{
"timeline": {
"background": "#13201a",
"tracks": [
{
"clips": [
{
"asset": {
"type": "html5",
"html": "<div class=\"hole\"></div><svg class=\"ring\" viewBox=\"0 0 460 460\"><circle cx=\"230\" cy=\"230\" r=\"226\"/></svg>",
"css": "html,body{width:460px;height:460px;overflow:hidden}.hole{position:absolute;inset:0;background:radial-gradient(circle at 50% 50%,rgba(19,32,26,0) 189px,#13201a 190px)}.ring{position:absolute;inset:0;width:460px;height:460px;transform:rotate(-90deg)}.ring circle{fill:none;stroke:#c9a96e;stroke-width:2;stroke-dasharray:1420;stroke-dashoffset:1420}",
"js": "const tl = gsap.timeline();\ntl.fromTo('.ring circle', {strokeDashoffset: 1420}, {strokeDashoffset: 0, duration: 1.2, ease: 'power2.inOut'}, 0.3);\ntl.to({}, {duration: 3.301 - tl.duration()});"
},
"start": 18.705,
"length": 3.301,
"width": 460,
"height": 460,
"offset": {
"x": 0.0,
"y": 0.17188
}
}
]
},
{
"clips": [
{
"asset": {
"type": "image",
"src": "https://shotstack-assets.s3-ap-southeast-2.amazonaws.com/images/real-estate-agent-male.jpg"
},
"start": 18.705,
"length": 3.301,
"fit": "contain",
"offset": {
"x": 0.0,
"y": 0.17188
},
"opacity": [
{
"from": 0,
"to": 1,
"start": 0,
"length": 0.6,
"interpolation": "bezier",
"easing": "easeOutSine"
}
],
"scale": [
{
"from": 0.33333,
"to": 0.35185,
"start": 0,
"length": 0.8,
"interpolation": "bezier",
"easing": "easeOutCubic"
}
]
}
]
},
{
"clips": [
{
"asset": {
"type": "html5",
"html": "\n<div class=\"shade\"></div><div class=\"dim\"></div>\n<div class=\"window\"></div>\n<div class=\"mark\"><div class=\"mark-name\">{{AGENCY}}</div><div class=\"mark-rule\"></div></div>\n\n<div class=\"info\">\n <div class=\"status\">{{STATUS}}</div>\n <div class=\"addr split\">{{ADDRESS}}</div>\n <div class=\"sub\">{{SUBURB}}</div>\n <div class=\"rule\"></div>\n <div class=\"sale\">{{SALE_METHOD}} · {{SALE_DATE}}</div>\n <div class=\"price\">{{PRICE}}</div>\n</div>\n\n<div class=\"panel\">\n <div class=\"vline\"></div><div class=\"hline\"></div>\n <div class=\"stat s0\"><img src=\"data:image/png;base64,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\" alt=\"\"><div class=\"num\">{{BEDS}}</div><div class=\"lab\">Bedrooms</div></div>\n <div class=\"stat s1\"><img src=\"data:image/png;base64,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\" alt=\"\"><div class=\"num\">{{BATHS}}</div><div class=\"lab\">Bathrooms</div></div>\n <div class=\"stat s2\"><img src=\"data:image/png;base64,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\" alt=\"\"><div class=\"num\">{{CARS}}</div><div class=\"lab\">Car spaces</div></div>\n <div class=\"stat s3\"><img src=\"data:image/png;base64,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\" alt=\"\"><div class=\"num\">{{LAND}}</div><div class=\"lab\">Land</div></div>\n</div>\n\n<div class=\"feature f0\"><div class=\"idx\">01<span></span></div><div class=\"ftext split\">{{FEATURE_1}}</div></div>\n<div class=\"feature f1\"><div class=\"idx\">02<span></span></div><div