controls. // Anything that added the the scene for the user to interact with is probably in SceneEntities.ts + +type Voidish = void | Promise export class SceneInfra { static instance: SceneInfra scene: Scene @@ -107,21 +109,21 @@ export class SceneInfra { _theme: Themes = Themes.System extraSegmentTexture: Texture lastMouseState: MouseState = { type: 'idle' } - onDragStartCallback: (arg: OnDragCallbackArgs) => void = () => {} - onDragEndCallback: (arg: OnDragCallbackArgs) => void = () => {} - onDragCallback: (arg: OnDragCallbackArgs) => void = () => {} - onMoveCallback: (arg: OnMoveCallbackArgs) => void = () => {} - onClickCallback: (arg: OnClickCallbackArgs) => void = () => {} - onMouseEnter: (arg: OnMouseEnterLeaveArgs) => void = () => {} - onMouseLeave: (arg: OnMouseEnterLeaveArgs) => void = () => {} + onDragStartCallback: (arg: OnDragCallbackArgs) => Voidish = () => {} + onDragEndCallback: (arg: OnDragCallbackArgs) => Voidish = () => {} + onDragCallback: (arg: OnDragCallbackArgs) => Voidish = () => {} + onMoveCallback: (arg: OnMoveCallbackArgs) => Voidish = () => {} + onClickCallback: (arg: OnClickCallbackArgs) => Voidish = () => {} + onMouseEnter: (arg: OnMouseEnterLeaveArgs) => Voidish = () => {} + onMouseLeave: (arg: OnMouseEnterLeaveArgs) => Voidish = () => {} setCallbacks = (callbacks: { - onDragStart?: (arg: OnDragCallbackArgs) => void - onDragEnd?: (arg: OnDragCallbackArgs) => void - onDrag?: (arg: OnDragCallbackArgs) => void - onMove?: (arg: OnMoveCallbackArgs) => void - onClick?: (arg: OnClickCallbackArgs) => void - onMouseEnter?: (arg: OnMouseEnterLeaveArgs) => void - onMouseLeave?: (arg: OnMouseEnterLeaveArgs) => void + onDragStart?: (arg: OnDragCallbackArgs) => Voidish + onDragEnd?: (arg: OnDragCallbackArgs) => Voidish + onDrag?: (arg: OnDragCallbackArgs) => Voidish + onMove?: (arg: OnMoveCallbackArgs) => Voidish + onClick?: (arg: OnClickCallbackArgs) => Voidish + onMouseEnter?: (arg: OnMouseEnterLeaveArgs) => Voidish + onMouseLeave?: (arg: OnMouseEnterLeaveArgs) => Voidish }) => { this.onDragStartCallback = callbacks.onDragStart || this.onDragStartCallback this.onDragEndCallback = callbacks.onDragEnd || this.onDragEndCallback @@ -389,7 +391,7 @@ export class SceneInfra { intersection: planeIntersects[0], } } - onMouseMove = (mouseEvent: MouseEvent) => { + onMouseMove = async (mouseEvent: MouseEvent) => { this.currentMouseVector.x = (mouseEvent.clientX / window.innerWidth) * 2 - 1 this.currentMouseVector.y = -(mouseEvent.clientY / window.innerHeight) * 2 + 1 @@ -414,7 +416,7 @@ export class SceneInfra { planeIntersectPoint.twoD && planeIntersectPoint.threeD ) { - this.onDragCallback({ + await this.onDragCallback({ mouseEvent, intersectionPoint: { twoD: planeIntersectPoint.twoD, @@ -433,7 +435,7 @@ export class SceneInfra { planeIntersectPoint.twoD && planeIntersectPoint.threeD ) { - this.onMoveCallback({ + await this.onMoveCallback({ mouseEvent, intersectionPoint: { twoD: planeIntersectPoint.twoD, @@ -448,12 +450,12 @@ export class SceneInfra { if (this.hoveredObject !== firstIntersectObject) { const hoveredObj = this.hoveredObject this.hoveredObject = null - this.onMouseLeave({ + await this.onMouseLeave({ selected: hoveredObj, mouseEvent: mouseEvent, }) this.hoveredObject = firstIntersectObject - this.onMouseEnter({ + await this.onMouseEnter({ selected: this.hoveredObject, dragSelected: this.selected?.object, mouseEvent: mouseEvent, @@ -468,7 +470,7 @@ export class SceneInfra { if (this.hoveredObject) { const hoveredObj = this.hoveredObject this.hoveredObject = null - this.onMouseLeave({ + await this.onMouseLeave({ selected: hoveredObj, dragSelected: this.selected?.object, mouseEvent: mouseEvent, @@ -555,7 +557,7 @@ export class SceneInfra { } } - onMouseUp = (mouseEvent: MouseEvent) => { + onMouseUp = async (mouseEvent: