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class=\"icon\" data-d=\"0.4\" transform=\"translate(1099.8,1415.0) rotate(-9)\"><path d=\"M-16,0 L16,0 L11,7 L-11,7 Z\"/><path d=\"M0,-2 L0,-30 L13,-4 Z\"/><path d=\"M-2,-26 L-12,-5 L-2,-5\"/></g><g class=\"icon\" data-d=\"0\" transform=\"translate(1205.5,661.1) rotate(-9)\"><circle class=\"badge\" r=\"19\"/><rect x=\"-7\" y=\"-10\" width=\"14\" height=\"16\" rx=\"3.5\"/><path d=\"M-7,-2 L7,-2 M-3,10 L-6,13 M3,10 L6,13\"/></g><circle id=\"stFill\" cx=\"1205.5\" cy=\"661.1\" r=\"19\"/><g id=\"trainPaper\" transform=\"translate(1205.5,661.1) rotate(-9)\"><rect x=\"-7\" y=\"-10\" width=\"14\" height=\"16\" rx=\"3.5\"/><path d=\"M-7,-2 L7,-2 M-3,10 L-6,13 M3,10 L6,13\"/></g><circle id=\"stRing\" cx=\"1205.5\" cy=\"661.1\" r=\"19\"/><circle class=\"cdot\" cx=\"1329.6\" cy=\"878.2\" r=\"15\"/><g class=\"icon\" data-d=\"0.30\" transform=\"translate(1329.6,878.2) rotate(-9)\"><path d=\"M-7,-3 L7,-3 L5.5,7 L-5.5,7 Z\"/><path d=\"M7,-1 q5,0 4,4 q-1,3 -5,2\"/><path d=\"M-2,-6 q-2,-3 0,-6 M2,-6 q-2,-3 0,-6\"/></g><circle class=\"cdot\" cx=\"1401.8\" cy=\"869.5\" r=\"15\"/><g class=\"icon\" data-d=\"0.42\" transform=\"translate(1401.8,869.5) rotate(-9)\"><path d=\"M-7,-3 L7,-3 L5.5,7 L-5.5,7 Z\"/><path d=\"M7,-1 q5,0 4,4 q-1,3 -5,2\"/><path d=\"M-2,-6 q-2,-3 0,-6 M2,-6 q-2,-3 0,-6\"/></g><circle class=\"cdot\" cx=\"1475.5\" cy=\"861.4\" r=\"15\"/><g class=\"icon\" data-d=\"0.54\" transform=\"translate(1475.5,861.4) rotate(-9)\"><path d=\"M-7,-3 L7,-3 L5.5,7 L-5.5,7 Z\"/><path d=\"M7,-1 q5,0 4,4 q-1,3 -5,2\"/><path d=\"M-2,-6 q-2,-3 0,-6 M2,-6 q-2,-3 0,-6\"/></g><g class=\"icon\" data-d=\"0.5\" transform=\"translate(488,1325) rotate(-9)\"><circle r=\"24\"/><path d=\"M0,-15 L6.5,11 L0,5.5 L-6.5,11 Z\"/><path d=\"M0,-32 L0,-28\"/></g><text data-d=\"0.00\" class=\"lbl st\" dy=\"5\"><textPath href=\"#lpHarbour\" startOffset=\"4%\">{{STREET}}</textPath></text><text data-d=\"0.07\" class=\"lbl water\"><textPath href=\"#lpWater\" startOffset=\"0%\">{{WATER_NAME}}</textPath></text><text data-d=\"0.14\" class=\"lbl st sm\"><textPath href=\"#lpRiver\" startOffset=\"8%\">MILL RIVER</textPath></text><text data-d=\"0.21\" class=\"lbl st sm\"><textPath href=\"#lpCafe\" startOffset=\"22%\">{{CAFE_STREET}}</textPath></text><text data-d=\"0.28\" class=\"lbl park sm\" dy=\"4\"><textPath href=\"#lpParkB\" startOffset=\"6%\">{{PARK_B}}</textPath></text><text data-d=\"0.35\" class=\"lbl park\" x=\"901.9\" y=\"825.0\" text-anchor=\"middle\" transform=\"rotate(-9 901.9 820.0)\">{{PARK_A}}</text><text data-d=\"0.42\" class=\"lbl stn\" x=\"1175.5\" y=\"639.1\" text-anchor=\"end\" transform=\"rotate(-9 1205.5 661.1)\">{{STATION_NAME}}</text><text