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sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n this.execute = executeElasticInOut;\n this.executeProgress = executeElasticInOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n this.execute = executeBounceInOut;\n this.executeProgress = executeBounceInOutProgress;\n this.curviosity = curviosity;\n return this;\n}"},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"arm left","np":2,"cix":2,"ix":2,"mn":"ADBE Vector 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1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[2,-6.969],"ix":2},"a":{"a":0,"k":[2,-9.969],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":67.738,"s":[90],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":84.673,"s":[0],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":88.059,"s":[0],"e":[90]},{"t":101.607009887695}],"ix":6,"x":"var $bm_rt;\nvar easingPreset = [\n [\n 3,\n 4,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 1,\n 2,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ]\n ];\nfunction easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) 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curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n this.execute = executeBounceInOut;\n this.executeProgress = executeBounceInOutProgress;\n this.curviosity = curviosity;\n return this;\n}"},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"arm right","np":2,"cix":2,"ix":3,"mn":"ADBE Vector 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1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,3],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":67.738,"s":[-30],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":84.673,"s":[0],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":88.059,"s":[0],"e":[-30]},{"t":101.607009887695}],"ix":6,"x":"var $bm_rt;\nvar easingPreset = [\n [\n 3,\n 4,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 1,\n 2,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ]\n ];\nfunction easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n this.execute = executeElasticInOut;\n this.executeProgress = executeElasticInOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n this.execute = executeBounceInOut;\n this.executeProgress = executeBounceInOutProgress;\n this.curviosity = curviosity;\n return this;\n}"},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"leg left","np":2,"cix":2,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":1,"k":[{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"n":"0p833_0p833_0p167_0p167","t":81.286,"s":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[5.97,9.514],[10.735,16.594],[12.399,16.996],[12.574,16.888],[12.869,15.048],[9.04,8.191],[3.587,0.078]],"c":true}],"e":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[6.345,7.764],[10.36,14.219],[12.024,14.621],[12.199,14.513],[12.494,12.673],[9.415,6.441],[3.587,0.078]],"c":true}]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"n":"0p833_0p833_0p167_0p167","t":88.059,"s":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[6.345,7.764],[10.36,14.219],[12.024,14.621],[12.199,14.513],[12.494,12.673],[9.415,6.441],[3.587,0.078]],"c":true}],"e":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[5.97,9.514],[10.735,16.594],[12.399,16.996],[12.574,16.888],[12.869,15.048],[9.04,8.191],[3.587,0.078]],"c":true}]},{"t":101.607009887695}],"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,3],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":67.738,"s":[30],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":84.673,"s":[0],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":88.059,"s":[0],"e":[30]},{"t":101.607009887695}],"ix":6,"x":"var $bm_rt;\nvar easingPreset = [\n [\n 3,\n 4,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 1,\n 2,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 2,\n 3,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ]\n ];\nfunction easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n this.execute = executeElasticInOut;\n this.executeProgress = executeElasticInOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n 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1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[-2.188,-6.875],"ix":2},"a":{"a":0,"k":[-2.188,-9.875],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":33.869,"s":[-90],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":50.804,"s":[0],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":54.19,"s":[0],"e":[-90]},{"t":67.7380065917969}],"ix":6,"x":"var $bm_rt;\nvar easingPreset = [\n [\n 3,\n 4,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 1,\n 2,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ]\n ];\nfunction easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n this.execute = executeElasticInOut;\n this.executeProgress = executeElasticInOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n this.execute = executeBounceInOut;\n this.executeProgress = executeBounceInOutProgress;\n this.curviosity = curviosity;\n return this;\n}"},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"arm left","np":2,"cix":2,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":1,"k":[{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"n":"0p833_0p833_0p167_0p167","t":33.869,"s":[{"i":[[0,0],[0,0],[0.314,0.621],[0.573,-0.371],[0,0],[-0.026,0.054],[-2.461,0.5]],"o":[[0,0],[0.607,-0.463],[-0.313,-0.621],[0,0],[0,0],[-1.183,2.773],[0.008,0]],"v":[[8.035,-10.775],[13.921,-11.416],[14.478,-13.108],[12.786,-13.665],[6.745,-13.364],[0.964,-11.617],[4.117,-8.282]],"c":true}],"e":[{"i":[[0,0],[0,0],[0.314,0.621],[0.573,-0.371],[0,0],[-0.026,0.054],[-2.461,0.5]],"o":[[0,0],[0.607,-0.463],[-0.313,-0.621],[0,0],[0,0],[-1.183,2.773],[0.008,0]],"v":[[8.035,-10.775],[12.733,-14.666],[13.29,-16.358],[11.599,-16.915],[6.745,-13.364],[0.964,-11.617],[4.117,-8.282]],"c":true}]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"n":"0p833_0p833_0p167_0p167","t":50.804,"s":[{"i":[[0,0],[0,0],[0.314,0.621],[0.573,-0.371],[0,0],[-0.026,0.054],[-2.461,0.5]],"o":[[0,0],[0.607,-0.463],[-0.313,-0.621],[0,0],[0,0],[-1.183,2.773],[0.008,0]],"v":[[8.035,-10.775],[12.733,-14.666],[13.29,-16.358],[11.599,-16.915],[6.745,-13.364],[0.964,-11.617],[4.117,-8.282]],"c":true}],"e":[{"i":[[0,0],[0,0],[0.314,0.621],[0.573,-0.371],[0,0],[-0.026,0.054],[-2.461,0.5]],"o":[[0,0],[0.607,-0.463],[-0.313,-0.621],[0,0],[0,0],[-1.183,2.773],[0.008,0]],"v":[[8.035,-10.775],[13.921,-11.416],[14.478,-13.108],[12.786,-13.665],[6.745,-13.364],[0.964,-11.617],[4.117,-8.282]],"c":true}]},{"t":67.7380065917969}],"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[2,-6.969],"ix":2},"a":{"a":0,"k":[2,-9.969],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":33.869,"s":[90],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":50.804,"s":[0],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":54.19,"s":[0],"e":[90]},{"t":67.7380065917969}],"ix":6,"x":"var $bm_rt;\nvar easingPreset = [\n [\n 3,\n 4,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 1,\n 2,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ]\n ];\nfunction easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) 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oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n 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d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n this.execute = executeElasticInOut;\n this.executeProgress = executeElasticInOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n this.execute = executeBounceInOut;\n this.executeProgress = executeBounceInOutProgress;\n this.curviosity = curviosity;\n return this;\n}"},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"leg