proto-arrows - npm Package Compare versions

Comparing version 0.1.0 to 0.1.2

dist/index.js

@@ -1,119 +0,11 @@
-"use strict";
-Object.defineProperty(module.exports, "__esModule", {
-    value: true
-});
-Object.defineProperty(module.exports, "getBoxToBoxCurve", {
-    enumerable: true,
-    get: function get() {
-        return $e36d37c870599370$exports.getBoxToBoxCurve;
-    }
-});
-Object.defineProperty(module.exports, "getCubicBezierSVGPath", {
-    enumerable: true,
-    get: function get() {
-        return $e36d37c870599370$exports.getCubicBezierSVGPath;
-    }
-});
-Object.defineProperty(module.exports, "getCurve", {
-    enumerable: true,
-    get: function get() {
-        return $e36d37c870599370$exports.getCurve;
-    }
-});
-Object.defineProperty(module.exports, "interpolateCubicBezier", {
-    enumerable: true,
-    get: function get() {
-        return $e04c30edd61f2bf8$exports.interpolateCubicBezier;
-    }
-});
-Object.defineProperty(module.exports, "interpolateCubicBezierAngle", {
-    enumerable: true,
-    get: function get() {
-        return $e04c30edd61f2bf8$exports.interpolateCubicBezierAngle;
-    }
-});
-var $e36d37c870599370$exports = {};
-"use strict";
-Object.defineProperty($e36d37c870599370$exports, "__esModule", {
-    value: true
-});
-$e36d37c870599370$exports.getBoxToBoxCurve = $e36d37c870599370$var$getBoxToBoxCurve;
-$e36d37c870599370$exports.getCubicBezierSVGPath = $e36d37c870599370$var$getCubicBezierSVGPath;
-$e36d37c870599370$exports.getCurve = $e36d37c870599370$var$getCurve;
-$e36d37c870599370$exports.getLineCenter = $e36d37c870599370$var$getLineCenter;
-var $4ae3635cd3704c0c$exports = {};
-"use strict";
-Object.defineProperty($4ae3635cd3704c0c$exports, "__esModule", {
-    value: true
-});
-$4ae3635cd3704c0c$exports.getBoxBounds = $4ae3635cd3704c0c$var$getBoxBounds;
-$4ae3635cd3704c0c$exports.getIdealBoxSides = $4ae3635cd3704c0c$var$getIdealBoxSides;
-$4ae3635cd3704c0c$exports.isPointOnLeftOrRightSide = $4ae3635cd3704c0c$var$isPointOnLeftOrRightSide;
-function $4ae3635cd3704c0c$var$_createForOfIteratorHelper(o, allowArrayLike) {
-    var it = typeof Symbol !== "undefined" && o[Symbol.iterator] || o["@@iterator"];
-    if (!it) {
-        if (Array.isArray(o) || (it = $4ae3635cd3704c0c$var$_unsupportedIterableToArray(o)) || allowArrayLike && o && typeof o.length === "number") {
-            if (it) o = it;
-            var i = 0;
-            var F = function F() {
-            };
-            return {
-                s: F,
-                n: function n() {
-                    if (i >= o.length) return {
-                        done: true
-                    };
-                    return {
-                        done: false,
-                        value: o[i++]
-                    };
-                },
-                e: function e(_e) {
-                    throw _e;
-                },
-                f: F
-            };
-        }
-        throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.");
-    }
-    var normalCompletion = true, didErr = false, err;
-    return {
-        s: function s() {
-            it = it.call(o);
-        },
-        n: function n() {
-            var step = it.next();
-            normalCompletion = step.done;
-            return step;
-        },
-        e: function e(_e2) {
-            didErr = true;
-            err = _e2;
-        },
-        f: function f() {
-            try {
-                if (!normalCompletion && it["return"] != null) it["return"]();
-            } finally{
-                if (didErr) throw err;
-            }
-        }
-    };
+function $parcel$export(e, n, v, s) {
+  Object.defineProperty(e, n, {get: v, set: s, enumerable: true, configurable: true});
 }
-function $4ae3635cd3704c0c$var$_unsupportedIterableToArray(o, minLen) {
-    if (!o) return;
-    if (typeof o === "string") return $4ae3635cd3704c0c$var$_arrayLikeToArray(o, minLen);
-    var n = Object.prototype.toString.call(o).slice(8, -1);
