Personalised Year in Review Video Template

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  "timeline": {
    "background": "#5227FF",
    "tracks": [
      {
        "clips": [
          {
            "asset": {
              "type": "html5",
              "html": "<div id=\"stage\">\n<section class=\"sec\" id=\"sec0\"><div id=\"bg0\"></div><div class=\"ct\" id=\"ct0\">\n  <div class=\"c\" style=\"top:400px\"><div class=\"ib\" id=\"n0w\"><div class=\"ib big up\" id=\"n0\" style=\"color:#D4FF3A\"></div></div></div>\n  <div class=\"c big\" style=\"top:750px;font-size:150px;color:#FFF1DE\"><span class=\"ib\" id=\"w1\">your</span> <span class=\"ib\" id=\"w2\">{{YEAR}}</span></div>\n  <div class=\"c big\" style=\"top:935px;font-size:150px;color:#FFF1DE\"><span class=\"ib\" id=\"w3\">on</span> <span class=\"ib\" id=\"w4\"><span class=\"pill\">Stride</span></span></div>\n  <div id=\"tick\"><div id=\"tickIn\"></div></div>\n  <div class=\"stk\" id=\"s0a\" style=\"left:70px;top:290px;width:150px;height:150px\"><svg viewBox=\"-4 -4 108 108\"><path d=\"M50,0 C54,36 64,46 100,50 C64,54 54,64 50,100 C46,64 36,54 0,50 C36,46 46,36 50,0Z\" fill=\"#D4FF3A\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div><div class=\"stk\" id=\"s0b\" style=\"left:900px;top:340px;width:90px;height:90px\"><svg viewBox=\"-4 -4 108 108\"><path d=\"M50,0 C54,36 64,46 100,50 C64,54 54,64 50,100 C46,64 36,54 0,50 C36,46 46,36 50,0Z\" fill=\"#FFF1DE\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div><div class=\"stk\" id=\"s0c\" style=\"left:840px;top:1480px;width:180px;height:180px\"><svg viewBox=\"-4 -4 108 108\"><polygon points=\"100.0,50.0 85.7,59.6 93.3,75.0 76.2,76.2 75.0,93.3 59.6,85.7 50.0,100.0 40.4,85.7 25.0,93.3 23.8,76.2 6.7,75.0 14.3,59.6 0.0,50.0 14.3,40.4 6.7,25.0 23.8,23.8 25.0,6.7 40.4,14.3 50.0,0.0 59.6,14.3 75.0,6.7 76.2,23.8 93.3,25.0 85.7,40.4\" fill=\"#FF5C1A\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div>\n</div></section>\n<section class=\"sec\" id=\"sec1\"><svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"f1\" fill=\"#D4FF3A\" d=\"M371.3,1658.6 C359.7,1709.8 323.5,1761.5 275.8,1807.6 C228.1,1853.8 135.7,1938.9 84.9,1935.3 C34.2,1931.7 1.9,1834.1 -28.9,1786.2 C-59.6,1738.2 -85.7,1701.4 -99.3,1647.6 C-112.9,1593.8 -156.6,1494.5 -110.4,1463.3 C-64.1,1432.1 102.0,1454.4 178.0,1460.6 C254.0,1466.9 313.5,1467.7 345.8,1500.7 C378.0,1533.7 383.0,1607.5 371.3,1658.6Z\"/></svg><div class=\"ct\" id=\"ct1\"><svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"a1\" fill=\"#FF6EC7\" d=\"M867.8,947.9 C854.9,1024.7 784.4,1082.0 733.5,1120.7 C682.6,1159.4 624.6,1188.6 562.7,1180.1 C500.8,1171.6 413.7,1117.5 362.3,1069.6 C310.9,1021.7 274.2,957.0 254.5,892.7 C234.9,828.5 183.6,732.4 244.2,684.0 C304.8,635.6 523.6,606.1 618.1,602.2 C712.6,598.2 769.5,602.5 811.1,660.1 C852.7,717.7 880.8,871.1 867.8,947.9Z\"/></svg>\n  <div class=\"c k\" id=\"k1\" style=\"top:460px;color:#121212\">You laced up</div>\n  <div class=\"c\" style=\"top:590px\"><div class=\"ib\" id=\"n1w\"><div class=\"ib num\" id=\"n1\" style=\"color:#121212\">0</div></div></div>\n  <div class=\"c big\" style=\"top:1270px;font-size:230px;color:#5227FF\"><span class=\"ib\" id=\"runs\">RUNS</span></div>\n  <div class=\"stk\" id=\"s1a\" style=\"left:70px;top:600px;width:140px;height:140px\"><svg viewBox=\"-4 -4 108 108\"><path d=\"M50,0 C54,36 64,46 100,50 C64,54 54,64 50,100 C46,64 36,54 0,50 C36,46 46,36 50,0Z\" fill=\"#5227FF\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div><div class=\"stk\" id=\"s1b\" style=\"left:830px;top:1500px;width:180px;height:180px\"><svg