{
"timeline": {
"background": "#0B110D",
"fonts": [
{
"src": "https://fonts.gstatic.com/s/inter/v20/UcCo3FwrK3iLTfvlaQc78lA2.ttf"
}
],
"tracks": [
{
"clips": [
{
"asset": {
"type": "rich-caption",
"font": {
"family": "UcCo3FwrK3iLTfvlaQc78lA2",
"size": 70,
"color": "#F2F0E8",
"opacity": 1,
"weight": 800
},
"style": {
"textTransform": "none"
},
"animation": {
"style": "highlight"
},
"border": {
"width": 0,
"color": "#000000",
"opacity": 1,
"radius": 14
},
"padding": {
"top": 10,
"right": 0,
"bottom": 10,
"left": 0
},
"shadow": {
"offsetX": 0,
"offsetY": 4,
"blur": 14,
"color": "#000000",
"opacity": 0.55
},
"active": {
"font": {
"color": "#0B110D",
"background": "{{ACCENT}}",
"weight": 800
},
"shadow": {
"offsetX": 0,
"offsetY": 0,
"blur": 0,
"color": "#000000",
"opacity": 0
}
},
"src": "alias://voice1"
},
"start": "alias://voice1",
"length": "alias://voice1",
"width": 940,
"height": 250,
"fit": "none",
"offset": {
"x": 0,
"y": -0.224
}
},
{
"asset": {
"type": "rich-caption",
"font": {
"family": "UcCo3FwrK3iLTfvlaQc78lA2",
"size": 70,
"color": "#F2F0E8",
"opacity": 1,
"weight": 800
},
"style": {
"textTransform": "none"
},
"animation": {
"style": "highlight"
},
"border": {
"width": 0,
"color": "#000000",
"opacity": 1,
"radius": 14
},
"padding": {
"top": 10,
"right": 0,
"bottom": 10,
"left": 0
},
"shadow": {
"offsetX": 0,
"offsetY": 4,
"blur": 14,
"color": "#000000",
"opacity": 0.55
},
"active": {
"font": {
"color": "#0B110D",
"background": "{{ACCENT}}",
"weight": 800
},
"shadow": {
"offsetX": 0,
"offsetY": 0,
"blur": 0,
"color": "#000000",
"opacity": 0
}
},
"src": "alias://voice2"
},
"start": "alias://voice2",
"length": "alias://voice2",
"width": 940,
"height": 250,
"fit": "none",
"offset": {
"x": 0,
"y": -0.224
}
},
{
"asset": {
"type": "rich-caption",
"font": {
"family": "UcCo3FwrK3iLTfvlaQc78lA2",
"size": 70,
"color": "#F2F0E8",
"opacity": 1,
"weight": 800
},
"style": {
"textTransform": "none"
},
"animation": {
"style": "highlight"
},
"border": {
"width": 0,
"color": "#000000",
"opacity": 1,
"radius": 14
},
"padding": {
"top": 10,
"right": 0,
"bottom": 10,
"left": 0
},
"shadow": {
"offsetX": 0,
"offsetY": 4,
"blur": 14,
"color": "#000000",
"opacity": 0.55
},
"active": {
"font": {
"color": "#0B110D",
"background": "{{ACCENT}}",
"weight": 800
},
"shadow": {
"offsetX": 0,
"offsetY": 0,
"blur": 0,
"color": "#000000",
"opacity": 0
}
},
"src": "alias://voice3"
},
"start": "alias://voice3",
"length": "alias://voice3",
"width": 940,
"height": 250,
"fit": "none",
"offset": {
"x": 0,
"y": -0.224
}
},
{
"asset": {
"type": "rich-caption",
"font": {
"family": "UcCo3FwrK3iLTfvlaQc78lA2",
"size": 70,
"color": "#F2F0E8",
"opacity": 1,
"weight": 800
},
"style": {
"textTransform": "none"
},
"animation": {
"style": "highlight"
},
"border": {
"width": 0,
"color": "#000000",
"opacity": 1,
"radius": 14
},
"padding": {
"top": 10,
"right": 0,
"bottom": 10,
"left": 0
},
"shadow": {
"offsetX": 0,
"offsetY": 4,
"blur": 14,
"color": "#000000",
"opacity": 0.55
},
"active": {
"font": {
"color": "#0B110D",
"background": "{{ACCENT}}",
"weight": 800
},
"shadow": {
"offsetX": 0,
"offsetY": 0,
"blur": 0,
"color": "#000000",
"opacity": 0
}
},
"src": "alias://voice4"
},
"start": "alias://voice4",
"length": "alias://voice4",
"width": 940,
"height": 250,
"fit": "none",
"offset": {
"x": 0,
"y": -0.224