class=\"ftext split\">{{FEATURE_2}}</div></div>\n<div class=\"feature f2\"><div class=\"idx\">03<span></span></div><div class=\"ftext split\">{{FEATURE_3}}</div></div>\n\n<div class=\"auction\">\n <div class=\"label a-label\">{{SALE_METHOD}}</div>\n <div class=\"a-date split\">{{SALE_DATE}}</div>\n <div class=\"a-rule\"></div>\n <div class=\"label i-label\">Inspect</div>\n <div class=\"i-time split\">{{INSPECT}}</div>\n <div class=\"a-price\">{{PRICE}}</div>\n</div>\n\n<div class=\"curtain\"><i class=\"lead\"></i><i class=\"trail\"></i></div>\n\n<div class=\"card\">\n <div class=\"c-head\"></div>\n <div class=\"c-name split\">{{AGENT_NAME}}</div>\n <div class=\"label c-title\">{{AGENT_TITLE}}</div>\n <div class=\"c-phone\">{{AGENT_PHONE}}</div>\n <div class=\"c-rule\"></div>\n <div class=\"c-mark\">{{AGENCY}}</div>\n</div>\n<div class=\"edge\"></div>\n",
"css": 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) 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52px}\n.i-time{font-family:P;font-size:68px;line-height:1.1;margin-top:24px}\n.a-price{font-size:40px;color:#c9a96e;margin-top:56px;opacity:0}\n.auction .label{opacity:0}\n\n.curtain{position:absolute;inset:0;background:#13201a}\n.curtain i{position:absolute;top:0;bottom:0;width:4px;background:#c9a96e}\n.curtain .lead{right:0}.curtain .trail{left:0}\n\n.card{position:absolute;inset:0;background:#13201a;clip-path:inset(0 100% 0 0);display:flex;flex-direction:column;align-items:center;padding-top:400px}\n.c-head{width:460px;height:460px}\n.c-name{font-family:P;font-size:88px;line-height:1.1;margin-top:64px}\n.c-title{margin-top:22px;opacity:0}\n.c-phone{font-size:52px;letter-spacing:.04em;margin-top:40px;opacity:0}\n.c-rule{margin:64px 0 44px}\n.c-mark{opacity:0}\n.edge{position:absolute;top:0;bottom:0;left:0;width:4px;background:#c9a96e;opacity:0}\n\n.m{display:inline-block;overflow:hidden;vertical-align:top;padding:0 .04em .2em;margin-bottom:-.2em}\n.w{display:inline-block}\n.mark-name,.status,.sub,.sale,.price{opacity:0}\n",
"js": "\nconst BAR = 2.0005, BEAT = 0.5001, END = 22.006;\nconst T = (bar, beats = 0) => bar * BAR + beats * BEAT;\nconst qa = (s) => [...document.querySelectorAll(s)];\nconst esc = (s) => s.replace(/[&<>]/g, (c) => ({'&': '&', '<': '<', '>': '>'}[c]));\n\n// Words rise out of their own masks; the text is the merged value, split here rather than in the template.\nqa('.split').forEach((el) => {\n el.innerHTML = el.textContent.trim().split(/\\s+/).map((w) => `<span class=\"m\"><span class=\"w\">${esc(w)}</span></span>`).join(' ');\n});\nconst words = (s) => qa(s + ' .w');\n\nconst tl = gsap.timeline();\nconst rise = (s, at, stagger = 0.06) => tl.fromTo(words(s), {yPercent: 115}, {yPercent: 0, duration: 0.8, ease: 'expo.out', stagger}, at);\nconst fall = (s, at) => tl.fromTo(words(s), {yPercent: 0}, {yPercent: -115, duration: 0.35, ease: 'power2.in', stagger: 0.03, immediateRender: false}, at);\nconst fadeUp = (s, at, d = 0.6) => tl.fromTo(s, {opacity: 0, y: 24}, {opacity: 1, y: 0, duration: d, ease: 'power3.out'}, at);\nconst draw = (s, at, d = 0.7) => tl.fromTo(s, {scaleX: 0}, {scaleX: 1, duration: d, ease: 'power3.inOut'}, at);\n// The photo underneath changes on the bar line while the curtain covers the frame.