viewBox=\"-4 -4 108 108\"><circle cx=\"50\" cy=\"50\" r=\"46\" fill=\"#FF6EC7\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/><ellipse cx=\"36\" cy=\"40\" rx=\"6\" ry=\"9\" fill=\"#121212\"/><ellipse cx=\"64\" cy=\"40\" rx=\"6\" ry=\"9\" fill=\"#121212\"/><path d=\"M28,58 Q50,82 72,58\" fill=\"none\" stroke=\"#121212\" stroke-width=\"7\" stroke-linecap=\"round\"/></svg></div>\n</div></section>\n<section class=\"sec\" id=\"sec2\"><svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"f2\" fill=\"#FF5C1A\" d=\"M1254.1,296.1 C1250.5,347.5 1215.1,420.0 1182.2,449.3 C1149.3,478.7 1116.6,482.6 1056.8,472.1 C997.0,461.6 857.3,424.3 823.4,386.2 C789.5,348.2 850.9,295.5 853.4,243.6 C855.9,191.6 815.2,104.9 838.4,74.6 C861.5,44.4 931.3,50.9 992.2,62.0 C1053.1,73.1 1159.9,102.1 1203.6,141.1 C1247.2,180.1 1257.6,244.7 1254.1,296.1Z\"/></svg><div class=\"ct\" id=\"ct2\"><svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"a2\" fill=\"#5227FF\" d=\"M802.6,802.0 C803.4,879.4 754.1,1009.7 707.7,1068.1 C661.3,1126.5 582.8,1150.5 524.2,1152.5 C465.6,1154.5 398.0,1132.7 356.0,1080.1 C314.1,1027.6 283.8,919.1 272.4,837.3 C261.1,755.5 231.3,648.3 287.7,589.2 C344.2,530.2 541.8,480.7 611.1,483.1 C680.4,485.5 671.4,550.5 703.3,603.6 C735.3,656.8 801.9,724.5 802.6,802.0Z\"/></svg>\n  <svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"route\" d=\"M-40,1640 C120,1520 260,1480 340,1560 S520,1760 640,1640 S760,1400 880,1460 S1060,1600 1120,1500\" fill=\"none\" stroke=\"#121212\" stroke-width=\"18\" stroke-linecap=\"round\" stroke-linejoin=\"round\"/></svg>\n  <div id=\"runner\"></div>\n  <div class=\"c k\" id=\"k2\" style=\"top:460px;color:#FFF1DE\">You covered</div>\n  <div class=\"c\" style=\"top:610px\"><div class=\"ib\" id=\"n2w\"><div class=\"ib num\" id=\"n2\" style=\"color:#FFF1DE\">0</div></div></div>\n  <div class=\"c big\" id=\"kmw\" style=\"top:1080px;font-size:132px;color:#121212\">KILOMETRES</div>\n  <div class=\"stk\" id=\"s2a\" style=\"left:850px;top:360px;width:170px;height:170px\"><svg viewBox=\"-4 -4 108 108\"><polygon points=\"60,0 14,58 44,58 34,100 86,36 56,36\" fill=\"#D4FF3A\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div><div class=\"stk\" id=\"s2b\" style=\"left:900px;top:1000px;width:110px;height:110px\"><svg viewBox=\"-4 -4 108 108\"><path d=\"M50,0 C54,36 64,46 100,50 C64,54 54,64 50,100 C46,64 36,54 0,50 C36,46 46,36 50,0Z\" fill=\"#FFF1DE\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div>\n</div></section>\n<section class=\"sec\" id=\"sec3\"><svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"f3\" fill=\"#FF6EC7\" d=\"M228.7,253.7 C237.2,306.6 259.2,338.0 232.2,367.9 C205.2,397.9 123.9,425.5 66.8,433.6 C9.7,441.7 -72.4,455.4 -110.2,416.5 C-148.0,377.6 -162.8,265.0 -160.0,200.1 C-157.2,135.2 -123.0,46.4 -93.2,27.1 C-63.4,7.8 -27.1,80.6 18.6,84.5 C64.3,88.3 146.1,22.2 181.1,50.4 C216.1,78.6 220.2,200.8 228.7,253.7Z\"/></svg><div class=\"ct\" id=\"ct3\"><svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"a3\" fill=\"#D4FF3A\" d=\"M803.7,762.6 C804.6,833.0 787.1,976.8 740.3,1015.4 C693.4,1053.9 583.7,1000.6 522.7,993.9 C461.8,987.2 421.7,1026.2 374.7,975.1 C327.6,923.9 248.8,760.1 240.3,687.2 C231.9,614.4 284.4,576.6 324.2,537.8 C363.9,499.1 410.6,445.5 479.0,454.8 C547.4,464.0 680.5,541.9 734.6,593.2 C788.7,644.5 802.7,692.2 803.7,762.6Z\"/></svg>\n  <div class=\"c k\" id=\"k3\" style=\"top:460px;color:#121212\">Your top month</div>\n  <div class=\"c\" style=\"top:640px\"><div class=\"ib\" id=\"n3w\"><div