}
}
]
},
{
"clips": [
{
"asset": {
"type": "html5",
"html": "<div id=\"st\">\n<svg id=\"plate\" width=\"1080\" height=\"1920\" viewBox=\"0 0 1080 1920\">\n <defs>\n <radialGradient id=\"pg\" cx=\"50%\" cy=\"44%\" r=\"70%\"><stop offset=\"0\" stop-color=\"#15221B\"/><stop offset=\"1\" stop-color=\"#0A0F0C\"/></radialGradient>\n <mask id=\"win\" maskUnits=\"userSpaceOnUse\" x=\"0\" y=\"0\" width=\"1080\" height=\"1920\">\n <rect width=\"1080\" height=\"1920\" fill=\"#fff\"/>\n <path id=\"h0\" d=\"M0 0\"/><rect id=\"w0\" class=\"wp\" x=\"-20\" y=\"1930\" width=\"1120\" height=\"1960\"/>\n <path id=\"h1\" d=\"M0 0\"/><rect id=\"w1\" class=\"wp\" x=\"-20\" y=\"1930\" width=\"1120\" height=\"1960\"/>\n <path id=\"h2\" d=\"M0 0\"/><rect id=\"w2\" class=\"wp\" x=\"-20\" y=\"1930\" width=\"1120\" height=\"1960\"/>\n <path id=\"h3\" d=\"M0 0\"/>\n </mask>\n </defs>\n <rect width=\"1080\" height=\"1920\" fill=\"url(#pg)\" mask=\"url(#win)\"/>\n</svg>\n<div id=\"scrimT\"></div><div id=\"scrimB\"></div>\n<svg id=\"fx\" width=\"1080\" height=\"1920\" viewBox=\"0 0 1080 1920\">\n <rect id=\"e0\" class=\"edge\" x=\"0\" y=\"1930\" width=\"1080\" height=\"5\"/>\n <rect id=\"e1\" class=\"edge\" x=\"0\" y=\"1930\" width=\"1080\" height=\"5\"/>\n <rect id=\"e2\" class=\"edge\" x=\"0\" y=\"1930\" width=\"1080\" height=\"5\"/>\n <defs><clipPath id=\"lc\"><path id=\"lcp\"/></clipPath></defs>\n <g clip-path=\"url(#lc)\"><circle id=\"lf\" cx=\"540\" cy=\"690\" r=\"0\"/></g>\n <path id=\"rib\"/>\n</svg>\n<svg id=\"prog\" width=\"936\" height=\"20\" viewBox=\"0 0 936 20\">\n <rect id=\"ptrack\" x=\"0\" y=\"8\" width=\"0\" height=\"4\" rx=\"2\"/>\n <rect id=\"pfill\" x=\"0\" y=\"8\" width=\"0\" height=\"4\" rx=\"2\"/>\n <circle id=\"m0\" class=\"mk\" cy=\"10\" r=\"0\"/><circle id=\"m1\" class=\"mk\" cy=\"10\" r=\"0\"/>\n <circle id=\"m2\" class=\"mk\" cy=\"10\" r=\"0\"/><circle id=\"m3\" class=\"mk\" cy=\"10\" r=\"0\"/>\n</svg>\n<div id=\"topic\">{{TOPIC}}</div>\n<div id=\"sample\">Sample script</div>\n<div id=\"hook\" class=\"hl\"><div class=\"in\">{{HOOK}}</div></div>\n<h2 id=\"t0\" class=\"title\">{{SCENE_1_TITLE}}</h2>\n<h2 id=\"t1\" class=\"title\">{{SCENE_2_TITLE}}</h2>\n<h2 id=\"t2\" class=\"title\">{{SCENE_3_TITLE}}</h2>\n<h2 id=\"t3\" class=\"title\">{{SCENE_4_TITLE}}</h2>\n<div id=\"stat\"><div id=\"sl\">{{STAT_LABEL}}</div><div id=\"sn\"><span id=\"sv\">0</span><span id=\"su\">{{STAT_UNIT}}</span></div><svg id=\"ticks\" width=\"824\" height=\"48\" viewBox=\"0 0 824 48\"></svg></div>\n<div id=\"cta\" class=\"hl\"><div class=\"in\">{{CTA}}</div></div>\n</div>",
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rgba(0,0,0,.22)}\n#hook{position:absolute;left:72px;top:560px;width:936px;height:640px;display:flex;align-items:center;font-weight:800;font-size:140px;line-height:.93;letter-spacing:-.04em}\n#cta{position:absolute;left:72px;top:850px;width:936px;height:300px;display:flex;align-items:center;justify-content:center;text-align:center;font-weight:800;font-size:92px;line-height:.98;letter-spacing:-.032em}\n#stat{position:absolute;left:72px;top:640px;width:936px;box-sizing:border-box;padding:46px 56px 52px;border-radius:36px;background:rgba(11,17,13,.88)}\n#sl{font-weight:650;font-size:27px;line-height:1;letter-spacing:.14em;text-transform:uppercase;color:rgba(242,240,232,.72)}\n#sn{margin-top:14px;font-weight:800;font-size:250px;line-height:.86;letter-spacing:-.05em;font-variant-numeric:tabular-nums;white-space:nowrap}\n#su{color:var(--ac);font-size:118px;letter-spacing:-.02em;vertical-align:top;margin-left:10px;position:relative;top:14px}\n#ticks{display:block;margin-top:34px}\n",