-    if (n === "Object" && o.constructor) n = o.constructor.name;
-    if (n === "Map" || n === "Set") return Array.from(o);
-    if (n === "Arguments" || /^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)) return $4ae3635cd3704c0c$var$_arrayLikeToArray(o, minLen);
-}
-function $4ae3635cd3704c0c$var$_arrayLikeToArray(arr, len) {
-    if (len == null || len > arr.length) len = arr.length;
-    for(var i = 0, arr2 = new Array(len); i < len; i++)arr2[i] = arr[i];
-    return arr2;
-}
-/**
- * Get a list of points set up at the center
- * of every side of the box (left, right, top, bottom)
- */ function $4ae3635cd3704c0c$var$getBoxBounds(box) {
+
+$parcel$export(module.exports, "getBoxToBoxCurve", () => $e36d37c870599370$export$583831dfdc6aa49e);
+$parcel$export(module.exports, "getCurve", () => $e36d37c870599370$export$2ed0ba18b91344cd);
+$parcel$export(module.exports, "getCubicBezierSVGPath", () => $e36d37c870599370$export$191a6a2cb97e8f9d);
+$parcel$export(module.exports, "interpolateCubicBezier", () => $e04c30edd61f2bf8$export$40a3f00fa2073bd4);
+$parcel$export(module.exports, "interpolateCubicBezierAngle", () => $e04c30edd61f2bf8$export$9af95b4269585c7a);
+function $4ae3635cd3704c0c$export$ceae783a035931a1(box) {
     return [
@@ -138,11 +30,6 @@ {
 }
-/**
- * Find the ideal points to draw an edge
- * between the two boxes by finding the
- * shortest linear distance between the
- * two.
- */ function $4ae3635cd3704c0c$var$getIdealBoxSides(startBox, endBox) {
-    var startPts = $4ae3635cd3704c0c$var$getBoxBounds(startBox);
-    var endPts = $4ae3635cd3704c0c$var$getBoxBounds(endBox);
-    var minDistanceSource = [
+function $4ae3635cd3704c0c$export$1d2e8002406473be(startBox, endBox) {
+    const startPts = $4ae3635cd3704c0c$export$ceae783a035931a1(startBox);
+    const endPts = $4ae3635cd3704c0c$export$ceae783a035931a1(endBox);
+    let minDistanceSource = [
         Infinity,
@@ -154,3 +41,3 @@ {
     ];
-    var minDistanceTarget = [
+    let minDistanceTarget = [
         Infinity,
@@ -162,30 +49,12 @@ {
     ];
-    var _iterator = $4ae3635cd3704c0c$var$_createForOfIteratorHelper(startPts), _step;
-    try {
-        for(_iterator.s(); !(_step = _iterator.n()).done;){
-            var pointA = _step.value;
-            var _iterator2 = $4ae3635cd3704c0c$var$_createForOfIteratorHelper(endPts), _step2;
-            try {
-                for(_iterator2.s(); !(_step2 = _iterator2.n()).done;){
-                    var pointB = _step2.value;
-                    var distance = Math.hypot(pointA.x - pointB.x, pointA.y - pointB.y);
-                    if (distance < minDistanceSource[0]) minDistanceSource = [
-                        distance,
-                        pointA
-                    ];
-                    if (distance < minDistanceTarget[0]) minDistanceTarget = [
-                        distance,
-                        pointB
-                    ];
-                }
-            } catch (err) {
-                _iterator2.e(err);
-            } finally{
-                _iterator2.f();
-            }
-        }
-    } catch (err) {
-        _iterator.e(err);
-    } finally{
-        _iterator.f();
+    for (const pointA of startPts)for (const pointB of endPts){
+        const distance = Math.hypot(pointA.x - pointB.x, pointA.y - pointB.y);
+        if (distance < minDistanceSource[0]) minDistanceSource = [
+            distance,
+            pointA
+        ];
+        if (distance < minDistanceTarget[0]) minDistanceTarget = [
+            distance,
+            pointB
+        ];
     }
@@ -197,5 +66,3 @@ return {
 }
-/**
- * Infer if a point is on the left or right side of a box
- */ function $4ae3635cd3704c0c$var$isPointOnLeftOrRightSide(point, box) {
+function $4ae3635cd3704c0c$export$4a1768cdd491cbf1(point, box) {
     return point.x === box.x || point.x === box.x + box.w;
@@ -205,6 +72,3 @@ }
 
-/**
- * Find the center of two points using rudimentary
- * linear interpolation.