left","np":2,"cix":2,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":1,"k":[{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"n":"0p833_0p833_0p167_0p167","t":47.417,"s":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[5.97,9.514],[10.735,16.594],[12.399,16.996],[12.574,16.888],[12.869,15.048],[9.04,8.191],[3.587,0.078]],"c":true}],"e":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[6.345,7.764],[10.36,14.219],[12.024,14.621],[12.199,14.513],[12.494,12.673],[9.415,6.441],[3.587,0.078]],"c":true}]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"n":"0p833_0p833_0p167_0p167","t":54.19,"s":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[6.345,7.764],[10.36,14.219],[12.024,14.621],[12.199,14.513],[12.494,12.673],[9.415,6.441],[3.587,0.078]],"c":true}],"e":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[5.97,9.514],[10.735,16.594],[12.399,16.996],[12.574,16.888],[12.869,15.048],[9.04,8.191],[3.587,0.078]],"c":true}]},{"t":67.7380065917969}],"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,3],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":33.869,"s":[30],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":50.804,"s":[0],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":54.19,"s":[0],"e":[30]},{"t":67.7380065917969}],"ix":6,"x":"var $bm_rt;\nvar easingPreset = [\n [\n 3,\n 4,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 1,\n 2,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 2,\n 3,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ]\n ];\nfunction easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n this.execute = executeElasticInOut;\n this.executeProgress = executeElasticInOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n 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easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n this.execute = executeElasticInOut;\n this.executeProgress = executeElasticInOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n this.execute = executeBounceInOut;\n this.executeProgress = executeBounceInOutProgress;\n this.curviosity = curviosity;\n return this;\n}"},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"arm left","np":2,"cix":2,"ix":2,"mn":"ADBE Vector 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1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[2,-6.969],"ix":2},"a":{"a":0,"k":[2,-9.969],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":0,"s":[90],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":16.935,"s":[0],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":20.321,"s":[0],"e":[90]},{"t":33.8690032958984}],"ix":6,"x":"var $bm_rt;\nvar easingPreset = [\n [\n 3,\n 4,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 1,\n 2,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ]\n ];\nfunction easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) 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oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n 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newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n this.execute = executeElasticInOut;\n this.executeProgress = executeElasticInOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction executeBounceIn(t, b, c, d) {\n return sum(sub(c, executeBounceOut(sub(d, t), 0, c, d)), b);\n}\nfunction executeBounceOut(t, b, c, d) {\n if ((t /= d) < 1 / 2.75) {\n return sum(mul(c, mul(mul(7.5625, t), t)), b);\n } else if (t < 2 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 1.5 / 2.75), t), 0.75)), b);\n } else if (t < 2.5 / 2.75) {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.25 / 2.75), t), 0.9375)), b);\n } else {\n return sum(mul(c, sum(mul(mul(7.5625, t -= 2.625 / 2.75), t), 0.984375)), b);\n }\n}\nfunction executeBounceInOut(t, b, c, d) {\n if (t < d / 2)\n return sum(mul(executeBounceIn(mul(t, 2), 0, c, d), 0.5), b);\n return sum(sum(mul(executeBounceOut(sub(mul(t, 2), d), 0, c, d), 0.5), mul(c, 0.5)), b);\n}\nfunction executeBounceInProgress(oldProgress) {\n return sub(1, executeBounceOut(sub(1, oldProgress)));\n}\nfunction executeBounceOutProgress(oldProgress) {\n if (oldProgress < 1 / 2.75) {\n return mul(mul(7.5625, oldProgress), oldProgress);\n } else if (oldProgress < 2 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 1.5 / 2.75), oldProgress), 0.75);\n } else if (oldProgress < 2.5 / 2.75) {\n return sum(mul(mul(7.5625, oldProgress -= 2.25 / 2.75), oldProgress), 0.9375);\n } else {\n return sum(mul(mul(7.5625, oldProgress -= 2.625 / 2.75), oldProgress), 0.984375);\n }\n}\nfunction