"js": "\nconst C = [2.56, 5.56, 11.06, 17.06, 20.8], LEN = 23.2, STAT_AT = 14.64;\nconst AC = '{{ACCENT}}', DIM = 'rgba(242,240,232,0.18)';\nconst $ = s => document.querySelector(s);\nconst tl = gsap.timeline();\n\n// Window shapes. Each is a path builder over a plain state object, so a window can grow, travel and change form.\nconst P = {\n circle: s => `M${s.cx - s.r},${s.cy}a${s.r},${s.r} 0 1,0 ${2 * s.r},0a${s.r},${s.r} 0 1,0 ${-2 * s.r},0Z`,\n pill: s => {\n const x = s.cx - s.w / 2, y = s.cy - s.h / 2, r = Math.min(s.w, s.h) / 2 * s.rd;\n return `M${x + r},${y}H${x + s.w - r}A${r},${r} 0 0 1 ${x + s.w},${y + r}V${y + s.h - r}A${r},${r} 0 0 1 ${x + s.w - r},${y + s.h}H${x + r}A${r},${r} 0 0 1 ${x},${y + s.h - r}V${y + r}A${r},${r} 0 0 1 ${x + r},${y}Z`;\n },\n // dome that rises from its baseline into an arch: ry caps at half the width\n arch: s => {\n const rx = s.w / 2, ry = Math.min(s.h, rx), top = s.b - (s.h - ry);\n return `M${s.cx - rx},${s.b}V${top}A${rx},${ry} 0 0 1 ${s.cx + rx},${top}V${s.b}Z`;\n },\n leaf: s => {\n const a = s.a * Math.PI / 180, ux = Math.cos(a), uy = Math.sin(a), hL = s.L / 2, k = 0.18 * s.L, b = 0.42 * s.L;\n const t1 = [s.cx - ux * hL, s.cy - uy * hL], t2 = [s.cx + ux * hL, s.cy + uy * hL];\n const c = (t, d, sg) => `${t[0] + ux * d - uy * b * sg},${t[1] + uy * d + ux * b * sg}`;\n return `M${t1}C${c(t1, k, 1)} ${c(t2, -k, 1)} ${t2}C${c(t2, -k, -1)} ${c(t1, k, -1)} ${t1}Z`;\n },\n};\nfunction shape(id, kind, s0, steps) {\n const el = document.getElementById(id), s = Object.assign({}, s0);\n const draw = () => el.setAttribute('d', P[kind](s));\n let prev = Object.assign({}, s0);\n steps.forEach(([at, dur, ease, to]) => {\n const from = Object.assign({}, prev);\n prev = Object.assign({}, prev, to);\n tl.fromTo(s, from, Object.assign({}, prev, { duration: dur, ease, immediateRender: false, onUpdate: draw }), at);\n });\n}\n// The plate wipes up over the old footage and is whole 3 frames before the cut.\nfunction wipe(i, cut) {\n const v = { duration: 0.4, ease: 'power2.inOut', immediateRender: false };\n tl.fromTo('#w' + i, { attr: { y: 1930 } }, Object.assign({ attr: { y: -20 } }, v), cut - 0.52)\n .fromTo('#e' + i, { attr: { y: 1925 } }, Object.assign({ attr: { y: -25 } }, v), cut - 0.52);\n}\n\n// Titles: [word] marks the key word.\ndocument.querySelectorAll('.title').forEach(el => {\n el.innerHTML = el.textContent.replace(/\\[([^\\]]+)\\]/g, '<span class=\"k\">$1</span>');\n});\nconst words = sel => SplitText.create(sel, { type: 'words', mask: 'words' }).words;\nfunction textIn(sel, ws, at, stagger) {\n tl.set(sel, { opacity: 1 }, at)\n .fromTo(ws, { yPercent: 110 }, { yPercent: 0, duration: 0.85, ease: 'expo.out', stagger }, at);\n}\n// Exits clear the mask by more than a line so descenders never peek back in, then the block is hidden.\nfunction textOut(sel, ws, at) {\n tl.to(ws, { yPercent: -140, duration: 0.34, ease: 'power2.in', stagger: 0.03 }, at)\n .set(sel, { opacity: 0 }, at + 0.34 + 0.03 * ws.length);\n}\n\n// Header and progress bar: chapter markers sit at each scene's start and light as the bar passes.