- */ function $e36d37c870599370$var$getLineCenter(pointA, pointB) {
+function $e36d37c870599370$export$555f963a5b620001(pointA, pointB) {
     return {
@@ -215,19 +79,13 @@ x: (pointA.x + pointB.x) / 2,
 }
-/**
- * Given a cubic bezier curve, produce its corresponding
- * SVG path string.
- */ function $e36d37c870599370$var$getCubicBezierSVGPath(bezier) {
-    var start = bezier.start, control1 = bezier.control1, control2 = bezier.control2, end = bezier.end;
+function $e36d37c870599370$export$191a6a2cb97e8f9d(bezier) {
+    const { start: start , control1: control1 , control2: control2 , end: end  } = bezier;
     return [
-        "M".concat(start.x, ",").concat(start.y),
-        "C".concat(control1.x, ",").concat(control1.y, " ").concat(control2.x, ",").concat(control2.y),
-        "".concat(end.x, ",").concat(end.y)
+        `M${start.x},${start.y}`,
+        `C${control1.x},${control1.y} ${control2.x},${control2.y}`,
+        `${end.x},${end.y}`
     ].join(' ');
 }
-/**
- * Given two points, produce a cubic bezier curve that
- * links them.
- */ function $e36d37c870599370$var$getCurve(start, end, options) {
-    var center = $e36d37c870599370$var$getLineCenter(start, end);
-    var controlPoints = options !== null && options !== void 0 && options.flip ? [
+function $e36d37c870599370$export$2ed0ba18b91344cd(start, end, options) {
+    const center = $e36d37c870599370$export$555f963a5b620001(start, end);
+    const controlPoints = options?.flip ? [
         {
@@ -258,8 +116,5 @@ x: center.x,
 }
-/**
- * Given two boxes, produce a cubic bezier curve that
- * links them.
- */ function $e36d37c870599370$var$getBoxToBoxCurve(startBox, endBox) {
-    var _getIdealBoxSides = (0, $4ae3635cd3704c0c$exports.getIdealBoxSides)(startBox, endBox), startPoint = _getIdealBoxSides.startPoint, endPoint = _getIdealBoxSides.endPoint;
-    return $e36d37c870599370$var$getCurve(startPoint, endPoint, {
+function $e36d37c870599370$export$583831dfdc6aa49e(startBox, endBox) {
+    const { startPoint: startPoint , endPoint: endPoint  } = $4ae3635cd3704c0c$export$1d2e8002406473be(startBox, endBox);
+    return $e36d37c870599370$export$2ed0ba18b91344cd(startPoint, endPoint, {
         // Flip the curve if the `startPoint` is on the left/right
@@ -270,3 +125,3 @@ // side of the `startBox` AND the `endPoint` is on the
         // In the future we'll make this an option.