executeBounceInOutProgress(oldProgress) {\n if (oldProgress < 1 / 2)\n return mul(executeBounceIn(mul(oldProgress, 2)), 0.5);\n return sum(mul(executeBounceOut(sub(mul(oldProgress, 2), 1)), 0.5), 0.5);\n}\nfunction make_bounce_easing_in(curviosity) {\n this.execute = executeBounceIn;\n this.executeProgress = executeBounceInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_out(curviosity) {\n this.execute = executeBounceOut;\n this.executeProgress = executeBounceOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_bounce_easing_in_out(curviosity) {\n this.execute = executeBounceInOut;\n this.executeProgress = executeBounceInOutProgress;\n this.curviosity = curviosity;\n return this;\n}"},"o":{"a":0,"k":100,"ix":7},"sk":{"a":0,"k":0,"ix":4},"sa":{"a":0,"k":0,"ix":5},"nm":"Transform"}],"nm":"leg left","np":2,"cix":2,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":1,"k":[{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"n":"0p833_0p833_0p167_0p167","t":13.548,"s":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[5.97,9.514],[10.735,16.594],[12.399,16.996],[12.574,16.888],[12.869,15.048],[9.04,8.191],[3.587,0.078]],"c":true}],"e":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[6.345,7.764],[10.36,14.219],[12.024,14.621],[12.199,14.513],[12.494,12.673],[9.415,6.441],[3.587,0.078]],"c":true}]},{"i":{"x":0.833,"y":0.833},"o":{"x":0.167,"y":0.167},"n":"0p833_0p833_0p167_0p167","t":20.321,"s":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[6.345,7.764],[10.36,14.219],[12.024,14.621],[12.199,14.513],[12.494,12.673],[9.415,6.441],[3.587,0.078]],"c":true}],"e":[{"i":[[-1.494,-2.799],[0,0],[0,0],[-0.568,0.29],[-0.056,0.041],[0.427,0.589],[0,0],[0.007,0.016]],"o":[[-0.025,-0.018],[0,0],[0.385,0.532],[0.061,-0.031],[0.589,-0.426],[0,0],[0,0],[-3.118,-0.234]],"v":[[-0.006,4.393],[5.97,9.514],[10.735,16.594],[12.399,16.996],[12.574,16.888],[12.869,15.048],[9.04,8.191],[3.587,0.078]],"c":true}]},{"t":33.8690032958984}],"ix":2},"nm":"Path 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"nm":"Fill 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[0,3],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"r":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":0,"s":[30],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":16.935,"s":[0],"e":[0]},{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"n":["0p833_0p833_0p167_0p167"],"t":20.321,"s":[0],"e":[30]},{"t":33.8690032958984}],"ix":6,"x":"var $bm_rt;\nvar easingPreset = [\n [\n 3,\n 4,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 1,\n 2,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ],\n [\n 2,\n 3,\n [\n 'make_bezier_easing',\n [\n 0.25,\n 0.46,\n 0.45,\n 1\n ],\n 'Glide.Out',\n false\n ]\n ]\n ];\nfunction easingMaker() {\n var t, d, newProgress, sX, eX, sY, eY, sZ, eZ, val1, val2, val2, val3;\n var n = 0;\n if (numKeys > 0) {\n n = nearestKey(time).index;\n if (key(n).time > time) {\n n--;\n }\n }\n try {\n var key1 = key(n);\n var key2 = key(sum(n, 1));\n } catch (e) {\n return null;\n }\n var dim = 1;\n try {\n key(1)[1];\n dim = 2;\n key(1)[2];\n dim = 3;\n } catch (e) {\n }\n var expression = null;\n for (var i = 0; i < easingPreset.length; ++i) {\n if (easingPreset[i][0] <= n && easingPreset[i][1] >= n + 1) {\n var expression = eval([easingPreset[i][2][0]][0]);\n try {\n expression = expression.apply({}, easingPreset[i][2][1].concat(easingPreset[i][2][3]));\n } catch (e) {\n expression = expression.apply({}, easingPreset[i][2][1]);\n }\n break;\n }\n }\n if (!expression)\n return null;\n t = sub(time, key1.time);\n d = sub(key2.time, key1.time);\n if (expression.hasOwnProperty('curviosity') && expression.curviosity) {\n newProgress = expression.executeProgress(div(t, d));\n return thisProperty.valueAtTime(sum(key1.time, mul(d, newProgress)));\n }\n sX = key1[0];\n eX = sub(key2[0], key1[0]);\n if (dim >= 2) {\n sY = key1[1];\n eY = sub(key2[1], key1[1]);\n if (dim >= 3) {\n sZ = key1[2];\n eZ = sub(key2[2], key1[2]);\n }\n }\n if (time < key1.time || time > key2.time) {\n return value;\n } else {\n val1 = expression.execute(t, sX, eX, d);\n