\ntl.fromTo('#topic, #sample', { opacity: 0, y: 12 }, { opacity: 1, y: 0, duration: 0.6, ease: 'power3.out', stagger: 0.08 }, 0.1)\n .fromTo('#ptrack', { attr: { width: 0 } }, { attr: { width: 936 }, duration: 0.7, ease: 'power3.out' }, 0.05)\n .fromTo('#pfill', { attr: { width: 0 } }, { attr: { width: 936 }, duration: LEN, ease: 'none' }, 0);\nfor (let i = 0; i < 4; i++) {\n const m = '#m' + i;\n $(m).setAttribute('cx', 936 * C[i] / LEN);\n tl.fromTo(m, { attr: { r: 0 } }, { attr: { r: 5 }, duration: 0.4, ease: 'back.out(3)' }, 0.35 + i * 0.06)\n .to(m, { attr: { r: 9 }, fill: AC, fillOpacity: 1, duration: 0.18, ease: 'power2.out' }, C[i])\n .to(m, { attr: { r: 6 }, duration: 0.4, ease: 'power2.inOut' }, C[i] + 0.18);\n}\n\n// Hook on the plate, then the first window opens where it stood.\nconst hookW = words('#hook .in');\ntextIn('#hook', hookW, 0.12, 0.08);\ntextOut('#hook', hookW, C[0] - 0.32);\n\nconst titles = [0, 1, 2, 3].map(i => words('#t' + i));\nconst POP = 0.08, GROW = 0.8;\nshape('h0', 'circle', { cx: 540, cy: 880, r: 0 }, [\n [C[0] + POP, 0.5, 'expo.out', { r: 300 }],\n [C[0] + GROW, 0.75, 'expo.inOut', { r: 1260, cy: 960 }]]);\nshape('h1', 'pill', { cx: 540, cy: 880, w: 24, h: 24, rd: 1 }, [\n [C[1] + POP, 0.5, 'expo.out', { w: 440, h: 740 }],\n [C[1] + GROW, 0.75, 'expo.inOut', { w: 1240, h: 2080, cy: 960, rd: 0 }]]);\nshape('h2', 'arch', { cx: 540, b: 1240, w: 560, h: 0 }, [\n [C[2] + POP, 0.55, 'expo.out', { h: 740 }],\n [C[2] + GROW, 0.75, 'expo.inOut', { w: 1500, b: 2000, h: 2300 }]]);\n// The last window closes down into the leaf mark on the end card.\nconst EMB = { cx: 540, cy: 690, L: 300, a: -50 };\nshape('h3', 'leaf', { cx: 540, cy: 880, L: 0, a: -50 }, [\n [C[3] + POP, 0.5, 'expo.out', { L: 780 }],\n [C[3] + GROW, 0.75, 'expo.inOut', { L: 6200, cy: 960 }],\n [C[4] - 0.7, 0.62, 'expo.inOut', { L: EMB.L, cy: EMB.cy }],\n [C[4] + 0.16, 0.04, 'none', { L: 0 }]]);\n\nfor (let i = 0; i < 4; i++) {\n if (i) { textOut('#t' + (i - 1), titles[i - 1], C[i] - 0.58); wipe(i - 1, C[i]); }\n textIn('#t' + i, titles[i], C[i] + 0.15, 0.07);\n}\n\n// Stat: the counter lands on the spoken number; one tick per unit lights as it passes.\nconst SV = '{{STAT}}', N = parseFloat(SV) || 0, dec = (SV.split('.')[1] || '').length, q = 10 ** dec;\nconst nT = Math.max(1, Math.min(30, Math.round(N)));\nconst ticks = d3.select('#ticks').selectAll('rect').data(d3.range(nT)).enter().append('rect')\n .attr('x', i => nT > 1 ? i * (824 - 12) / (nT - 1) : 0).attr('y', 0).attr('width', 12).attr('height', 48).attr('rx', 6)\n .attr('fill', DIM).nodes();\nconst cnt = { v: 0 }, sv = $('#sv');\ntl.set('#stat', { opacity: 1 }, C[2] + 1.3)\n .fromTo('#stat', { y: 40, clipPath: 'inset(100% 0% 0% 0% round 36px)' },\n { y: 0, clipPath: 'inset(0% 0% 0% 0% round 36px)', duration: 0.6, ease: 'power3.out' }, C[2] + 1.3)\n .fromTo(cnt, { v: 0 }, { v: N, duration: 1.1, ease: 'power2.out', immediateRender: false, onUpdate: () => {\n sv.textContent = (Math.floor(cnt.v * q + 1e-6) / q).toFixed(dec); // never shows the target early\n ticks.forEach((t, i) => t.setAttribute('fill', cnt.v >= (i + 1) * N / nT - 1e-6 ? AC : DIM));\n } }, STAT_AT - 1.1)\n .to('#stat', { opacity: 0, y: -30, duration: 0.3, ease: 'power2.in' }, C[3] - 0.62);\n\n// End card: the leaf window fills with accent, grows a midrib, and the CTA rises under it.