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{
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{
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) format('woff2')}\nhtml,body{width:1080px;height:1080px;margin:0;overflow:hidden}\n#stage{--bg:#EDEBE4;--fg:#141414;--line:rgba(20,20,20,.17);position:relative;width:1080px;height:1080px;overflow:hidden;background:var(--bg);font-family:'Inter',sans-serif}\n.v,.h{position:absolute;background:var(--line)}\n.v{top:60px;width:1px;height:961px;transform-origin:50% 0}\n.h{left:60px;height:1px;width:961px;transform-origin:0 50%}\n#circ{position:absolute;left:420px;top:444px;width:216px;height:216px;border-radius:50%;background:#E3241B}\n.cell{position:absolute;width:360px;height:360px}\n#c0{left:60px;top:60px} #c1{left:420px;top:60px} #c2{left:60px;top:420px} #c3{left:420px;top:420px}\n.mv{position:absolute;inset:0}\n.mask{position:absolute;left:-40px;right:-40px;top:-24px;bottom:-24px;overflow:hidden}\n.gl{position:absolute;font-weight:900;white-space:pre;color:var(--fg)}\n.dg{position:absolute;width:240px;height:240px}\n.dg .gl{color:#E3241B}\n#d0{left:780px;top:300px;transform:translate(-240px,240px)}\n#d1{left:780px;top:540px}\n#rule{position:absolute;left:60px;top:900px;width:960px;height:6px;background:var(--fg);transform-origin:0 50%}\n.info{position:absolute;top:918px;font:600 30px/38px 'Inter';letter-spacing:-0.012em;color:var(--fg)}\n#i0{left:60px;width:300px} #i1{left:420px;width:330px} #i2{left:780px;width:240px}\n",
"js": "const PAPER = '#EDEBE4', INK = '#141414';\nconst EVENT = [...`{{EVENT}}`.toUpperCase()].slice(0, 4), EDITION = [...`{{EDITION}}`.toUpperCase()].slice(0, 2);\nconst MET = {};\n'A0,1565;B80,1216;C40,1416;D80,1336;E80,1154;F80,1119;G40,1420;H80,1328;I80,416;J45,1074;K80,1413;L80,1058;M80,1734;N80,1352;O40,1448;P80,1212;Q40,1448;R80,1258;S64,1275;T40,1264;U80,1284;V0,1536;W0,2124;X0,1518;Y0,1496;Z50,1236;040,1316;132,734;260,1159;350,1216;464,1284;540,1190;640,1242;740,1106;840,1234;940,1242;&46,1374'.split(';').forEach(s => { const [a, w] = s.slice(1).split(','); MET[s[0]] = [+a, +w]; });\n// Line-height equals font size, so the cap top sits 0.13623 em below the line box (Inter: asc 1984, desc 494, cap 1490).\n// Glyphs stand on the cell's bottom grid line and leave a 24 px gutter above the cap height.\nconst CAP = 1490 / 2048, CAP_TOP = 0.13623, GUT = 24;\nconst $ = s => document.querySelector(s);\nconst fit = (chars, cell) => Math.min((cell - GUT) / CAP, ...chars.map(c => (cell - GUT) * 2048 / (MET[c] || [80, 1400])[1]));\nfunction place(el, ch, size, cell) {\n const m = MET[ch] || [80, 1400];\n el.textContent = ch;\n Object.assign(el.style, { fontSize: size + 'px', lineHeight: size + 'px',\n left: (40 - m[0] * size / 2048) + 'px', top: (24 + cell - (CAP_TOP + CAP) * size) + 'px' });\n}\n\nconst LS = fit(EVENT, 360);\nEVENT.forEach((ch, i) => {\n $('#word').insertAdjacentHTML('beforeend',\n `<div class=\"cell\" id=\"c${i}\"><div class=\"mv\" id=\"m${i}\"><div class=\"mask\"><span class=\"gl\" id=\"g${i}\"></span></div></div></div>`);\n place($('#g' + i), ch, LS, 360);\n});\nconst DS = fit(EDITION, 240);\nEDITION.forEach((ch, i) => place($('#dg' + i), ch, DS, 240));\n\nCustomEase.create('snap', 'M0,0 C0.1,0.62 0.16,1.04 0.36,1.04 0.56,1.04 0.62,1 1,1');\nconst info = ['#i0', '#i1', '#i2'].map(s => SplitText.create(s, { type: 'words,chars', mask: 'words' }));\n\n// Flip: capture the row layout (four 2x2-module cells across the top), then hand the DOM its final 2x2 layout.