-        flip: (0, $4ae3635cd3704c0c$exports.isPointOnLeftOrRightSide)(startPoint, startBox) && (0, $4ae3635cd3704c0c$exports.isPointOnLeftOrRightSide)(endPoint, endBox)
+        flip: $4ae3635cd3704c0c$export$4a1768cdd491cbf1(startPoint, startBox) && $4ae3635cd3704c0c$export$4a1768cdd491cbf1(endPoint, endBox)
     });
@@ -276,21 +131,3 @@ }
 
-var $e04c30edd61f2bf8$exports = {};
-"use strict";
-Object.defineProperty($e04c30edd61f2bf8$exports, "__esModule", {
-    value: true
-});
-$e04c30edd61f2bf8$exports.interpolateCubicBezier = $e04c30edd61f2bf8$var$interpolateCubicBezier;
-$e04c30edd61f2bf8$exports.interpolateCubicBezierAngle = $e04c30edd61f2bf8$var$interpolateCubicBezierAngle;
-/**
- * Given the definition of a cubic bezier: a start point, two control points,
- * and end point, get the point at a given time `t` (where `0 <= t <= 1`).
- *
- * For example, at t = 0, this function returns the point at the start of the
- * curve, at t = 0.5, it returns the point midway through the curve and at
- * t = 1 it returns the point at the end of the curve.
- *
- * B(t) = (1 - t)^3P0 + 3(1 - t)^2tP1 + 3(1 - t)t^2P2 + t^3P3
- * Adapted from https://github.com/pbeshai/vis-utils
- */ function $e04c30edd61f2bf8$var$interpolateCubicBezier(_ref, t) {
-    var start = _ref.start, control1 = _ref.control1, control2 = _ref.control2, end = _ref.end;
+function $e04c30edd61f2bf8$export$40a3f00fa2073bd4({ start: start , control1: control1 , control2: control2 , end: end  }, t) {
     /**
@@ -306,16 +143,3 @@ * Get the point on the curve at a given t,
 }
-/**
- * Given the definition of a cubic bezier: a start point, two control points,
- * and end point, get the angle at a given time `t` (where `0 <= t <= 1`).
- *
- * For example, at t = 0, this function returns the angle at the start
- * point, at t = 0.5, it returns the angle midway through the curve and at
- * t = 1 it returns the angle at the end of the curve (useful for things like
- * arrowheads). The angles are in degrees.
- *
- * B'(t) = 3(1- t)^2(P1 - P0) + 6(1 - t)t(P2 - P1) + 3t^2(P3 - P2)
- *
- * Adapted from https://github.com/pbeshai/vis-utils
- */ function $e04c30edd61f2bf8$var$interpolateCubicBezierAngle(_ref2, t) {
-    var start = _ref2.start, control1 = _ref2.control1, control2 = _ref2.control2, end = _ref2.end;
+function $e04c30edd61f2bf8$export$9af95b4269585c7a({ start: start , control1: control1 , control2: control2 , end: end  }, t) {
     /**
@@ -326,4 +150,4 @@ * Get the angle of the point on the curve at a given t,
    * 0 is the start point, 1 is the end point.