\nfunction curtain(at) {\n tl.fromTo('.curtain', {xPercent: -101}, {xPercent: 0, duration: 0.32, ease: 'power2.in', immediateRender: false}, at - 0.32);\n tl.fromTo('.curtain', {xPercent: 0}, {xPercent: 101, duration: 0.45, ease: 'power3.out', immediateRender: false}, at);\n}\ntl.set('.curtain', {xPercent: -101}, 0);\n// Numbers count up from zero to the merged value, keeping its words and units.\nfunction count(el, at) {\n const text = el.textContent.trim(), m = text.match(/\\d[\\d,]*(\\.\\d+)?/);\n if (!m) return;\n const target = parseFloat(m[0].replace(/,/g, '')), dp = m[1] ? m[1].length - 1 : 0;\n const head = text.slice(0, m.index), tail = text.slice(m.index + m[0].length), o = {v: 0};\n tl.fromTo(o, {v: 0}, {v: target, duration: 0.9, ease: 'power2.out', onUpdate: () => {\n el.textContent = head + o.v.toLocaleString('en-AU', {minimumFractionDigits: dp, maximumFractionDigits: dp}) + tail;\n }}, at);\n}\n\n// Bars 0-1: the photo opens from a framed window to full bleed, then the listing's details arrive.\nfadeUp('.mark-name', 0.05, 0.8); draw('.mark-rule', 0.3);\nfadeUp('.status', 0.3); rise('.addr', 0.55);\ntl.fromTo('.window', {top: 220, left: 80, right: 80, bottom: 780}, {top: 0, left: 0, right: 0, bottom: 0, duration: 1.1, ease: 'power3.inOut'}, T(0, 2));\ntl.fromTo('.shade', {opacity: 0}, {opacity: 1, duration: 1.1, ease: 'power2.inOut'}, T(0, 2));\nfadeUp('.sub', T(1)); draw('.rule', T(1, 0.5)); fadeUp('.sale', T(1, 1)); fadeUp('.price', T(1, 1.5));\ntl.set('.info', {opacity: 0}, T(2));\n\n// Bars 2-3, from the track's biggest jump: the living room cuts in and the panel brings the numbers, which hold.\ntl.fromTo('.panel', {yPercent: 105}, {yPercent: 0, duration: 0.6, ease: 'power4.out'}, T(2));\ntl.fromTo('.vline', {scaleY: 0}, {scaleY: 1, duration: 0.7, ease: 'power3.inOut'}, T(2, 0.5));\ntl.fromTo('.hline', {scaleX: 0}, {scaleX: 1, duration: 0.7, ease: 'power3.inOut'}, T(2, 0.5));\nqa('.stat').forEach((el, k) => { fadeUp(el, T(2, 0.5 + k * 0.5), 0.5); count(el.querySelector('.num'), T(2, 0.5 + k * 0.5)); });\ntl.fromTo('.panel', {yPercent: 0}, {yPercent: 105, duration: 0.4, ease: 'power2.in', immediateRender: false}, T(4) - 0.6);\n\n// Bars 4-6: one selling point per photo.\n[0, 1, 2].forEach((k) => {\n const at = T(4 + k), f = '.f' + k;\n curtain(at);\n fadeUp(f + ' .idx', at + 0.35, 0.5); rise(f + ' .ftext', at + 0.45);\n fall(f + ' .ftext', at + 1.45); tl.to(f + ' .idx', {opacity: 0, duration: 0.25}, at + 1.45);\n});\n\n// Bars 7-8: the front again, closer, with the sale and the inspection.