\nconst cells = gsap.utils.toArray('.cell');\ncells.forEach((c, i) => Object.assign(c.style, { left: (60 + 240 * i) + 'px', top: '60px', width: '240px', height: '240px' }));\nconst rowState = Flip.getState(cells);\ncells.forEach(c => c.removeAttribute('style'));\n\n// Beat k counts from the first bar line (negative k is the pickup); fractions interpolate along the grid.\nconst BEATS = '{{BEATS}}'.split(',').map(Number), BARS = '{{BARS}}'.split(',').map(Number);\nconst D = BEATS.findIndex(b => Math.abs(b - BARS[0]) < 0.01);\nconst beat = k => { const i = Math.max(0, Math.min(D + Math.floor(k), BEATS.length - 2));\n return BEATS[i] + (D + k - i) * (BEATS[i + 1] - BEATS[i]); };\nconst HIT = 0.04, at = k => beat(k) - HIT; // snaps start a frame early so they land on the beat\nconst tl = gsap.timeline();\n\n// Pickup: construct the grid, the circle steps along it, info rises off the rule.\ntl.from('.v', { scaleY: 0, duration: 0.7, ease: 'expo.out', stagger: 0.035 }, at(-3))\n .from('.h', { scaleX: 0, duration: 0.7, ease: 'expo.out', stagger: 0.035 }, at(-3) + 0.12)\n .fromTo('#circ', { scale: 0 }, { scale: 1, duration: 0.3, ease: 'snap' }, at(-2))\n .to('#circ', { x: -360, duration: 0.22, ease: 'snap' }, at(-1))\n .from('#rule', { scaleX: 0, duration: 0.5, ease: 'expo.out' }, at(-1))\n .to('#circ', { y: 120, duration: 0.22, ease: 'snap' }, at(0));\ninfo.forEach((sp, k) => tl.from(sp.chars, { yPercent: 110, duration: 0.4, ease: 'snap', stagger: 0.016 }, at(-0.5 + k * 0.25)));\n\n// Bars 1-2: letters rise on sixteenths, then one move per beat: the edition slides in along row 4, and from the\n// second bar line the word splits and re-forms a row down.\nEVENT.forEach((_, i) => tl.from('#g' + i, { yPercent: 110, duration: 0.3, ease: 'snap' }, at(1 + i * 0.25)));\ntl.from('#d0', { x: '+=760', duration: 0.36, ease: 'snap' }, at(2))\n .from('#d1', { x: '+=760', duration: 0.36, ease: 'snap' }, at(3));\n// .mv offsets are in final-layout pixels; the row layout is drawn at 240/360 scale, so a two-module drop is 360.\n[1, 3, 0, 2].forEach((i, k) => tl.to('#m' + i, { y: 360, duration: 0.2, ease: 'snap' }, at(4 + k)));\n\n// Bar 3: cut to ink and reassemble into the 2x2 layout. The 2 and the circle leave on the cut so nothing crosses\n// the incoming letters, then snap back into the right column on the following eighths.\ntl.set('#stage', { '--bg': INK, '--fg': PAPER, '--line': 'rgba(237,235,228,.14)' }, beat(8))\n .set('#d0', { x: 760, y: 0 }, beat(8))\n .set('#circ', { x: 360, y: -760 }, beat(8))\n .add(Flip.from(rowState, { scale: true, duration: 0.45, ease: 'snap' }), at(8))\n .to('.mv', { y: 0, duration: 0.45, ease: 'snap' }, at(8))\n .to('#d0', { x: 0, duration: 0.36, ease: 'snap' }, at(8.5))\n .to('#circ', { y: -360, duration: 0.3, ease: 'snap' }, at(9));\n// The letters permute on the beat (rows swap, columns swap, rotate home) and land home on the stinger.