-   */ var tangentX = 3 * Math.pow(1 - t, 2) * (control1.x - start.x) + 6 * (1 - t) * t * (control2.x - control1.x) + 3 * Math.pow(t, 2) * (end.x - control2.x);
-    var tangentY = 3 * Math.pow(1 - t, 2) * (control1.y - start.y) + 6 * (1 - t) * t * (control2.y - control1.y) + 3 * Math.pow(t, 2) * (end.y - control2.y);
+   */ const tangentX = 3 * Math.pow(1 - t, 2) * (control1.x - start.x) + 6 * (1 - t) * t * (control2.x - control1.x) + 3 * Math.pow(t, 2) * (end.x - control2.x);
+    const tangentY = 3 * Math.pow(1 - t, 2) * (control1.y - start.y) + 6 * (1 - t) * t * (control2.y - control1.y) + 3 * Math.pow(t, 2) * (end.y - control2.y);
     return Math.atan2(tangentY, tangentX) * (180 / Math.PI);
@@ -330,0 +154,0 @@ }

dist/module.js

@@ -1,120 +0,2 @@
-var $149c1bd638913645$exports = {};
-"use strict";
-Object.defineProperty($149c1bd638913645$exports, "__esModule", {
-    value: true
-});
-Object.defineProperty($149c1bd638913645$exports, "getBoxToBoxCurve", {
-    enumerable: true,
-    get: function get() {
-        return $a616f5ce02773612$exports.getBoxToBoxCurve;
-    }
-});
-Object.defineProperty($149c1bd638913645$exports, "getCubicBezierSVGPath", {
-    enumerable: true,
-    get: function get() {
-        return $a616f5ce02773612$exports.getCubicBezierSVGPath;
-    }
-});
-Object.defineProperty($149c1bd638913645$exports, "getCurve", {
-    enumerable: true,
-    get: function get() {
-        return $a616f5ce02773612$exports.getCurve;
-    }
-});
-Object.defineProperty($149c1bd638913645$exports, "interpolateCubicBezier", {
-    enumerable: true,
-    get: function get() {
-        return $1c7872e4c4047182$exports.interpolateCubicBezier;
-    }
-});
-Object.defineProperty($149c1bd638913645$exports, "interpolateCubicBezierAngle", {
-    enumerable: true,
-    get: function get() {
-        return $1c7872e4c4047182$exports.interpolateCubicBezierAngle;
-    }
-});
-var $a616f5ce02773612$exports = {};
-"use strict";
-Object.defineProperty($a616f5ce02773612$exports, "__esModule", {
-    value: true
-});
-$a616f5ce02773612$exports.getBoxToBoxCurve = $a616f5ce02773612$var$getBoxToBoxCurve;
-$a616f5ce02773612$exports.getCubicBezierSVGPath = $a616f5ce02773612$var$getCubicBezierSVGPath;
-$a616f5ce02773612$exports.getCurve = $a616f5ce02773612$var$getCurve;
-$a616f5ce02773612$exports.getLineCenter = $a616f5ce02773612$var$getLineCenter;
-var $8877e354ea3c846d$exports = {};
-"use strict";
-Object.defineProperty($8877e354ea3c846d$exports, "__esModule", {
-    value: true
-});
-$8877e354ea3c846d$exports.getBoxBounds = $8877e354ea3c846d$var$getBoxBounds;
-$8877e354ea3c846d$exports.getIdealBoxSides = $8877e354ea3c846d$var$getIdealBoxSides;
-$8877e354ea3c846d$exports.isPointOnLeftOrRightSide = $8877e354ea3c846d$var$isPointOnLeftOrRightSide;
-function $8877e354ea3c846d$var$_createForOfIteratorHelper(o, allowArrayLike) {
-    var it = typeof Symbol !== "undefined" && o[Symbol.iterator] || o["@@iterator"];
-    if (!it) {
-        if (Array.isArray(o) || (it = $8877e354ea3c846d$var$_unsupportedIterableToArray(o)) || allowArrayLike && o && typeof o.length === "number") {
-            if (it) o = it;
-            var i = 0;
-            var F = function F() {
-            };
-            return {
-                s: F,
-                n: function n() {
-                    if (i >= o.length) return {
-                        done: true
-                    };
-                    return {
-                        done: false,
-                        value: o[i++]
-                    };
-                },
-                e: function e(_e) {
-                    throw _e;
-                },
-                f: F
-            };
-        }
-        throw new TypeError("Invalid attempt to iterate non-iterable instance.\nIn order to be iterable, non-array objects must have a [Symbol.iterator]() method.");
-    }
-    var normalCompletion = true, didErr = false, err;
-    return {
-        s: function s() {
-            it = it.call(o);
-        },
-        n: function n() {
-            var step = it.next();