class=\"ib big up\" id=\"n3\" style=\"color:#5227FF\"></div></div></div>\n  <div id=\"cal\"></div>\n  <div class=\"stk\" id=\"calStar\" style=\"width:120px;height:120px\"><svg viewBox=\"-4 -4 108 108\"><path d=\"M50,0 C54,36 64,46 100,50 C64,54 54,64 50,100 C46,64 36,54 0,50 C36,46 46,36 50,0Z\" fill=\"#D4FF3A\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div>\n  <div class=\"stk\" id=\"s3a\" style=\"left:70px;top:1430px;width:160px;height:160px\"><svg viewBox=\"-4 -4 108 108\"><circle cx=\"50\" cy=\"50\" r=\"46\" fill=\"#D4FF3A\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/><ellipse cx=\"36\" cy=\"40\" rx=\"6\" ry=\"9\" fill=\"#121212\"/><ellipse cx=\"64\" cy=\"40\" rx=\"6\" ry=\"9\" fill=\"#121212\"/><path d=\"M28,58 Q50,82 72,58\" fill=\"none\" stroke=\"#121212\" stroke-width=\"7\" stroke-linecap=\"round\"/></svg></div><div class=\"stk\" id=\"s3b\" style=\"left:890px;top:540px;width:120px;height:120px\"><svg viewBox=\"-4 -4 108 108\"><path d=\"M50,0 C54,36 64,46 100,50 C64,54 54,64 50,100 C46,64 36,54 0,50 C36,46 46,36 50,0Z\" fill=\"#5227FF\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div>\n</div></section>\n<section class=\"sec\" id=\"sec4\"><svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"f4\" fill=\"#121212\" d=\"M1271.7,1694.4 C1272.8,1737.3 1230.2,1766.7 1175.5,1807.9 C1120.7,1849.1 992.5,1930.2 943.2,1941.6 C893.9,1952.9 906.8,1923.4 879.7,1876.1 C852.5,1828.8 799.4,1711.0 780.6,1657.8 C761.7,1604.6 737.5,1590.2 766.6,1557.0 C795.6,1523.8 887.8,1459.7 954.8,1458.6 C1021.8,1457.5 1116.0,1511.0 1168.8,1550.3 C1221.6,1589.6 1270.6,1651.4 1271.7,1694.4Z\"/></svg><div class=\"ct\" id=\"ct4\">\n  <div class=\"c k\" id=\"k4\" style=\"top:330px;color:#FFF1DE;font-size:96px\">You beat</div>\n  <svg id=\"ring\" width=\"660\" height=\"660\" viewBox=\"0 0 660 660\"><circle id=\"rtrack\" cx=\"330\" cy=\"330\" r=\"290\" fill=\"none\" stroke=\"#2C2C2C\" stroke-width=\"56\"/><circle id=\"arc\" cx=\"330\" cy=\"330\" r=\"290\" fill=\"none\" stroke=\"#D4FF3A\" stroke-width=\"56\" stroke-linecap=\"round\"/></svg>\n  <div class=\"c\" style=\"top:700px\"><div class=\"ib\" id=\"n4w\"><span class=\"num\" id=\"n4\" style=\"color:#FFF1DE;font-size:250px\">0</span><span class=\"num\" style=\"color:#FFF1DE;font-size:150px\">%</span></div></div>\n  <div class=\"c big\" id=\"k4b\" style=\"top:1240px;font-size:120px;color:#FFF1DE\">of runners</div>\n  <div class=\"stk\" id=\"badge\" style=\"left:770px;top:420px;width:270px;height:270px\"><svg viewBox=\"-4 -4 108 108\"><polygon points=\"100.0,50.0 85.7,59.6 93.3,75.0 76.2,76.2 75.0,93.3 59.6,85.7 50.0,100.0 40.4,85.7 25.0,93.3 23.8,76.2 6.7,75.0 14.3,59.6 0.0,50.0 14.3,40.4 6.7,25.0 23.8,23.8 25.0,6.7 40.4,14.3 50.0,0.0 59.6,14.3 75.0,6.7 76.2,23.8 93.3,25.0 85.7,40.4\" fill=\"#FF6EC7\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg><div id=\"badgeT\"><div>TOP<br><span id=\"topPct\"></span>%</div></div></div>\n  <div class=\"stk\" id=\"s4a\" style=\"left:130px;top:1400px;width:120px;height:120px\"><svg viewBox=\"-4 -4 108 108\"><path d=\"M50,0 C54,36 64,46 100,50 C64,54 54,64 50,100 C46,64 36,54 0,50 C36,46 46,36 50,0Z\" fill=\"#D4FF3A\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div><div class=\"stk\" id=\"s4b\" style=\"left:900px;top:1180px;width:80px;height:80px\"><svg viewBox=\"-4 -4 108 108\"><path d=\"M50,0 C54,36 64,46 100,50 C64,54 54,64 50,100 C46,64 36,54 0,50 C36,46 46,36 50,0Z\" fill=\"#FF6EC7\" stroke=\"#121212\" stroke-width=\"5\" stroke-linejoin=\"round\"/></svg></div>\n</div></section>\n<section class=\"sec\" id=\"sec5\"><svg