data-d=\"0.49\" class=\"lbl st sm\" x=\"1227.0\" y=\"1407.4\" transform=\"rotate(-9 1227.0 1407.4)\">FERRY</text><text data-d=\"0.56\" class=\"lbl st sm\"><textPath href=\"#lpQUAY\" startOffset=\"30%\">QUAY ST</textPath></text><text data-d=\"0.63\" class=\"lbl st sm\"><textPath href=\"#lpHILL\" startOffset=\"45%\">HILL ST</textPath></text><text data-d=\"0.70\" class=\"lbl st sm\"><textPath href=\"#lpBEACH\" startOffset=\"62%\">BEACH RD</textPath></text><text data-d=\"0.77\" class=\"lbl st sm\"><textPath href=\"#lpAvenue\" startOffset=\"12%\">STATION RD</textPath></text><path id=\"ring\" d=\"M1028.2,622.5 A460,460 0 1 1 1028.2,1542.5 A460,460 0 1 1 1028.2,622.5\"/><text id=\"ringLbl\" dy=\"-7\"><textPath href=\"#ring\" startOffset=\"12%\">500 m</textPath></text><path id=\"cafeHi\" d=\"M1292.1,903.8l9.9,-1.3l9.9,-1.3l10,-1.2l9.9,-1.3l9.9,-1.2l10,-1.3l9.9,-1.2l9.9,-1.2l10,-1.2l9.9,-1.1l9.9,-1.2l10,-1.1l9.9,-1.1l10,-1.1l9.9,-1.1l10,-1.1l9.9,-1.1l10,-1l9.9,-1.1l10,-1l9.9,-1l10,-1.1\"/><path id=\"routeCase\" 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id=\"pinShadow\" cx=\"1028.2\" cy=\"1082.5\" rx=\"13\" ry=\"5\"/><circle id=\"ripple\" cx=\"1028.2\" cy=\"1082.5\" r=\"46\"/><g id=\"walker\"><g id=\"walkerIn\"><circle class=\"halo\" r=\"20\"/><circle class=\"wdot\" r=\"10.5\"/><path class=\"wchev\" d=\"M-3.2,-5 L3.4,0 L-3.2,5\"/></g></g><g transform=\"translate(1028.2,1082.5)\"><g id=\"pinRot\"><g id=\"pinDrop\"><path class=\"pinBody\" d=\"M0,0 C0,0 -20,-24 -20,-40 A20,20 0 1 1 20,-40 C20,-24 0,0 0,0 Z\"/><circle class=\"pinDot\" cx=\"0\" cy=\"-40\" r=\"7.5\"/></g></g></g></svg></div></div></div>\n<div id=\"vignette\"></div>\n<div id=\"title\">\n <div id=\"kick\"><svg width=\"46\" height=\"2\"><line id=\"kline\" x1=\"0\" y1=\"1\" x2=\"46\" y2=\"1\"/></svg><span id=\"kickTx\">NEIGHBOURHOOD GUIDE</span></div>\n <div class=\"mask\"><div id=\"addr\">{{ADDRESS}}</div></div>\n <div id=\"sub\">{{SUBURB}}</div>\n</div>\n<div id=\"cards\">\n<div class=\"card\" id=\"c1\"><div class=\"ic\"><svg width=\"72\" height=\"72\" viewBox=\"0 0 72 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Z M47,34 q9,0 7,8 q-2,5 -9,4 M30,25 q-3,-5 0,-10 M38,25 q-3,-5 0,-10\"/></svg></div><div class=\"tx\"><div class=\"mask\"><div class=\"big\" id=\"b3\">{{CAFE_TITLE}}</div></div><div class=\"mask\"><div class=\"small\" id=\"s3\">{{CAFE_SUB}}</div></div></div><div class=\"no\">03</div></div>\n</div>\n<div id=\"caption\">ILLUSTRATIVE MAP</div>\n</div>",