-            normalCompletion = step.done;
-            return step;
-        },
-        e: function e(_e2) {
-            didErr = true;
-            err = _e2;
-        },
-        f: function f() {
-            try {
-                if (!normalCompletion && it["return"] != null) it["return"]();
-            } finally{
-                if (didErr) throw err;
-            }
-        }
-    };
-}
-function $8877e354ea3c846d$var$_unsupportedIterableToArray(o, minLen) {
-    if (!o) return;
-    if (typeof o === "string") return $8877e354ea3c846d$var$_arrayLikeToArray(o, minLen);
-    var n = Object.prototype.toString.call(o).slice(8, -1);
-    if (n === "Object" && o.constructor) n = o.constructor.name;
-    if (n === "Map" || n === "Set") return Array.from(o);
-    if (n === "Arguments" || /^(?:Ui|I)nt(?:8|16|32)(?:Clamped)?Array$/.test(n)) return $8877e354ea3c846d$var$_arrayLikeToArray(o, minLen);
-}
-function $8877e354ea3c846d$var$_arrayLikeToArray(arr, len) {
-    if (len == null || len > arr.length) len = arr.length;
-    for(var i = 0, arr2 = new Array(len); i < len; i++)arr2[i] = arr[i];
-    return arr2;
-}
-/**
- * Get a list of points set up at the center
- * of every side of the box (left, right, top, bottom)
- */ function $8877e354ea3c846d$var$getBoxBounds(box) {
+function $8877e354ea3c846d$export$ceae783a035931a1(box) {
     return [
@@ -139,11 +21,6 @@ {
 }
-/**
- * Find the ideal points to draw an edge
- * between the two boxes by finding the
- * shortest linear distance between the
- * two.
- */ function $8877e354ea3c846d$var$getIdealBoxSides(startBox, endBox) {
-    var startPts = $8877e354ea3c846d$var$getBoxBounds(startBox);
-    var endPts = $8877e354ea3c846d$var$getBoxBounds(endBox);
-    var minDistanceSource = [
+function $8877e354ea3c846d$export$1d2e8002406473be(startBox, endBox) {
+    const startPts = $8877e354ea3c846d$export$ceae783a035931a1(startBox);
+    const endPts = $8877e354ea3c846d$export$ceae783a035931a1(endBox);
+    let minDistanceSource = [
         Infinity,
@@ -155,3 +32,3 @@ {
     ];
-    var minDistanceTarget = [
+    let minDistanceTarget = [
         Infinity,
@@ -163,30 +40,12 @@ {
     ];
-    var _iterator = $8877e354ea3c846d$var$_createForOfIteratorHelper(startPts), _step;
-    try {
-        for(_iterator.s(); !(_step = _iterator.n()).done;){
-            var pointA = _step.value;
-            var _iterator2 = $8877e354ea3c846d$var$_createForOfIteratorHelper(endPts), _step2;
-            try {
-                for(_iterator2.s(); !(_step2 = _iterator2.n()).done;){
-                    var pointB = _step2.value;
-                    var distance = Math.hypot(pointA.x - pointB.x, pointA.y - pointB.y);
-                    if (distance < minDistanceSource[0]) minDistanceSource = [
-                        distance,
-                        pointA
-                    ];
-                    if (distance < minDistanceTarget[0]) minDistanceTarget = [
-                        distance,
-                        pointB
-                    ];
-                }
-            } catch (err) {
-                _iterator2.e(err);
-            } finally{
-                _iterator2.f();
-            }
-        }
-    } catch (err) {
-        _iterator.e(err);
-    } finally{
-        _iterator.f();
+    for (const pointA of startPts)for (const pointB of endPts){
+        const distance = Math.hypot(pointA.x - pointB.x, pointA.y - pointB.y);
+        if (distance < minDistanceSource[0]) minDistanceSource = [
+            distance,
+            pointA
+        ];
+        if (distance < minDistanceTarget[0]) minDistanceTarget = [
+            distance,
+            pointB
+        ];
     }
@@ -198,5 +57,3 @@ return {
 }
-/**
- * Infer if a point is on the left or right side of a box
- */ function $8877e354ea3c846d$var$isPointOnLeftOrRightSide(point, box) {
+function $8877e354ea3c846d$export$4a1768cdd491cbf1(point, box) {
     return point.x === box.x || point.x === box.x + box.w;
@@ -206,6 +63,3 @@ }
 
-/**
- * Find the center of two points using rudimentary
- * linear interpolation.