class=\"fl\" viewBox=\"0 0 1080 1920\" width=\"1080\" height=\"1920\"><path id=\"f5\" fill=\"#FFF1DE\" d=\"M324.2,1649.7 C318.6,1713.1 285.8,1755.0 252.4,1802.0 C219.0,1849.0 165.0,1927.9 123.8,1931.9 C82.6,1935.9 36.6,1875.4 5.4,1825.8 C-25.9,1776.1 -46.3,1688.5 -63.5,1633.8 C-80.7,1579.0 -136.5,1528.5 -97.6,1497.2 C-58.7,1465.9 105.9,1458.5 169.9,1446.0 C233.9,1433.4 260.5,1388.0 286.2,1422.0 C311.9,1456.0 329.8,1586.4 324.2,1649.7Z\"/></svg><div class=\"ct\" id=\"ct5\">\n  <div class=\"c big up\" id=\"t5\" style=\"top:220px;color:#121212\"></div>\n  <div class=\"c k\" id=\"t5b\" style=\"top:375px;color:#121212\">on Stride</div>\n  <div class=\"blk\" id=\"b0w\" style=\"left:55px;top:540px;background:#D4FF3A;color:#121212\"><div class=\"bi\" id=\"b0\"><div class=\"bv\" id=\"bv0\"></div><div class=\"bl\" id=\"bl0\"></div></div></div><div class=\"blk\" id=\"b1w\" style=\"left:555px;top:560px;background:#FF5C1A;color:#FFF1DE\"><div class=\"bi\" id=\"b1\"><div class=\"bv\" id=\"bv1\"></div><div class=\"bl\" id=\"bl1\"></div></div></div><div class=\"blk\" id=\"b2w\" style=\"left:55px;top:1000px;background:#FF6EC7;color:#121212\"><div class=\"bi\" id=\"b2\"><div class=\"bv\" id=\"bv2\"></div><div class=\"bl\" id=\"bl2\"></div></div></div><div class=\"blk\" id=\"b3w\" style=\"left:555px;top:990px;background:#5227FF;color:#FFF1DE\"><div class=\"bi\" id=\"b3\"><div class=\"bv\" id=\"bv3\"></div><div class=\"bl\" id=\"bl3\"></div></div></div>\n  <div class=\"c\" style=\"top:1520px\"><div class=\"ib\" id=\"ctaw\"><div class=\"ib\" id=\"cta\">Share your year</div></div></div>\n  <div id=\"conf\"></div>\n</div></section>\n<div id=\"top\">\n  <div id=\"bars\"><div class=\"bar\"><div class=\"bf\" id=\"pf0\"></div></div><div class=\"bar\"><div class=\"bf\" id=\"pf1\"></div></div><div class=\"bar\"><div class=\"bf\" id=\"pf2\"></div></div><div class=\"bar\"><div class=\"bf\" id=\"pf3\"></div></div><div class=\"bar\"><div class=\"bf\" id=\"pf4\"></div></div><div class=\"bar\"><div class=\"bf\" id=\"pf5\"></div></div></div>\n  <div id=\"hdr\"><div id=\"logo\"><svg width=\"58\" height=\"40\" viewBox=\"0 0 58 40\"><path d=\"M14,0 H30 L16,40 H0Z M40,0 H56 L42,40 H26Z\" fill=\"currentColor\"/></svg><span>stride</span></div><div id=\"tag\">{{YEAR}} RECAP</div></div>\n  <div id=\"foot\">FICTIONAL APP &amp; USER &middot; DEMO DATA</div>\n</div>\n</div>",
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) 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491.0,465.1 C568.5,460.0 694.8,481.6 749.5,528.7 C804.1,575.9 822.9,662.6 819.0,747.8Z\"]}, STICKERS = [[\"s0a\", 0, \"sparkle\", \"#D4FF3A\", 70, 290, 150, -12, 0.5], [\"s0b\", 0, \"sparkle\", \"#FFF1DE\", 900, 340, 90, 15, 1.5], [\"s0c\", 0, \"burst\", \"#FF5C1A\", 840, 1480, 180, 10, 2.5], [\"s1a\", 1, \"sparkle\", \"#5227FF\", 70, 600, 140, -10, 0.5], [\"s1b\", 1, \"smiley\", \"#FF6EC7\", 830, 1500, 180, 12, 2.5], [\"s2a\", 2, \"bolt\", \"#D4FF3A\", 850, 360, 170, 12, 0.5], [\"s2b\", 2, \"sparkle\", \"#FFF1DE\", 900, 1000, 110, 0, 2.5], [\"s3a\", 3, \"smiley\", \"#D4FF3A\", 70, 1430, 160, -8, 0.5], [\"s3b\", 3, \"sparkle\", \"#5227FF\", 890, 540, 120, 10, 1.5], [\"s4a\", 4, \"sparkle\", \"#D4FF3A\", 130, 1400, 120, 0, 1.5], [\"s4b\", 4, \"sparkle\", \"#FF6EC7\", 900, 1180, 80, 20, 2.5]], BLOCKS = [[\"#D4FF3A\", \"#121212\", 55, 540, -4], [\"#FF5C1A\", \"#FFF1DE\", 555, 560, 3], [\"#FF6EC7\", \"#121212\", 55, 1000, 2], [\"#5227FF\", \"#FFF1DE\", 555, 990, -3]];\nconst PAL = { violet: '#5227FF', lime: '#D4FF3A', orange: '#FF5C1A', pink: '#FF6EC7', ink: '#121212', cream: '#FFF1DE' };\nconst NAME = `{{NAME}}`.trim(), YEAR = `{{YEAR}}`.trim(), MONTH = `{{TOP_MONTH}}`.trim();\nconst num = s => parseFloat(String(s).replace(/[^0-9.]