\ncurtain(T(7));\ntl.fromTo('.dim', {opacity: 0}, {opacity: 1, duration: 0.8, ease: 'power2.out'}, T(7, 0.5));\nfadeUp('.a-label', T(7, 1)); rise('.a-date', T(7, 1.25)); draw('.a-rule', T(8));\nfadeUp('.i-label', T(8, 0.5)); rise('.i-time', T(8, 0.75)); fadeUp('.a-price', T(8, 1.5));\n\n// Bars 9-10: the agent's card closes the film and holds; the headshot and its ring are clips above this page.\ntl.fromTo('.card', {clipPath: 'inset(0 100% 0 0)'}, {clipPath: 'inset(0 0% 0 0)', duration: 0.7, ease: 'power3.inOut'}, T(9));\ntl.fromTo('.edge', {x: 0, opacity: 1}, {x: 1076, duration: 0.7, ease: 'power3.inOut', immediateRender: false}, T(9));\ntl.set('.edge', {opacity: 0}, T(9) + 0.7);\nrise('.c-name', T(9, 1.5)); fadeUp('.c-title', T(9, 2)); fadeUp('.c-phone', T(9, 2.5));\ndraw('.c-rule', T(10)); fadeUp('.c-mark', T(10, 0.5));\ntl.to({}, {duration: END - tl.duration()});\n"
},
"start": 0,
"length": 22.006,
"width": 1080,
"height": 1920
}
]
},
{
"clips": [
{
"asset": {
"type": "image",
"src": "https://shotstack-content.s3-ap-southeast-2.amazonaws.com/real-estate/listing-1-image-1.jpeg"
},
"start": 0.0,
"length": 4.0009,
"fit": "crop",
"scale": [
{
"from": 1.2,
"to": 1.04,
"start": 0,
"length": 4.001,
"interpolation": "bezier",
"easing": "easeOutSine"
}
]
},
{
"asset": {
"type": "image",
"src": "https://shotstack-content.s3-ap-southeast-2.amazonaws.com/real-estate/listing-1-image-2.jpeg"
},
"start": 4.001,
"length": 4.0009,
"fit": "crop",
"scale": [
{
"from": 1.12,
"to": 1.0,
"start": 0,
"length": 4.001,
"interpolation": "bezier",
"easing": "easeOutSine"
}
]
},
{
"asset": {
"type": "image",
"src": "https://shotstack-content.s3-ap-southeast-2.amazonaws.com/real-estate/listing-1-image-3.jpeg"
},
"start": 8.002,
"length": 2.0009,
"fit": "crop",
"scale": [
{
"from": 1.16,
"to": 1.02,
"start": 0,
"length": 2.001,
"interpolation": "bezier",
"easing": "easeOutSine"
}
]
},
{
"asset": {
"type": "image",
"src": "https://shotstack-content.s3-ap-southeast-2.amazonaws.com/real-estate/listing-1-image-4.jpeg"
},
"start": 10.003,
"length": 1.9999,
"fit": "crop",
"scale": [
{
"from": 1.12,
"to": 1.12,
"start": 0,
"length": 2.0,
"interpolation": "bezier",
"easing": "easeOutSine"
}
],
"offset": {
"x": [
{
"from": -0.03,
"to": 0.03,
"start": 0,
"length": 2.0,
"interpolation": "bezier",
"easing": "easeInOutSine"
}
],
"y": 0
}
},
{
"asset": {
"type": "image",
"src": "https://shotstack-content.s3-ap-southeast-2.amazonaws.com/real-estate/listing-1-image-5.jpeg"
},
"start": 12.003,
"length": 2.0009,
"fit": "crop",
"scale": [
{
"from": 1.0,
"to": 1.14,
"start": 0,
"length": 2.001,
"interpolation": "bezier",
"easing": "easeOutSine"
}
]
},
{
"asset": {
"type": "image",
"src": "https://shotstack-content.s3-ap-southeast-2.amazonaws.com/real-estate/listing-1-image-1.jpeg"
},
"start": 14.004,
"length": 8.002,
"fit": "crop",
"scale": [
{
"from": 1.32,
"to": 1.2,
"start": 0,
"length": 8.002,
"interpolation": "bezier",
"easing": "easeOutSine"
}
]
}
]
},
{
"clips": [
{
"asset": {
"type": "audio",