- */ function $a616f5ce02773612$var$getLineCenter(pointA, pointB) {
+function $a616f5ce02773612$export$555f963a5b620001(pointA, pointB) {
     return {
@@ -216,19 +70,13 @@ x: (pointA.x + pointB.x) / 2,
 }
-/**
- * Given a cubic bezier curve, produce its corresponding
- * SVG path string.
- */ function $a616f5ce02773612$var$getCubicBezierSVGPath(bezier) {
-    var start = bezier.start, control1 = bezier.control1, control2 = bezier.control2, end = bezier.end;
+function $a616f5ce02773612$export$191a6a2cb97e8f9d(bezier) {
+    const { start: start , control1: control1 , control2: control2 , end: end  } = bezier;
     return [
-        "M".concat(start.x, ",").concat(start.y),
-        "C".concat(control1.x, ",").concat(control1.y, " ").concat(control2.x, ",").concat(control2.y),
-        "".concat(end.x, ",").concat(end.y)
+        `M${start.x},${start.y}`,
+        `C${control1.x},${control1.y} ${control2.x},${control2.y}`,
+        `${end.x},${end.y}`
     ].join(' ');
 }
-/**
- * Given two points, produce a cubic bezier curve that
- * links them.
- */ function $a616f5ce02773612$var$getCurve(start, end, options) {
-    var center = $a616f5ce02773612$var$getLineCenter(start, end);
-    var controlPoints = options !== null && options !== void 0 && options.flip ? [
+function $a616f5ce02773612$export$2ed0ba18b91344cd(start, end, options) {
+    const center = $a616f5ce02773612$export$555f963a5b620001(start, end);
+    const controlPoints = options?.flip ? [
         {
@@ -259,8 +107,5 @@ x: center.x,
 }
-/**
- * Given two boxes, produce a cubic bezier curve that
- * links them.
- */ function $a616f5ce02773612$var$getBoxToBoxCurve(startBox, endBox) {
-    var _getIdealBoxSides = (0, $8877e354ea3c846d$exports.getIdealBoxSides)(startBox, endBox), startPoint = _getIdealBoxSides.startPoint, endPoint = _getIdealBoxSides.endPoint;
-    return $a616f5ce02773612$var$getCurve(startPoint, endPoint, {
+function $a616f5ce02773612$export$583831dfdc6aa49e(startBox, endBox) {
+    const { startPoint: startPoint , endPoint: endPoint  } = $8877e354ea3c846d$export$1d2e8002406473be(startBox, endBox);
+    return $a616f5ce02773612$export$2ed0ba18b91344cd(startPoint, endPoint, {
         // Flip the curve if the `startPoint` is on the left/right
@@ -271,3 +116,3 @@ // side of the `startBox` AND the `endPoint` is on the
         // In the future we'll make this an option.
-        flip: (0, $8877e354ea3c846d$exports.isPointOnLeftOrRightSide)(startPoint, startBox) && (0, $8877e354ea3c846d$exports.isPointOnLeftOrRightSide)(endPoint, endBox)
+        flip: $8877e354ea3c846d$export$4a1768cdd491cbf1(startPoint, startBox) && $8877e354ea3c846d$export$4a1768cdd491cbf1(endPoint, endBox)
     });
@@ -277,21 +122,3 @@ }
 
-var $1c7872e4c4047182$exports = {};
-"use strict";
-Object.defineProperty($1c7872e4c4047182$exports, "__esModule", {
-    value: true
-});
-$1c7872e4c4047182$exports.interpolateCubicBezier = $1c7872e4c4047182$var$interpolateCubicBezier;
-$1c7872e4c4047182$exports.interpolateCubicBezierAngle = $1c7872e4c4047182$var$interpolateCubicBezierAngle;
-/**
- * Given the definition of a cubic bezier: a start point, two control points,
- * and end point, get the point at a given time `t` (where `0 <= t <= 1`).