/g, '')) || 0;\nconst RUNS = num(`{{RUNS}}`), KM = num(`{{KM}}`), PCT = Math.max(0, Math.min(100, num(`{{PERCENTILE}}`)));\n\n// Grid times are track seconds; the audio clip starts AUDIO_START into the edit.\nconst OFF = num('{{AUDIO_START}}'), P = num('{{PERIOD}}');\nconst grid = s => s.split(',').map(v => parseFloat(v) + OFF);\nconst BEATS = grid('{{BEATS}}'), BARS = grid('{{BARS}}');\nconst S = [0, ...BARS.slice(0, 5)];\nconst BAR = S.map(t => BEATS.findIndex(b => Math.abs(b - t) < 0.01));\nBAR[0] = BAR[1] - 4;  // scene 0 has no bar line of its own: count it from the bar before the first\nconst beatTime = x => {\n  const t = j => { const c = Math.max(0, Math.min(BEATS.length - 1, j)); return BEATS[c] + (j - c) * P; };\n  const i = Math.floor(x);\n  return t(i) + (x - i) * (t(i + 1) - t(i));\n};\n// Beat n of scene k in seconds from the scene's start: 0 is its bar line, x.5 the off-beat after beat x.\nconst on = (k, n) => beatTime(BAR[k] + n) - S[k];\nconst fmt = v => String(Math.round(v)).replace(/\\B(?=(\\d{3})+(?!\\d))/g, ',');\nconst $ = s => document.querySelector(s);\n// ponytail: width fit by character count, measure rendered width if long names start clipping.\nconst fit = (el, text, max, em, room = 1000) => { el.style.fontSize = Math.min(max, Math.floor(room / (text.length * em))) + 'px'; };\n\n$('#tickIn').textContent = `${NAME}'s ${YEAR} on Stride \u2022 `.toUpperCase().repeat(5);\n$('#n0').textContent = NAME + ','; fit($('#n0'), NAME + ',', 300, 0.8);\nfit($('#n1'), fmt(RUNS), 600, 0.56);\nfit($('#n2'), fmt(KM), 380, 0.56);\n$('#n3').textContent = MONTH; fit($('#n3'), MONTH, 260, 0.8);\n$('#topPct').textContent = Math.max(1, Math.round(100 - PCT));\n$('#t5').textContent = `${NAME}'s ${YEAR}`; fit($('#t5'), `${NAME}'s ${YEAR}`, 130, 0.72);\nconst VALS = [[fmt(RUNS), 'runs'], [fmt(KM), 'kilometres'], [MONTH, 'top month'], [Math.round(PCT) + '%', 'runners beaten']];\nVALS.forEach(([v, l], i) => { const e = $('#bv' + i); e.textContent = v; fit(e, v, 190, 0.52, 400); $('#bl' + i).textContent = l; });\n\nconst MONTHS = ['JAN', 'FEB', 'MAR', 'APR', 'MAY', 'JUN', 'JUL', 'AUG', 'SEP', 'OCT', 'NOV', 'DEC'];\nconst topIdx = MONTHS.indexOf(MONTH.slice(0, 3).toUpperCase());\nMONTHS.forEach((m, i) => {\n  $('#cal').insertAdjacentHTML('beforeend', `<div class=\"mp\" id=\"mp${i}\"><div class=\"mf\" id=\"mf${i}\"></div><span class=\"ml\" id=\"ml${i}\">${m[0]}</span></div>`);\n});\nconst star = $('#calStar');\nstar.style.left = (43 + Math.max(0, topIdx) * 84 + 35 - 60) + 'px'; star.style.top = (1030 - 60) + 'px';\n\nconst rand = d3.randomLcg(2026);\nconst CONF_COLS = [PAL.violet, PAL.lime, PAL.orange, PAL.pink, PAL.ink];\nconst CONF = [];\nfor (let i = 0; i < 130; i++) {\n  const left = i % 2 === 0, c = document.createElement('div');\n  c.className = 'cf ' + ['r', 'c', 't'][i % 3]; c.id = 'cf' + i;\n  c.style.background = CONF_COLS[Math.floor(rand() * 5)];\n  c.style.left = (left ? 30 : 1030) + 'px'; c.style.top = '1950px';\n  $('#conf').appendChild(c);\n  CONF.push({ v: 1900 + rand() * 1100, a: (left ? -64 : -116) + (rand() - 0.5) * 34, g: 2400, r: rand() * 1200 - 600, rx: rand() * 900, d: rand() * 0.22 });\n}\nfor (let i = 130; i < 170; i++) {\n  const c = document.createElement('div');\n  c.className = 'cf s'; c.id = 'cf' + i;\n  c.style.background = CONF_COLS[i % 4]; c.style.left = '513px'; c.style.top = '973px';\n  $('#conf').appendChild(c);\n  CONF.push({ v: 900 + rand() * 1000, a: rand() * 360, g: 1800, r: rand() * 720 - 360, rx: 0, d: 0 });\n}\n\nCustomBounce.create('drop', { strength: 0.5, squash: 2.2, squashID: 'drop-sq' });\nCustomBounce.create('pop', { strength: 0.45, squash: 1.8, squashID: 'pop-sq' });\n// Fraction of a bounce tween at which it first touches down: start that much early to land the impact on a beat.