MouseEvent) => { this.currentMouseVector.x = (mouseEvent.clientX / window.innerWidth) * 2 - 1 this.currentMouseVector.y = -(mouseEvent.clientY / window.innerHeight) * 2 + 1 @@ -565,7 +567,7 @@ export class SceneInfra { if (this.selected) { if (this.selected.hasBeenDragged) { // TODO do the types properly here - this.onDragEndCallback({ + await this.onDragEndCallback({ intersectionPoint: { twoD: planeIntersectPoint?.twoD as any, threeD: planeIntersectPoint?.threeD as any, @@ -586,7 +588,7 @@ export class SceneInfra { } } else if (planeIntersectPoint?.twoD && planeIntersectPoint?.threeD) { // fire onClick event as there was no drags - this.onClickCallback({ + await this.onClickCallback({ mouseEvent, intersectionPoint: { twoD: planeIntersectPoint.twoD, @@ -596,17 +598,17 @@ export class SceneInfra { selected: this.selected.object, }) } else if (planeIntersectPoint) { - this.onClickCallback({ + await this.onClickCallback({ mouseEvent, intersects, }) } else { - this.onClickCallback({ mouseEvent, intersects }) + await this.onClickCallback({ mouseEvent, intersects }) } // Clear the selected state whether it was dragged or not this.selected = null } else if (planeIntersectPoint?.twoD && planeIntersectPoint?.threeD) { - this.onClickCallback({ + await this.onClickCallback({ mouseEvent, intersectionPoint: { twoD: planeIntersectPoint.twoD, @@ -615,7 +617,7 @@ export class SceneInfra { intersects, }) } else { - this.onClickCallback({ mouseEvent, intersects }) + await this.onClickCallback({ mouseEvent, intersects }) } } updateOtherSelectionColors = (otherSelections: Axis[]) => { diff --git a/src/clientSideScene/segments.ts b/src/clientSideScene/segments.ts index bf1c8e636..735a01704 100644 --- a/src/clientSideScene/segments.ts +++ b/src/clientSideScene/segments.ts @@ -24,6 +24,10 @@ import { mergeGeometries } from 'three/examples/jsm/utils/BufferGeometryUtils.js import { CSS2DObject } from 'three/examples/jsm/renderers/CSS2DRenderer' import { PathToNode, SketchGroup, getTangentialArcToInfo } from 'lang/wasm' import { + CIRCLE_CENTER_HANDLE, + CIRCLE_SEGMENT, + CIRCLE_SEGMENT_BODY, + CIRCLE_SEGMENT_DASH, EXTRA_SEGMENT_HANDLE, EXTRA_SEGMENT_OFFSET_PX, HIDE_HOVER_SEGMENT_LENGTH, @@ -477,6 +481,169 @@ class TangentialArcToSegment implements SegmentUtils { } } +class CircleSegment implements SegmentUtils { + init: SegmentUtils['init'] = ({ + prevSegment, + input, + id, + pathToNode, + isDraftSegment, + scale = 1, + theme, + isSelected, + sceneInfra, + }) => { + if (input.type !== 'arc-segment') { + return new Error('Invalid segment type') + } + const { from, center, radius } = input + const baseColor = getThemeColorForThreeJs(theme) + const color = isSelected ? 0x0000ff : baseColor + + const group = new Group() + const geometry = createArcGeometry({ + center, + radius, + startAngle: 0, + endAngle: Math.PI * 2, + ccw: true, + isDashed: isDraftSegment, + scale, + }) + const mat = new MeshBasicMaterial({ color }) + const arcMesh = new Mesh(geometry, mat) + const meshType = isDraftSegment ? CIRCLE_SEGMENT_DASH : CIRCLE_SEGMENT_BODY + const arrowGroup = createArrowhead(scale, theme, color) + const circleCenterGroup = createCircleCenterHandle(scale, theme, color) + + arcMesh.userData.type = meshType + arcMesh.name = meshType + group.userData = { + type: CIRCLE_SEGMENT, + id, + from, + radius, + center, + ccw: true, + prevSegment, + pathToNode, + isSelected, + baseColor, + } + group.name = CIRCLE_SEGMENT + + group.add(arcMesh, arrowGroup, circleCenterGroup) + const updateOverlaysCallback = this.update({ + prevSegment, + input, + group, + scale, + sceneInfra, + }) + if (err(updateOverlaysCallback)) return updateOverlaysCallback + + return { + group, + updateOverlaysCallback, + } + } + update: SegmentUtils['update'] = ({ + prevSegment, + input, + group, + scale = 1, + sceneInfra, + }) => { + if (input.type !