\ntextOut('#t3', titles[3], C[4] - 0.66);\nconst lk = Object.assign({}, EMB, { L: EMB.L * 1.04 });\n$('#lcp').setAttribute('d', P.leaf(lk));\n{\n const a = EMB.a * Math.PI / 180, ux = Math.cos(a), uy = Math.sin(a), hL = EMB.L / 2;\n $('#rib').setAttribute('d', `M${EMB.cx - ux * hL * 0.92},${EMB.cy - uy * hL * 0.92}L${EMB.cx + ux * hL * 0.62},${EMB.cy + uy * hL * 0.62}`);\n}\ntl.fromTo('#lf', { attr: { r: 0 } }, { attr: { r: 200 }, duration: 0.28, ease: 'power2.out', immediateRender: false }, C[4] - 0.12)\n .set('#rib', { opacity: 1 }, C[4] + 0.2)\n .fromTo('#rib', { drawSVG: '0%' }, { drawSVG: '100%', duration: 0.6, ease: 'power2.inOut' }, C[4] + 0.2);\ntextIn('#cta', words('#cta .in'), C[4] + 0.12, 0.07);\ntl.to({}, { duration: 0.01 }, LEN - 0.01);\n"
},
"start": 0,
"length": 23.2,
"width": 1080,
"height": 1920
}
]
},
{
"clips": [
{
"asset": {
"type": "audio",
"volume": 1,
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/8e0ada97-6aad-5e0d-9024-9d76e60365c1.mp3",
"model": "elevenlabs-multilingual-v2",
"prompt": "{{SCRIPT_1}}",
"options": {
"voice": "Charlie",
"language": "en"
}
},
"start": 0.35,
"length": 5.15,
"alias": "voice1"
},
{
"asset": {
"type": "audio",
"volume": 1,
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/cf550dba-8030-5056-9613-06c2fa177ad7.mp3",
"model": "elevenlabs-multilingual-v2",
"prompt": "{{SCRIPT_2}}",
"options": {
"voice": "Charlie",
"language": "en"
}
},
"start": 5.66,
"length": 5.24,
"alias": "voice2"
},
{
"asset": {
"type": "audio",
"volume": 1,
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/bc81ee64-d094-5035-b26b-55f40e999ae6.mp3",
"model": "elevenlabs-multilingual-v2",
"prompt": "{{SCRIPT_3}}",
"options": {
"voice": "Charlie",
"language": "en"
}
},
"start": 11.16,
"length": 5.97,
"alias": "voice3"
},
{
"asset": {
"type": "audio",
"volume": 1,
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/a405c02f-52a6-59f2-8a1e-dfa91bcebe21.mp3",
"model": "elevenlabs-multilingual-v2",
"prompt": "{{SCRIPT_4}}",
"options": {
"voice": "Charlie",
"language": "en"
}
},
"start": 17.16,
"length": 3.6,
"alias": "voice4"
}
]
},
{
"clips": [
{
"asset": {
"type": "audio",
"volume": [
{
"from": 0.08,
"to": 0.35,
"start": 20.65,
"length": 0.3,
"interpolation": "bezier",
"easing": "easeInOut"
},
{
"from": 0.35,
"to": 0,
"start": 22.8,
"length": 0.4,
"interpolation": "bezier",
"easing": "easeInOut"
}
],
"src": "https://shotstack-ingest-api-v1-sources.s3.ap-southeast-2.amazonaws.com/wzr6y0wtti/zzz01m4f-t1q52-aggh5-erh9n-eczewg/source.mp3",
"model": "elevenlabs-music",
"prompt": "Calm modern documentary underscore at 120 BPM, warm and curious, instrumental.",
"options": {
"compositionPlan": {
"positiveGlobalStyles": [
"calm documentary underscore",
"120 BPM",
"warm analogue synth pads",
"soft muted plucks",
"light shaker",
"clean modern production"
],
"negativeGlobalStyles": [
"vocals",
"choir",
"heavy drums",
"distortion",
"aggressive"
],
"sections": [
{
"sectionName": "Intro",
"durationMs": 6000,
"positiveLocalStyles": [
"sparse",
"single pad and soft pulse"
],
"negativeLocalStyles": [
"drums",
"vocals"
],
"lines": []
},
{
"sectionName": "Build",
"durationMs": 15000,
"positiveLocalStyles": [