\nconst land = ease => { const e = gsap.parseEase(ease); let p = 0; while (e(p) < 0.999) p += 0.002; return p; };\nconst DROP = land('drop'), POP = land('pop');\n\nconst chars = sel => SplitText.create(sel, { type: 'chars' }).chars;\nconst rise = (t, sel, at) => t.from(chars(sel), { yPercent: 110, opacity: 0, duration: 0.5, ease: 'expo.out', stagger: 0.022 }, at);\n// Bounce on the wrapper, squash on the inner element: one transform per element so the two eases never fight.\nconst popSquash = (t, wrap, inner, at, dur = 0.85, from = { scale: 0 }) => t\n  .fromTo(wrap, from, { scale: 1, y: 0, rotation: 0, duration: dur, ease: 'pop' }, at)\n  .to(inner, { scaleX: 1.22, scaleY: 0.8, transformOrigin: '50% 100%', duration: dur, ease: 'pop-sq' }, at);\nconst counter = (t, el, to, at, dur, ease, f = fmt) => {\n  const o = { v: 0 };\n  t.to(o, { v: to, duration: dur, ease, onUpdate: () => { el.textContent = f(o.v); } }, at);\n};\nconst thump = (t, sel, times) => times.forEach(x => t.to(sel, { scale: 1.06, duration: 0.1, ease: 'power2.out', yoyo: true, repeat: 1 }, x));\n\n// Stickers pop a frame ahead of their off-beat and bob a beat per swing once settled.\nfunction stickersIn(t, scene) {\n  STICKERS.filter(s => s[1] === scene).forEach(([id, , , , , , , rot, n]) => {\n    t.fromTo('#' + id, { scale: 0, rotation: rot - 90 }, { scale: 1, rotation: rot, duration: 0.6, ease: 'back.out(2.6)' }, on(scene, n) - 0.04)\n     .to('#' + id, { y: -16, rotation: rot + 8, duration: P, ease: 'sine.inOut', yoyo: true, repeat: 3 }, on(scene, n + 1.5));\n  });\n}\n\nfunction wobble(t, sel, shapes, from, until, step = 0.55) {\n  const n = Math.max(1, Math.floor((until - from) / step)), d = (until - from) / n;\n  for (let i = 0; i < n; i++) t.to(sel, { morphSVG: shapes[(i + 1) % shapes.length], duration: d, ease: 'sine.inOut' }, from + i * d);\n}\n\nfunction accentIn(t, k, at) {\n  t.fromTo('#a' + k, { scale: 0, rotation: -40, transformOrigin: '50% 50%' }, { scale: 1, rotation: 0, duration: 0.7, ease: 'back.out(1.7)' }, at);\n  wobble(t, '#a' + k, ACCENTS[k], at + 0.3, S[k + 1] - S[k] - 0.3);\n}\n\n// The colour peeks in a beat after the previous scene's bar line and surges over the last half-beat. Cover grows with\n// the square of the radius, so the frame is half covered about a frame before the morph ends: ending it one frame\n// (0.04 s) past the bar line puts the half-covered moment, where the cut reads, on the bar.\nconst LAG = 0.04;\nfunction floodIn(k) {\n  const t = gsap.timeline(), f = '#f' + k, sh = SHAPES[k];\n  const peekAt = S[k - 1] + on(k - 1, 1), surge = S[k] + LAG - P / 2 - peekAt;\n  t.fromTo(f, { scale: 0, transformOrigin: '50% 50%' }, { scale: 1, duration: 0.55, ease: 'back.out(1.8)' }, 0);\n  wobble(t, f, sh.wobble, 0.2, surge);\n  t.to(f, { morphSVG: sh.flood, duration: P / 2, ease: 'power4.in' }, surge);\n  return { t, at: peekAt };\n}\n\nfunction scene0() {\n  const t = gsap.timeline();\n  t.from('#top', { y: -220, duration: 0.5, ease: 'expo.out' }, on(0, 0))\n   .fromTo('#n0w', { y: -1300 }, { y: 0, duration: 1.0, ease: 'drop' }, on(0, 1) - DROP)\n   .to('#n0', { scaleX: 1.3, scaleY: 