\nconst P = [[[0, 360], [0, 360], [0, -360], [0, -360]], [[360, 360], [-360, 360], [360, -360], [-360, -360]], [[0, 0], [0, 0], [0, 0], [0, 0]]];\nP.forEach((pos, k) => cells.forEach((_, i) => tl.to('#m' + i, { x: pos[i][0], y: pos[i][1], duration: 0.26, ease: 'snap' }, at(10 + k) - 0.04)));\n\n// Bar 4 is the stinger: cut back to paper, then strike the construction lines as it rings out, and hold the poster.\ntl.set('#stage', { '--bg': PAPER, '--fg': INK, '--line': 'rgba(20,20,20,.17)' }, beat(12))\n .to('.v', { scaleY: 0, transformOrigin: '50% 100%', duration: 0.3, ease: 'power3.in', stagger: 0.02 }, at(13))\n .to('.h', { scaleX: 0, transformOrigin: '100% 50%', duration: 0.3, ease: 'power3.in', stagger: 0.02 }, at(14));\n"
},
"start": 0,
"length": 10.04,
"width": 1080,
"height": 1080
}
]
},
{
"clips": [
{
"asset": {
"type": "audio",
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/4bfbbf92-4461-51fd-acb6-a28afa028803.mp3",
"model": "elevenlabs-music",
"prompt": "Tight minimal techno, crisp hi-hats, dry punchy kick and a short metallic stab, 120 BPM, precise and geometric, drums drop in hard after one bar, instrumental only",
"options": {
"forceInstrumental": true
}
},
"start": 0,
"length": 10.04
}
]
}
]
},
"output": {
"format": "mp4",
"size": {
"width": 1080,
"height": 1080
},
"fps": 25
},
"merge": [
{
"find": "EVENT",
"replace": "GRID"
},
{
"find": "EDITION",
"replace": "26"
},
{
"find": "TITLE",
"replace": "Design Systems Summit"
},
{
"find": "CITY",
"replace": "Amsterdam"
},
{
"find": "DATES",
"replace": "14\u201315 Nov"
},
{
"find": "BEATS",
"replace": "0.048,0.548,1.048,1.548,2.048,2.548,3.048,3.548,4.048,4.548,5.048,5.548,6.048,6.548,7.048,7.548,8.048,8.548,9.048,9.548,10.048"
},
{
"find": "BARS",
"replace": "1.548,3.548,5.548,7.548,9.548"
}
]
}A square event announcement in the Swiss International style. Bold red and black type snaps into a strict grid, then settles on the event name, city and dates. Set those fields to announce a conference, launch or meetup. The music is generated from a prompt when you render.
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 × 1080 (1:1) |
| Length | 10s |
| Frame rate | 25 fps |
| Tracks / clips | 2 / 2 |
| Assets used | 1 audio, 1 html5 |
| Soundtrack | no |
| Merge fields | 7 |
Send a merge array with your values for these fields:
| Field | Default value |
|---|---|
{{ EVENT }} | GRID |
{{ EDITION }} | 26 |
{{ TITLE }} | Design Systems Summit |
{{ CITY }} | Amsterdam |
{{ DATES }} | 14–15 Nov |
{{ BEATS }} | 0.048,0.548,1.048,1.548,2.048,2.548,3.048,3.548,4.048,4.548,5.048,5.548,6.048,6.548,7.048,7.548,8.048,8.548,9.048,9.548,10.048 |
{{ BARS }} | 1.548,3.548,5.548,7.548,9.548 |
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
Merge each recipient’s name and details to send everyone their own version.
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 7 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 7 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 1080×1080 (1:1). Set output.aspectRatio to 9:16 or 16:9 in the JSON to produce vertical or landscape versions from the same timeline.
This template renders a 1080×1080 (1:1) MP4 that is 10 seconds long, built from 2 clips on 2 tracks.
Yes. Loop over your data source (a CSV, a database, a webhook payload), send one render request per row with different values, and use a callback URL so Shotstack notifies you when each video is ready.