- *
- * For example, at t = 0, this function returns the point at the start of the
- * curve, at t = 0.5, it returns the point midway through the curve and at
- * t = 1 it returns the point at the end of the curve.
- *
- * B(t) = (1 - t)^3P0 + 3(1 - t)^2tP1 + 3(1 - t)t^2P2 + t^3P3
- * Adapted from https://github.com/pbeshai/vis-utils
- */ function $1c7872e4c4047182$var$interpolateCubicBezier(_ref, t) {
-    var start = _ref.start, control1 = _ref.control1, control2 = _ref.control2, end = _ref.end;
+function $1c7872e4c4047182$export$40a3f00fa2073bd4({ start: start , control1: control1 , control2: control2 , end: end  }, t) {
     /**
@@ -307,16 +134,3 @@ * Get the point on the curve at a given t,
 }
-/**
- * Given the definition of a cubic bezier: a start point, two control points,
- * and end point, get the angle at a given time `t` (where `0 <= t <= 1`).
- *
- * For example, at t = 0, this function returns the angle at the start
- * point, at t = 0.5, it returns the angle midway through the curve and at
- * t = 1 it returns the angle at the end of the curve (useful for things like
- * arrowheads). The angles are in degrees.
- *
- * B'(t) = 3(1- t)^2(P1 - P0) + 6(1 - t)t(P2 - P1) + 3t^2(P3 - P2)
- *
- * Adapted from https://github.com/pbeshai/vis-utils
- */ function $1c7872e4c4047182$var$interpolateCubicBezierAngle(_ref2, t) {
-    var start = _ref2.start, control1 = _ref2.control1, control2 = _ref2.control2, end = _ref2.end;
+function $1c7872e4c4047182$export$9af95b4269585c7a({ start: start , control1: control1 , control2: control2 , end: end  }, t) {
     /**
@@ -327,4 +141,4 @@ * Get the angle of the point on the curve at a given t,
    * 0 is the start point, 1 is the end point.
-   */ var tangentX = 3 * Math.pow(1 - t, 2) * (control1.x - start.x) + 6 * (1 - t) * t * (control2.x - control1.x) + 3 * Math.pow(t, 2) * (end.x - control2.x);
-    var tangentY = 3 * Math.pow(1 - t, 2) * (control1.y - start.y) + 6 * (1 - t) * t * (control2.y - control1.y) + 3 * Math.pow(t, 2) * (end.y - control2.y);
+   */ const tangentX = 3 * Math.pow(1 - t, 2) * (control1.x - start.x) + 6 * (1 - t) * t * (control2.x - control1.x) + 3 * Math.pow(t, 2) * (end.x - control2.x);
+    const tangentY = 3 * Math.pow(1 - t, 2) * (control1.y - start.y) + 6 * (1 - t) * t * (control2.y - control1.y) + 3 * Math.pow(t, 2) * (end.y - control2.y);
     return Math.atan2(tangentY, tangentX) * (180 / Math.PI);
@@ -336,3 +150,3 @@ }
 
-export {$149c1bd638913645$exports as default};
+export {$a616f5ce02773612$export$583831dfdc6aa49e as getBoxToBoxCurve, $a616f5ce02773612$export$2ed0ba18b91344cd as getCurve, $a616f5ce02773612$export$191a6a2cb97e8f9d as getCubicBezierSVGPath, $1c7872e4c4047182$export$40a3f00fa2073bd4 as interpolateCubicBezier, $1c7872e4c4047182$export$9af95b4269585c7a as interpolateCubicBezierAngle};
 //# sourceMappingURL=module.js.map

package.json

 {
   "name": "proto-arrows",
-  "version": "0.1.0",
+  "version": "0.1.2",
   "description": "Utility functions for drawing beautiful arrows using cubic bezier paths",
@@ -5,0 +5,0 @@ "source": "src/index.ts",

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