0.72, transformOrigin: '50% 100%', duration: 1.0, ease: 'drop-sq' }, on(0, 1) - DROP)\n   .from('#w1', { x: -900, skewX: 24, duration: 0.45, ease: 'expo.out' }, on(0, 2) - 0.1)\n   .from('#w2', { x: 900, skewX: -24, duration: 0.45, ease: 'expo.out' }, on(0, 2) - 0.04)\n   .fromTo('#w3', { scale: 0 }, { scale: 1, duration: 0.4, ease: 'back.out(2.5)' }, on(0, 3) - 0.04)\n   .fromTo('#tick', { scaleX: 0, transformOrigin: '0% 50%' }, { scaleX: 1, duration: 0.5, ease: 'expo.out' }, on(0, 0.5))\n   .fromTo('#tickIn', { x: 0 }, { x: -1100, duration: S[1] + 0.3, ease: 'none' }, 0);\n  // \"on Stride\" lands as the music comes in, leaving the pickup hit to start the first flood.\n  popSquash(t, '#w4', '#w4 .pill', on(0, 3) - POP * 0.8, 0.8, { scale: 0, rotation: -30 });\n  stickersIn(t, 0);\n  return t;\n}\n\nfunction scene1() {\n  const t = gsap.timeline(), el = $('#n1');\n  rise(t, '#k1', 0.04);\n  accentIn(t, 1, 0.05);\n  popSquash(t, '#n1w', '#n1', on(1, 1) - POP * 0.85);\n  counter(t, el, RUNS, on(1, 0), 2 * P, 'expo.out');\n  t.fromTo('#runs', { scale: 0, rotation: -14 }, { scale: 1, rotation: 0, duration: 0.45, ease: 'back.out(2.4)' }, on(1, 2) - 0.04);\n  thump(t, '#n1w', [on(1, 2), on(1, 3)]);\n  stickersIn(t, 1);\n  return t;\n}\n\nfunction scene2() {\n  const t = gsap.timeline(), el = $('#n2');\n  t.fromTo('#route', { drawSVG: '0%' }, { drawSVG: '100%', duration: on(2, 3), ease: 'power1.inOut' }, 0)\n   .fromTo('#runner', { scale: 0 }, { scale: 1, duration: 0.3, ease: 'back.out(3)' }, 0)\n   .to('#runner', { motionPath: { path: '#route', align: '#route', alignOrigin: [0.5, 0.5] }, duration: on(2, 3), ease: 'power1.inOut' }, 0);\n  rise(t, '#k2', 0.04);\n  accentIn(t, 2, 0.05);\n  t.fromTo('#n2w', { clipPath: 'inset(100% 0% 0% 0%)', yPercent: 40, skewY: 8 }, { clipPath: 'inset(0% 0% 0% 0%)', yPercent: 0, skewY: 0, duration: 0.5, ease: 'expo.out' }, on(2, 0));\n  counter(t, el, KM, on(2, 0), 2 * P, 'expo.out');\n  t.from(chars('#kmw'), { yPercent: 120, rotation: 14, opacity: 0, duration: 0.45, ease: 'back.out(2)', stagger: 0.025 }, on(2, 2) - 0.1);\n  thump(t, '#n2w', [on(2, 1), on(2, 3)]);\n  stickersIn(t, 2);\n  return t;\n}\n\nfunction scene3() {\n  const t = gsap.timeline();\n  rise(t, '#k3', 0.04);\n  accentIn(t, 3, on(3, 0.5));\n  t.fromTo('#n3w', { y: -1100 }, { y: 0, duration: 1.0, ease: 'drop' }, on(3, 1) - DROP)\n   .to('#n3', { scaleX: 1.3, scaleY: 0.72, transformOrigin: '50% 100%', duration: 1.0, ease: 'drop-sq' }, on(3, 1) - DROP)\n   .from('.mp', { scaleY: 0, duration: 0.45, ease: 'back.out(2)', stagger: 0.035 }, on(3, 1));\n  if (topIdx >= 0) {\n    const at = on(3, 2);\n    t.to('#mp' + topIdx, { height: 270, duration: 0.5, ease: 'back.out(2.4)' }, at)\n     .to('#mf' + topIdx, { scaleY: 1, duration: 0.3, ease: 'power3.out' }, at)\n     .to('#ml' + topIdx, { color: PAL.cream, duration: 0.12, ease: 'none' }, at + 0.05)\n     .fromTo('#calStar', { scale: 0, rotation: -120, y: 110 }, { scale: 1, rotation: 0, y: 0, duration: 0.6, ease: 'back.out(2.6)' }, on(3, 2.5) - 0.04);\n  } else {\n    t.set('#calStar', { opacity: 0 }, 0);\n  }\n  stickersIn(t, 3);\n  return t;\n}\n\nfunction scene4() {\n  const t = gsap.timeline(), el = $('#n4');\n  rise(t, '#k4', 0.04);\n  t.fromTo('#ring', { scale: 0, rotation: -180 }, { scale: 1, rotation: -90, duration: 0.6, ease: 'back.out(1.6)' }, 0.04)\n   .fromTo('#arc', { drawSVG: '0% 0%' }, { drawSVG: '0% ' + PCT + '%', duration: 2 * P, ease: 'power3.out' }, on(4, 0))\n   .fromTo('#n4w', { scale: 0 }, { scale: 1, duration: 0.45, ease: 'back.out(2.2)' }, on(4, 0));\n  