"gentle percussion enters",
"plucked motif",
"steady"
],
"negativeLocalStyles": [
"vocals",
"big build-up"
],
"lines": []
},
{
"sectionName": "Lift",
"durationMs": 4000,
"positiveLocalStyles": [
"full groove lands on the downbeat",
"warm bass",
"rings out at the end"
],
"negativeLocalStyles": [
"vocals"
],
"lines": []
}
]
}
}
},
"start": 0,
"length": 23.2
}
]
},
{
"clips": [
{
"asset": {
"type": "video",
"volume": 0,
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/cbf3e056-3325-5b07-bbaa-c9b25d4b4b63.mp4",
"model": "seedance-2.5-text-to-video",
"prompt": "{{SCENE_1_VISUAL}}\n\nVertical documentary b-roll for a calm science explainer. One continuous shot, slow steady camera movement, natural light, naturalistic colour. The subject sits in the middle of the frame; the top quarter stays simple, open sky or plain wall, because a title sits there. People appear only as distant figures, hands or feet.",
"options": {
"aspectRatio": "9:16",
"resolution": "720p",
"generateAudio": false
}
},
"start": 2.56,
"length": 2.999,
"fit": "crop"
},
{
"asset": {
"type": "video",
"volume": 0,
"speed": 0.917,
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/cf59e82a-1c65-5cbb-a1a2-32463026c9b3.mp4",
"model": "seedance-2.5-text-to-video",
"prompt": "{{SCENE_2_VISUAL}}\n\nVertical documentary b-roll for a calm science explainer. One continuous shot, slow steady camera movement, natural light, naturalistic colour. The subject sits in the middle of the frame; the top quarter stays simple, open sky or plain wall, because a title sits there. People appear only as distant figures, hands or feet.",
"options": {
"aspectRatio": "9:16",
"resolution": "720p",
"generateAudio": false
}
},
"start": 5.56,
"length": 5.499,
"fit": "crop"
},
{
"asset": {
"type": "video",
"volume": 0,
"speed": 0.84,
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/a3b5d4e9-8f4d-5cb5-94b5-1bc5f20a70d0.mp4",
"model": "seedance-2.5-text-to-video",
"prompt": "{{SCENE_3_VISUAL}}\n\nVertical documentary b-roll for a calm science explainer. One continuous shot, slow steady camera movement, natural light, naturalistic colour. The subject sits in the middle of the frame; the top quarter stays simple, open sky or plain wall, because a title sits there. People appear only as distant figures, hands or feet.",
"options": {
"aspectRatio": "9:16",
"resolution": "720p",
"generateAudio": false
}
},
"start": 11.06,
"length": 5.999,
"fit": "crop"
},
{
"asset": {
"type": "video",
"volume": 0,
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/61ef8283-f20f-5ac2-b608-acbaab9d5a4f.mp4",
"model": "seedance-2.5-text-to-video",
"prompt": "{{SCENE_4_VISUAL}}\n\nVertical documentary b-roll for a calm science explainer. One continuous shot, slow steady camera movement, natural light, naturalistic colour. The subject sits in the middle of the frame; the top quarter stays simple, open sky or plain wall, because a title sits there. People appear only as distant figures, hands or feet.",
"options": {
"aspectRatio": "9:16",
"resolution": "720p",
"generateAudio": false
}
},
"start": 17.06,
"length": 4.039,
"fit": "crop"
}
]
}
]
},
"output": {
"format": "mp4",
"size": {
"width": 1080,
"height": 1920
},
"fps": 25
},
"merge": [
{
"find": "TOPIC",
"replace": "Why trees cool cities"
},
{
"find": "HOOK",
"replace": "Why are leafy streets cooler?"