switch (dim) {\n case 1:\n return val1;\n case 2:\n val2 = expression.execute(t, sY, eY, d);\n return [\n val1,\n val2\n ];\n case 3:\n val2 = expression.execute(t, sY, eY, d);\n val3 = expression.execute(t, sZ, eZ, d);\n return [\n val1,\n val2,\n val3\n ];\n default:\n return null;\n }\n }\n}\n$bm_rt = easingMaker() || value;\nfunction sampleCurveY(t) {\n return mul(sum(mul(sum(mul(this.ay, t), this.by), t), this.cy), t);\n}\nfunction sampleCurveX(t) {\n return mul(sum(mul(sum(mul(this.ax, t), this.bx), t), this.cx), t);\n}\nfunction sampleCurveDerivativeX(t) {\n return sum(mul(sum(mul(mul(3, this.ax), t), mul(2, this.bx)), t), this.cx);\n}\nfunction solveCurveX(x, epsilon) {\n var t2, i, x2, d2, t0, t1;\n for (t2 = x, i = 0; i < 8; i++) {\n x2 = sub(sampleCurveX.call(this, t2), x);\n if (Math.abs(x2) < epsilon)\n return t2;\n d2 = sampleCurveDerivativeX.call(this, t2);\n if (Math.abs(d2) < 0.000001)\n break;\n t2 = sub(t2, div(x2, d2));\n }\n t0 = 0;\n t1 = 1;\n t2 = x;\n if (t2 < t0)\n return t0;\n if (t2 > t1)\n return t1;\n while (t0 < t1) {\n x2 = sampleCurveX.call(this, t2);\n if (Math.abs(x2 - x) < epsilon)\n return t2;\n if (x > x2)\n t0 = t2;\n else\n t1 = t2;\n t2 = sum(mul(sub(t1, t0), 0.5), t0);\n }\n return t2;\n}\nfunction executeBezier(t, b, e, d) {\n return sum(b, mul(e, sampleCurveY.call(this, solveCurveX.call(this, div(t, d), div(1, mul(200, d))))));\n}\nfunction executeBezierProgress(oldProgress) {\n return sampleCurveY.call(this, solveCurveX.call(this, oldProgress, 1 / 200));\n}\nfunction make_bezier_easing(p1x, p1y, p2x, p2y, curviosity) {\n this.cx = mul(3, p1x);\n this.bx = sub(mul(3, sub(p2x, p1x)), this.cx);\n this.ax = sub(sub(1, this.cx), this.bx);\n this.cy = mul(3, p1y);\n this.by = sub(mul(3, sub(p2y, p1y)), this.cy);\n this.ay = sub(sub(1, this.cy), this.by);\n this.curviosity = curviosity;\n this.execute = executeBezier;\n this.executeProgress = executeBezierProgress;\n return this;\n}\nfunction executeElasticIn(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum($bm_neg(mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n}\nfunction executeElasticOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d) === 1)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n return sum(sum(mul(mul(a, Math.pow(2, mul(-10, t))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), c), b);\n}\nfunction executeElasticInOut(t, b, c, d) {\n var s = 1.70158;\n var p = 0;\n var a = c;\n if (t === 0)\n return b;\n if ((t /= d / 2) === 2)\n return sum(b, c);\n if (!p)\n p = mul(d, 0.3 * 1.5);\n if (a < Math.abs(c)) {\n a = c;\n s = div(p, 4);\n } else\n s = mul(div(p, mul(2, Math.PI)), Math.asin(1));\n if (t < 1)\n return sum(mul(-0.5, mul(mul(a, Math.pow(2, mul(10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p)))), b);\n return sum(sum(mul(mul(mul(a, Math.pow(2, mul(-10, t -= 1))), Math.sin(div(mul(sub(mul(t, d), s), mul(2, Math.PI)), p))), 0.5), c), b);\n}\nfunction executeElasticInProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : -Math.pow(2, 10 * Progress - 10) * Math.sin((Progress * 10 - 10.75) * (2 * Math.PI / 3));\n}\nfunction executeElasticOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Math.pow(2, -10 * Progress) * Math.sin((Progress * 10 - 0.75) * (2 * Math.PI / 3)) + 1;\n}\nfunction executeElasticInOutProgress(Progress) {\n return Progress === 0 ? 0 : Progress === 1 ? 1 : Progress < 0.5 ? -(Math.pow(2, 20 * Progress - 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5))) / 2 : Math.pow(2, -20 * Progress + 10) * Math.sin((20 * Progress - 11.125) * (2 * Math.PI / 4.5)) / 2 + 1;\n}\nfunction make_elastic_easing_in(curviosity) {\n this.execute = executeElasticIn;\n this.executeProgress = executeElasticInProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_out(curviosity) {\n this.execute = executeElasticOut;\n this.executeProgress = executeElasticOutProgress;\n this.curviosity = curviosity;\n return this;\n}\nfunction make_elastic_easing_in_out(curviosity) {\n 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projects / platform / core / csapi / xsf.git / commitdiff
