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refactor(editor): move figma squircle to shared (#10610)
This commit is contained in:
232
blocksuite/affine/shared/src/utils/figma-squircle/draw.ts
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232
blocksuite/affine/shared/src/utils/figma-squircle/draw.ts
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interface CornerPathParams {
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a: number;
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b: number;
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c: number;
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d: number;
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p: number;
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cornerRadius: number;
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arcSectionLength: number;
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}
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interface CornerParams {
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cornerRadius: number;
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cornerSmoothing: number;
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preserveSmoothing: boolean;
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roundingAndSmoothingBudget: number;
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}
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// The article from figma's blog
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// https://www.figma.com/blog/desperately-seeking-squircles/
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//
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// The original code by MartinRGB
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// https://github.com/MartinRGB/Figma_Squircles_Approximation/blob/bf29714aab58c54329f3ca130ffa16d39a2ff08c/js/rounded-corners.js#L64
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export function getPathParamsForCorner({
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cornerRadius,
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cornerSmoothing,
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preserveSmoothing,
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roundingAndSmoothingBudget,
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}: CornerParams): CornerPathParams {
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// From figure 12.2 in the article
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// p = (1 + cornerSmoothing) * q
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// in this case q = R because theta = 90deg
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let p = (1 + cornerSmoothing) * cornerRadius;
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// When there's not enough space left (p > roundingAndSmoothingBudget), there are 2 options:
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//
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// 1. What figma's currently doing: limit the smoothing value to make sure p <= roundingAndSmoothingBudget
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// But what this means is that at some point when cornerRadius is large enough,
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// increasing the smoothing value wouldn't do anything
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//
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// 2. Keep the original smoothing value and use it to calculate the bezier curve normally,
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// then adjust the control points to achieve similar curvature profile
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//
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// preserveSmoothing is a new option I added
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//
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// If preserveSmoothing is on then we'll just keep using the original smoothing value
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// and adjust the bezier curve later
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if (!preserveSmoothing) {
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const maxCornerSmoothing = roundingAndSmoothingBudget / cornerRadius - 1;
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cornerSmoothing = Math.min(cornerSmoothing, maxCornerSmoothing);
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p = Math.min(p, roundingAndSmoothingBudget);
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}
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// In a normal rounded rectangle (cornerSmoothing = 0), this is 90
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// The larger the smoothing, the smaller the arc
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const arcMeasure = 90 * (1 - cornerSmoothing);
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const arcSectionLength =
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Math.sin(toRadians(arcMeasure / 2)) * cornerRadius * Math.sqrt(2);
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// In the article this is the distance between 2 control points: P3 and P4
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const angleAlpha = (90 - arcMeasure) / 2;
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const p3ToP4Distance = cornerRadius * Math.tan(toRadians(angleAlpha / 2));
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// a, b, c and d are from figure 11.1 in the article
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const angleBeta = 45 * cornerSmoothing;
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const c = p3ToP4Distance * Math.cos(toRadians(angleBeta));
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const d = c * Math.tan(toRadians(angleBeta));
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let b = (p - arcSectionLength - c - d) / 3;
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let a = 2 * b;
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// Adjust the P1 and P2 control points if there's not enough space left
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if (preserveSmoothing && p > roundingAndSmoothingBudget) {
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const p1ToP3MaxDistance =
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roundingAndSmoothingBudget - d - arcSectionLength - c;
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// Try to maintain some distance between P1 and P2 so the curve wouldn't look weird
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const minA = p1ToP3MaxDistance / 6;
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const maxB = p1ToP3MaxDistance - minA;
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b = Math.min(b, maxB);
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a = p1ToP3MaxDistance - b;
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p = Math.min(p, roundingAndSmoothingBudget);
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}
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return {
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a,
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b,
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c,
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d,
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p,
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arcSectionLength,
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cornerRadius,
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};
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}
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interface SVGPathInput {
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width: number;
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height: number;
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topRightPathParams: CornerPathParams;
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bottomRightPathParams: CornerPathParams;
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bottomLeftPathParams: CornerPathParams;
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topLeftPathParams: CornerPathParams;
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}
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export function getSVGPathFromPathParams({
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width,
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height,
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topLeftPathParams,
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topRightPathParams,
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bottomLeftPathParams,
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bottomRightPathParams,
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}: SVGPathInput) {
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return `
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M ${width - topRightPathParams.p} 0
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${drawTopRightPath(topRightPathParams)}
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L ${width} ${height - bottomRightPathParams.p}
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${drawBottomRightPath(bottomRightPathParams)}
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L ${bottomLeftPathParams.p} ${height}
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${drawBottomLeftPath(bottomLeftPathParams)}
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L 0 ${topLeftPathParams.p}
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${drawTopLeftPath(topLeftPathParams)}
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Z
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`
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.replace(/[\t\s\n]+/g, ' ')
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.trim();
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}
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function drawTopRightPath({
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cornerRadius,
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a,
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b,
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c,
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d,
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p,
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arcSectionLength,
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}: CornerPathParams) {
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if (cornerRadius) {
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return rounded`
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c ${a} 0 ${a + b} 0 ${a + b + c} ${d}
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a ${cornerRadius} ${cornerRadius} 0 0 1 ${arcSectionLength} ${arcSectionLength}
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c ${d} ${c}
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${d} ${b + c}
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${d} ${a + b + c}`;
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} else {
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return rounded`l ${p} 0`;
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}
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}
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function drawBottomRightPath({
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cornerRadius,
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a,
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b,
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c,
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d,
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p,
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arcSectionLength,
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}: CornerPathParams) {
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if (cornerRadius) {
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return rounded`
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c 0 ${a}
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0 ${a + b}
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${-d} ${a + b + c}
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a ${cornerRadius} ${cornerRadius} 0 0 1 -${arcSectionLength} ${arcSectionLength}
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c ${-c} ${d}
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${-(b + c)} ${d}
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${-(a + b + c)} ${d}`;
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} else {
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return rounded`l 0 ${p}`;
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}
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}
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function drawBottomLeftPath({
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cornerRadius,
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a,
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b,
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c,
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d,
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p,
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arcSectionLength,
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}: CornerPathParams) {
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if (cornerRadius) {
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return rounded`
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c ${-a} 0
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${-(a + b)} 0
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${-(a + b + c)} ${-d}
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a ${cornerRadius} ${cornerRadius} 0 0 1 -${arcSectionLength} -${arcSectionLength}
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c ${-d} ${-c}
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${-d} ${-(b + c)}
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${-d} ${-(a + b + c)}`;
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} else {
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return rounded`l ${-p} 0`;
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}
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}
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function drawTopLeftPath({
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cornerRadius,
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a,
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b,
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c,
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d,
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p,
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arcSectionLength,
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}: CornerPathParams) {
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if (cornerRadius) {
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return rounded`
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c 0 ${-a}
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0 ${-(a + b)}
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${d} ${-(a + b + c)}
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a ${cornerRadius} ${cornerRadius} 0 0 1 ${arcSectionLength} -${arcSectionLength}
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c ${c} ${-d}
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${b + c} ${-d}
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${a + b + c} ${-d}`;
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} else {
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return rounded`l 0 ${-p}`;
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}
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}
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function toRadians(degrees: number) {
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return (degrees * Math.PI) / 180;
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}
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function rounded(strings: TemplateStringsArray, ...values: number[]): string {
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return strings.reduce((acc, str, i) => {
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const value = values[i];
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if (typeof value === 'number') {
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return acc + str + value.toFixed(4);
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} else {
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return acc + str + (value ?? '');
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}
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}, '');
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}
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