},
{
"find": "SCRIPT_1",
"replace": "Why does a leafy street feel so much cooler? Bare concrete and asphalt soak up sun all day."
},
{
"find": "SCRIPT_2",
"replace": "Trees fight back. Their leaves breathe out water, cooling the air like sweat on skin."
},
{
"find": "SCRIPT_3",
"replace": "Then there's shade. Shaded ground can be more than ten degrees cooler than ground in full sun."
},
{
"find": "SCRIPT_4",
"replace": "More trees, cooler streets. Plant the shade you want to walk in."
},
{
"find": "SCENE_1_VISUAL",
"replace": "Low tracking shot gliding along a bare asphalt street at midday, heat shimmer rising off the road and bending the white lane markings while harsh sun bleaches the concrete footpath."
},
{
"find": "SCENE_2_VISUAL",
"replace": "Close shot of broad green leaves backlit by morning sun, a breeze stirs them and fine mist drifts up off the canopy behind, catching the light as it rises."
},
{
"find": "SCENE_3_VISUAL",
"replace": "Slow push along a tree-lined footpath at noon, the dense canopy throws cool dappled shade that sways across the pavement while the sunlit road beyond glares white."
},
{
"find": "SCENE_4_VISUAL",
"replace": "Slow aerial rise over a city street lined with leafy trees, the green canopy spreading between rooftops as small figures walk in the shade below, late-afternoon light."
},
{
"find": "SCENE_1_TITLE",
"replace": "Concrete [bakes]"
},
{
"find": "SCENE_2_TITLE",
"replace": "Leaves [sweat]"
},
{
"find": "SCENE_3_TITLE",
"replace": "Shade [shields]"
},
{
"find": "SCENE_4_TITLE",
"replace": "Greener is [cooler]"
},
{
"find": "STAT",
"replace": "10"
},
{
"find": "STAT_UNIT",
"replace": "\u00b0C"
},
{
"find": "STAT_LABEL",
"replace": "cooler in the shade"
},
{
"find": "CTA",
"replace": "Follow for more city science"
},
{
"find": "ACCENT",
"replace": "#C4F05C"
}
]
}A 23-second vertical explainer that needs no presenter. Each of four scenes opens on generated footage through a shaped window, with a kinetic title, a progress bar and a counter for the key number. The voiceover is generated scene by scene from your script, and rich captions follow it word by word. Rendering generates the footage, voice and music, which uses credits.
No account needed until you render.