counter(t, el, PCT, on(4, 0), 2 * P, 'power3.out', v => String(Math.round(v)));\n  t.from(chars('#k4b'), { yPercent: 110, opacity: 0, duration: 0.45, ease: 'expo.out', stagger: 0.025 }, on(4, 1) - 0.04);\n  popSquash(t, '#badge', '#badgeT', on(4, 2) - POP * 0.8, 0.8, { scale: 0, rotation: -40 });\n  thump(t, '#n4w', [on(4, 3)]);\n  stickersIn(t, 4);\n  return t;\n}\n\nfunction scene5() {\n  const t = gsap.timeline();\n  rise(t, '#t5', 0.04);\n  t.fromTo('#t5b', { scale: 0 }, { scale: 1, duration: 0.4, ease: 'back.out(2.2)' }, on(5, 0.5) - 0.04);\n  BLOCKS.forEach((b, i) => {\n    const rot = b[4], at = on(5, 1 + i / 4) - POP * 0.8;  // impacts on the sixteenths from beat 1\n    t.fromTo(`#b${i}w`, { scale: 0, rotation: rot - 25 }, { scale: 1, rotation: rot, duration: 0.8, ease: 'pop' }, at)\n     .to(`#b${i}`, { scaleX: 1.15, scaleY: 0.85, duration: 0.8, ease: 'pop-sq' }, at);\n  });\n  // The drums stop on the finale's bar line and the last chord rings out; nothing later in the track hits harder.\n  const burst = on(5, 0);\n  CONF.forEach((c, i) => {\n    t.to('#cf' + i, { opacity: 1, duration: 0.01 }, burst + c.d)\n     .to('#cf' + i, { physics2D: { velocity: c.v, angle: c.a, gravity: c.g }, rotation: c.r, rotationX: c.rx, duration: 2.2, ease: 'none' }, burst + c.d);\n  });\n  popSquash(t, '#ctaw', '#cta', on(5, 3) - POP * 0.7, 0.7);\n  return t;\n}\n\nconst tl = gsap.timeline();\nconst scenes = [scene0, scene1, scene2, scene3, scene4, scene5];\nscenes.forEach((fn, k) => {\n  if (k > 0) {\n    const f = floodIn(k);\n    tl.add(f.t, f.at);\n    tl.to('#ct' + k, { opacity: 1, duration: 0.01 }, S[k] + LAG / 2)\n      .to('#top', { color: HEADER[k], duration: 0.01 }, S[k] + LAG / 2);\n  }\n  tl.to('#pf' + k, { scaleX: 1, duration: (S[k + 1] || 12.016) - S[k], ease: 'none' }, S[k]);\n  tl.add(fn(), S[k]);\n});\n"
            },
            "start": 0,
            "length": 12.016,
            "width": 1080,
            "height": 1920
          }
        ]
      },
      {
        "clips": [
          {
            "asset": {
              "type": "audio",
              "src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/9e409ce3-3607-5753-9f17-c42666ba5ebb.mp3",
              "model": "elevenlabs-music",
              "prompt": "Joyful upbeat indie pop, handclaps, bright plucked synths and a bouncy bassline, 124 BPM, celebratory and playful, polished modern production, instrumental only",
              "options": {
                "forceInstrumental": true
              }
            },
            "start": 0.9678,
            "length": 11.0482
          }
        ]
      }
    ]
  },
  "output": {
    "format": "mp4",
    "size": {
      "width": 1080,
      "height": 1920
    },
    "fps": 25
  },
  "merge": [
    {
      "find": "NAME",
      "replace": "Sam"
    },
    {
      "find": "YEAR",
      "replace": "2026"
    },
    {
      "find": "RUNS",
      "replace": "312"
    },
    {
      "find": "KM",
      "replace": "1,847"
    },
    {
      "find": "TOP_MONTH",
      "replace": "April"
    },
    {
      "find": "PERCENTILE",
      "replace": "92"
    },
    {
      "find": "BEATS",
      "replace": "0.072,0.556,1.039,1.523,2.007,2.491,2.975,3.459,3.943,4.427,4.91,5.394,5.878,6.362,6.846,7.33,7.814,8.297,8.781,9.265,9.749,10.233,10.717,11.201,11.685"
    },
    {
      "find": "BARS",
      "replace": "1.039,2.975,4.91,6.846,8.781,10.717"
    },
    {
      "find": "PERIOD",
      "replace": "0.4839"
    },
    {
      "find": "AUDIO_START",
      "replace": "0.9678"
    }
  ]
}