"src": "https://templates.shotstack.io/just-listed-reel/ac53b1b9-4357-463f-8f75-eae9f0f6337b/source.mp3",
"trim": 12.097,
"volume": [
{
"from": 1,
"to": 0,
"start": 21.006,
"length": 1.0,
"interpolation": "bezier",
"easing": "easeInQuad"
}
]
},
"start": 0,
"length": 22.006
}
]
}
]
},
"output": {
"format": "mp4",
"size": {
"width": 1080,
"height": 1920
},
"fps": 25
},
"merge": [
{
"find": "AGENCY",
"replace": "Halden & Vey"
},
{
"find": "STATUS",
"replace": "Just listed"
},
{
"find": "ADDRESS",
"replace": "14 Kestrel Avenue"
},
{
"find": "SUBURB",
"replace": "Mosman NSW 2088"
},
{
"find": "SALE_METHOD",
"replace": "Auction"
},
{
"find": "SALE_DATE",
"replace": "Saturday 14 November, 11am"
},
{
"find": "PRICE",
"replace": "Guide $4.8m – $5.2m"
},
{
"find": "BEDS",
"replace": "5"
},
{
"find": "BATHS",
"replace": "4"
},
{
"find": "CARS",
"replace": "3"
},
{
"find": "LAND",
"replace": "1,012 m²"
},
{
"find": "FEATURE_1",
"replace": "North-facing pool and terrace"
},
{
"find": "FEATURE_2",
"replace": "Level lawn beside the pool"
},
{
"find": "FEATURE_3",
"replace": "Walk to Balmoral Beach"
},
{
"find": "INSPECT",
"replace": "Saturday 11:00–11:30am"
},
{
"find": "AGENT_NAME",
"replace": "Daniel Tan"
},
{
"find": "AGENT_TITLE",
"replace": "Principal"
},
{
"find": "AGENT_PHONE",
"replace": "0491 570 156"
}
]
}A 22-second vertical listing video, every cut on the beat of its music.
Change the fields to make it yours: status, address, suburb, sale method and date, price guide, beds, baths, car spaces, land, three selling points, inspection time, the agent's name, title and phone, and the agency. Swap the five photos and the headshot for your own.
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 | 22s |
| Frame rate | 25 fps |
| Tracks / clips | 5 / 10 |
| Assets used | 1 audio, 2 html5, 7 image |
| Soundtrack | no |
| Merge fields | 18 |
Send a merge array with your values for these fields:
| Field | Default value |
|---|---|
{{ AGENCY }} | Halden & Vey |
{{ STATUS }} | Just listed |
{{ ADDRESS }} | 14 Kestrel Avenue |
{{ SUBURB }} | Mosman NSW 2088 |
{{ SALE_METHOD }} | Auction |
{{ SALE_DATE }} | Saturday 14 November, 11am |
{{ PRICE }} | Guide $4.8m – $5.2m |
{{ BEDS }} | 5 |
{{ BATHS }} | 4 |
{{ CARS }} | 3 |
{{ LAND }} | 1,012 m² |
{{ FEATURE_1 }} | North-facing pool and terrace |
{{ FEATURE_2 }} | Level lawn beside the pool |
{{ FEATURE_3 }} | Walk to Balmoral Beach |
{{ INSPECT }} | Saturday 11:00–11:30am |
{{ AGENT_NAME }} | Daniel Tan |
{{ AGENT_TITLE }} | Principal |
{{ AGENT_PHONE }} | 0491 570 156 |
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 18 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 18 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. The template uses 7 images; replace each image asset's src with a public URL of your own file (JPG, PNG or WebP). Keep the timing and effects, or adjust them per clip.
This template renders a 1080×1920 (9:16) MP4 that is 22 seconds long, built from 10 clips on 5 tracks.