Render with your AI assistant
Add the Shotstack MCP server to your editor, then paste the prompt
| Output | MP4 |
|---|---|
| Size | 1080 × 1920 (9:16) |
| Length | 23.2s |
| Frame rate | 25 fps |
| Tracks / clips | 5 / 14 |
| Assets used | 5 audio, 1 html5, 4 rich-caption, 4 video |
| Soundtrack | no |
| Merge fields | 19 |
Send a merge array with your values for these fields:
| Field | Default value |
|---|---|
{{ TOPIC }} | Why trees cool cities |
{{ HOOK }} | Why are leafy streets cooler? |
{{ SCRIPT_1 }} | Why does a leafy street feel so much cooler? Bare concrete and asphalt soak up sun all day. |
{{ SCRIPT_2 }} | Trees fight back. Their leaves breathe out water, cooling the air like sweat on skin. |
{{ SCRIPT_3 }} | Then there's shade. Shaded ground can be more than ten degrees cooler than ground in full sun. |
{{ SCRIPT_4 }} | More trees, cooler streets. Plant the shade you want to walk in. |
{{ SCENE_1_VISUAL }} | Low tracking shot gliding along a bare asphalt street at midday, heat shimmer rising off the road and bending the white lane markings while harsh sun bleaches the concrete footpath. |
{{ SCENE_2_VISUAL }} | Close shot of broad green leaves backlit by morning sun, a breeze stirs them and fine mist drifts up off the canopy behind, catching the light as it rises. |
{{ SCENE_3_VISUAL }} | Slow push along a tree-lined footpath at noon, the dense canopy throws cool dappled shade that sways across the pavement while the sunlit road beyond glares white. |
{{ SCENE_4_VISUAL }} | Slow aerial rise over a city street lined with leafy trees, the green canopy spreading between rooftops as small figures walk in the shade below, late-afternoon light. |
{{ SCENE_1_TITLE }} | Concrete [bakes] |
{{ SCENE_2_TITLE }} | Leaves [sweat] |
{{ SCENE_3_TITLE }} | Shade [shields] |
{{ SCENE_4_TITLE }} | Greener is [cooler] |
{{ STAT }} | 10 |
{{ STAT_UNIT }} | °C |
{{ STAT_LABEL }} | cooler in the shade |
{{ CTA }} | Follow for more city science |
{{ ACCENT }} | #C4F05C |
Save the JSON above as template.json, then render in the free sandbox:
# Save the JSON above as template.json, then:
curl -X POST https://api.shotstack.io/edit/stage/render \
-H "x-api-key: $SHOTSTACK_API_KEY" \
-H "Content-Type: application/json" \
-d @template.json
# Poll until status is "done", then download response.url
curl https://api.shotstack.io/edit/stage/render/RENDER_ID -H "x-api-key: $SHOTSTACK_API_KEY"import { readFileSync } from 'node:fs';
const headers = { 'x-api-key': process.env.SHOTSTACK_API_KEY, 'Content-Type': 'application/json' };
const edit = JSON.parse(readFileSync('template.json', 'utf8'));
const { response } = await fetch('https://api.shotstack.io/edit/stage/render', {
method: 'POST', headers, body: JSON.stringify(edit)
}).then((r) => r.json());
let render;
do {
await new Promise((r) => setTimeout(r, 3000));
render = (await fetch(`https://api.shotstack.io/edit/stage/render/${response.id}`, { headers }).then((r) => r.json())).response;
} while (!['done', 'failed'].includes(render.status));
console.log(render.status, render.url);import json, os, time, requests
headers = {"x-api-key": os.environ["SHOTSTACK_API_KEY"]}
with open("template.json") as f:
edit = json.load(f)
render_id = requests.post("https://api.shotstack.io/edit/stage/render", json=edit, headers=headers).json()["response"]["id"]
while True:
render = requests.get(f"https://api.shotstack.io/edit/stage/render/{render_id}", headers=headers).json()["response"]
if render["status"] in ("done", "failed"):
break
time.sleep(3)
print(render["status"], render.get("url"))npm install -g @shotstack/cli
export SHOTSTACK_API_KEY=your_sandbox_key
shotstack validate template.json # offline schema check, free
shotstack render template.json --env stage --watchSandbox renders are free and watermarked. Production: the v1 endpoint and key. SDKs
Schedule it against a topic list or feed and post a fresh short every day.
Paste into Claude, ChatGPT or Cursor — your AI assistant builds the workflow around your data.
Node.js, one render per CSV row, wired to this template's 19 merge fields. Setup steps in the header.
Guides: Bulk-create from a CSV · Webhooks · Templates endpoint · Render your first video
AI assistants: Markdown () · · · CLI skill: SKILL.md () · MCP server
Use the 19 merge fields listed above. Send a merge array with your own values for each field and the API swaps them in at render time, so one template can produce thousands of unique videos.
Yes. It renders vertical 1080×1920 (9:16), the format those platforms expect. Change output.size or output.aspectRatio in the JSON if you also need a square or landscape cut.
Yes. Replace the video asset's src with a public URL of your file (MP4 works best). Use trim and length on the clip to pick the part you want, and the template's effects apply to your footage.
This template renders a 1080×1920 (9:16) MP4 that is 23.2 seconds long, built from 14 clips on 5 tracks.