== 'arc-segment') { + return new Error('Invalid segment type') + } + const { from, center, radius } = input + group.userData.from = from + // group.userData.to = to + group.userData.center = center + group.userData.radius = radius + group.userData.prevSegment = prevSegment + const arrowGroup = group.getObjectByName(ARROWHEAD) as Group + const circleCenterHandle = group.getObjectByName( + CIRCLE_CENTER_HANDLE + ) as Group + + const pxLength = (2 * radius * Math.PI) / scale + const shouldHideIdle = pxLength < HIDE_SEGMENT_LENGTH + const shouldHideHover = pxLength < HIDE_HOVER_SEGMENT_LENGTH + + const hoveredParent = + sceneInfra.hoveredObject && + getParentGroup(sceneInfra.hoveredObject, [CIRCLE_SEGMENT]) + let isHandlesVisible = !shouldHideIdle + if (hoveredParent && hoveredParent?.uuid === group?.uuid) { + isHandlesVisible = !shouldHideHover + } + + if (arrowGroup) { + arrowGroup.position.set( + center[0] + Math.cos(Math.PI / 4) * radius, + center[1] + Math.sin(Math.PI / 4) * radius, + 0 + ) + + const arrowheadAngle = Math.PI / 4 + arrowGroup.quaternion.setFromUnitVectors( + new Vector3(0, 1, 0), + new Vector3(Math.cos(arrowheadAngle), Math.sin(arrowheadAngle), 0) + ) + arrowGroup.scale.set(scale, scale, scale) + arrowGroup.visible = isHandlesVisible + } + + if (circleCenterHandle) { + circleCenterHandle.position.set(center[0], center[1], 0) + circleCenterHandle.scale.set(scale, scale, scale) + circleCenterHandle.visible = isHandlesVisible + } + + const circleSegmentBody = group.children.find( + (child) => child.userData.type === CIRCLE_SEGMENT_BODY + ) as Mesh + + if (circleSegmentBody) { + const newGeo = createArcGeometry({ + radius, + center, + startAngle: 0, + endAngle: Math.PI * 2, + ccw: true, + scale, + }) + circleSegmentBody.geometry = newGeo + } + const circleSegmentBodyDashed = group.getObjectByName(CIRCLE_SEGMENT_DASH) + if (circleSegmentBodyDashed instanceof Mesh) { + // consider throttling the whole updateTangentialArcToSegment + // if there are more perf considerations going forward + circleSegmentBodyDashed.geometry = createArcGeometry({ + center, + radius, + ccw: true, + // make the start end where the handle is + startAngle: Math.PI * 0.25, + endAngle: Math.PI * 2.25, + isDashed: true, + scale, + }) + } + return () => + sceneInfra.updateOverlayDetails({ + arrowGroup, + group, + isHandlesVisible, + from: from, + to: [center[0], center[1]], + angle: Math.PI / 4, + }) + } +} + export function createProfileStartHandle({ from, id, @@ -535,6 +702,28 @@ function createArrowhead(scale = 1, theme: Themes, color?: number): Group { arrowGroup.scale.set(scale, scale, scale) return arrowGroup } +function createCircleCenterHandle( + scale = 1, + theme: Themes, + color?: number +): Group { + const circleCenterGroup = new Group() + + const geometry = new BoxGeometry(12, 12, 12) // in pixels scaled later + const baseColor = getThemeColorForThreeJs(theme) + const body = new MeshBasicMaterial({ color }) + const mesh = new Mesh(geometry, body) + + circleCenterGroup.add(mesh) + + circleCenterGroup.userData = { + type: CIRCLE_CENTER_HANDLE, + baseColor, + } + circleCenterGroup.name = CIRCLE_CENTER_HANDLE + circleCenterGroup.scale.set(scale, scale, scale) + return circleCenterGroup +} function createExtraSegmentHandle( scale: number, @@ -788,4 +977,5 @@ export function dashedStraight( export const segmentUtils = { straight: new StraightSegment(), tangentialArcTo: new TangentialArcToSegment(), + circle: new CircleSegment(), } as const diff --git a/src/components/CommandBar/CommandBarBasicInput.tsx b/src/components/CommandBar/CommandBarBasicInput.tsx index e058cc1c5..d0c258d76 100644 --- a/src/components/CommandBar/CommandBarBasicInput.tsx +++ b/src/components/CommandBar/CommandBarBasicInput.tsx @@ -33,11 +33,15 @@ function CommandBarBasicInput({ return (
-