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) 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) format('woff2')}\n:root{--paper:{{PAPER}};--ink:{{INK}};--accent:{{ACCENT}}}\nhtml,body{width:1920px;height:1080px;margin:0;overflow:hidden;background:var(--paper)}\n#stage{position:relative;width:1920px;height:1080px;overflow:hidden;background:var(--paper);color:var(--ink);font-family:'Sans',sans-serif}\n#cam{position:absolute;inset:0;perspective:1800px;perspective-origin:700px 450px}\n#tilt{position:absolute;left:-328px;top:-432px;width:2900px;height:1800px;transform-origin:1028px 1082px}\n#spin{position:absolute;left:0;top:0;width:2900px;height:1800px;transform-origin:1028px 1082px}\n#map{position:absolute;left:0;top:0;overflow:visible}\n#map path,#map circle,#map ellipse,#map rect{fill:none;stroke-linejoin:round}\n.minor{stroke:var(--ink);stroke-width:1.2;opacity:.7}\n.rdO{stroke:var(--ink);stroke-width:10}\n.rdI{stroke:var(--paper);stroke-width:7.2}\n.coast{stroke:var(--ink);stroke-width:1.9}\n.echo{stroke:var(--ink);stroke-width:1}\n.ripple{stroke:var(--ink);stroke-width:1;opacity:.25}\n.rail{stroke:var(--ink);stroke-width:1.1}\n#ties{stroke:var(--ink);stroke-width:1;opacity:0}\n.bank{stroke:var(--ink);stroke-width:1.3}\n.park{stroke:var(--ink);stroke-width:1.2}\n.foot{stroke:var(--ink);stroke-width:1;stroke-dasharray:3 5;opacity:0}\n.tree{stroke:var(--ink);stroke-width:1.1}\n.pier{stroke:var(--ink);stroke-width:1.3}\n#ferry{stroke:var(--ink);stroke-width:1.2;stroke-dasharray:1 7;stroke-linecap:round;opacity:0}\n.icon path,.icon circle,.icon rect{stroke:var(--ink);stroke-width:1.4}\n#map .badge{fill:var(--paper)}\n#map .pfill{fill:var(--accent);opacity:0}\n#map #stFill{fill:var(--accent);stroke:none}\n#trainPaper{opacity:0}\n#trainPaper rect,#trainPaper path{stroke:var(--paper);stroke-width:1.6}\n#stRing{stroke:var(--accent);stroke-width:2;opacity:0}\n#map .cdot{fill:var(--accent);fill-opacity:.2;stroke:var(--accent);stroke-width:1.4}\n.lbl{font-family:'Sans';fill:var(--ink);opacity:0}\n.lbl.st{font-size:14px;font-weight:600;letter-spacing:.24em;text-transform:uppercase;fill-opacity:.7}\n.lbl.sm{font-size:12px}\n.lbl.water{font-size:30px;font-weight:400;letter-spacing:.5em;text-transform:uppercase;fill-opacity:.38}\n.lbl.park{font-size:15px;font-weight:500;letter-spacing:.04em;fill-opacity:.8}\n.lbl.park.sm{font-size:13px}\n.lbl.stn{font-size:17px;font-weight:600;letter-spacing:.01em}\n#ring{stroke:var(--accent);stroke-width:1.5;opacity:.85}\n#ringLbl{font-family:'Sans';font-size:15px;font-weight:600;letter-spacing:.14em;fill:var(--accent);opacity:0}\n#cafeHi{stroke:var(--accent);stroke-width:3.6;stroke-linecap:round}\n#routeCase{stroke:var(--paper);stroke-width:11;stroke-linecap:round}\n#route{stroke:var(--accent);stroke-width:4.4;stroke-linecap:round}\n#map #pinShadow{fill:var(--ink);opacity:0}\n#ripple{stroke:var(--accent);stroke-width:1.6;opacity:0}\n#walkerIn{opacity:0}\n#map #walker .halo{fill:var(--accent);opacity:.2}\n#map #walker .wdot{fill:var(--accent);stroke:var(--paper);stroke-width:2.4}\n#walker .wchev{stroke:var(--paper);stroke-width:2.3;stroke-linecap:round}\n#pinDrop{opacity:0}\n#map .pinBody{fill:var(--accent);stroke:var(--ink);stroke-width:1.5}\n#map .pinDot{fill:var(--paper);stroke:none}\n#vignette{position:absolute;inset:0;pointer-events:none;\n background:radial-gradient(ellipse 980px 470px at 0 0,var(--paper) 45%,rgba(0,0,0,0) 100%),\n radial-gradient(ellipse 66% 72% at 42% 56%,rgba(0,0,0,0) 62%,var(--paper) 100%),\n linear-gradient(180deg,var(--paper) 0px,rgba(0,0,0,0) 150px)}\n#title{position:absolute;left:112px;top:92px}\n#kick{display:flex;align-items:center;gap:16px;font:600 17px/1 'Sans';letter-spacing:.34em;color:var(--accent)}\n#kline{stroke:var(--accent);stroke-width:2}\n.mask{overflow:hidden;padding-bottom:6px}\n#addr{font:500 88px/1.08 'Serif';letter-spacing:-.01em;margin-top:22px;color:var(--ink)}\n#sub{font:400 24px/1 'Sans';letter-spacing:.04em;margin-top:12px;color:var(--ink);opacity:.6}\n#cards{position:absolute;left:1364px;top:318px;width:460px}\n.card{position:relative;display:flex;align-items:center;gap:22px;height:132px;margin-bottom:20px;padding:0 30px 0 26px;box-sizing:border-box;\n background:#FBF8F2;border:1px solid rgba(35,40,44,.12);border-radius:6px;box-shadow:0 18px 40px rgba(35,40,44,.08);opacity:0}\n.ic{width:72px;height:72px;border-radius:50%;background:var(--paper);flex:none}\n.icp{fill:none;stroke:var(--ink);stroke-width:2;stroke-linecap:round;stroke-linejoin:round}\n.big{font:600 34px/1.15 'Sans';letter-spacing:-.01em;color:var(--ink)}\n.small{font:400 20px/1.3 'Sans';color:var(--ink);opacity:.62}\n.no{position:absolute;right:22px;top:18px;font:600 13px/1 'Sans';letter-spacing:.2em;color:var(--accent)}\n#caption{position:absolute;left:112px;bottom:64px;font:600 12px/1 'Sans';letter-spacing:.3em;color:var(--ink);opacity:0}\n",
"js": "\nconst LEN = 10.031, TILT = [34, 24], SPIN = [-7, -2];\n// the music's beat grid in seconds; every cue sits on a beat. LEAD centres the first changed frame on the beat (25 fps)\nconst BEATS = '{{BEATS}}'.split(',').map(Number), BARS = '{{BARS}}'.split(',').map(Number), LEAD = 0.02;\nconst B = k => BEATS[k] - LEAD, BAR = k => BARS[k] - LEAD;\nconst tl = gsap.timeline();\nconst each = (sel, fn) => gsap.utils.toArray(sel).forEach(fn);\nconst draw = (sel, dur, ease, at) => each(sel, el => tl.from(el, { drawSVG: '0%', duration: dur, ease }, at + (+el.dataset.d || 0)));\nconst C = { transformOrigin: '50% 50%' };\n\n// camera: one slow move for the whole piece, pivoting on the address; the pin counter-rotates to stay upright\ntl.fromTo('#tilt', { rotationX: TILT[0], scale: 1.16, y: 30 }, { rotationX: TILT[1], scale: 1.0, y: 0, duration: LEN, ease: 'sine.inOut' }, 0)\n .fromTo('#spin', { rotation: SPIN[0], x: 40, y: 16 }, { rotation: SPIN[1], x: -20, y: -8, duration: LEN, ease: 'sine.inOut' }, 0)\n .fromTo('#pinRot', { rotation: -SPIN[0], transformOrigin: '50% 100%' }, { rotation: -SPIN[1], duration: LEN, ease: 'sine.inOut' }, 0);\n\n// the map writes itself on in two phases, each from a bar: linework outward from the address, then annotations\nconst MAP1 = BAR(0), MAP2 = BAR(1);\ndraw('.coast', 2.2, 'power2.inOut', MAP1);\ndraw('.echo', 2.0, 'power2.inOut', MAP1);\ndraw('.rdO, .rdI', 1.3, 'power2.inOut', MAP1);\ndraw('.minor', 0.8, 'power1.inOut', MAP1);\ndraw('.rail', 1.8, 'power2.inOut', MAP1);\ndraw('.bank', 1.6, 'power2.inOut', MAP1);\ndraw('.park', 1.2, 'power2.inOut', MAP1);\ndraw('.tree', 0.6, 'power1.out', MAP1);\ndraw('.ripple', 0.9, 'power1.out', MAP1);\ndraw('.pier', 0.7, 'power2.out', MAP1);\neach('.icon', el => tl.from(el.querySelectorAll('path,circle,rect'), { drawSVG: '0%', duration: 0.9, ease: 'power2.inOut', stagger: 0.08 }, MAP2 + +el.dataset.d));\ntl.to('#ties', { opacity: 0.55, duration: 0.8, ease: 'power1.out' }, MAP2)\n .to('.foot', { opacity: 0.5, duration: 0.8, ease: 'power1.out' }, MAP2 + 0.4)\n .to('#ferry', { opacity: 0.5, duration: 0.8, ease: 'power1.out' }, MAP2 + 0.6);\neach('.lbl', el => tl.fromTo(el, { opacity: 0, y: 6 }, { opacity: 1, y: 0, duration: 0.7, ease: 'power2.out' }, MAP2 + 0.4 + +el.dataset.d));\n\n// title block, a line a beat\ntl.from('#kickTx', { opacity: 0, x: -10, duration: 0.7, ease: 'power3.out' }, B(0) + 0.05)\n .from('#kline', { drawSVG: '0%', duration: 0.8, ease: 'power3.inOut' }, B(0))\n .from('#addr', { yPercent: 105, duration: 0.95, ease: 'power3.out' }, B(1))\n .from('#sub', { opacity: 0, y: 10, duration: 0.7, ease: 'power2.out' }, B(2))\n .to('#caption', { opacity: 0.4, duration: 0.8, ease: 'power1.out' }, MAP2 + 0.8);\n\n// pin drops on the beat before the walk; its ripple rings out on the bar the walk starts\ntl.fromTo('#pinDrop', { opacity: 0, y: -34, scale: 0.9, transformOrigin: '50% 100%' }, { opacity: 1, y: 0, scale: 1, duration: 0.7, ease: 'power3.out' }, B(3))\n .fromTo('#pinShadow', { opacity: 0, scale: 0.4, ...C }, { opacity: 0.2, scale: 1, duration: 0.7, ease: 'power3.out' }, B(3))\n .fromTo('#ripple', { opacity: 0.8, scale: 0.2, ...C }, { opacity: 0, scale: 1.5, duration: 1.2, ease: 'power2.out', immediateRender: false }, BAR(1));\n\n// walk to the station across one bar: line and marker share one duration and ease, so the marker leads the stroke\nconst WALK = BAR(1), ARRIVE = BAR(2), DUR = ARRIVE - WALK, WEASE = 'power1.inOut';\ntl.to('#walker', { motionPath: { path: '#route', autoRotate: true }, ...C, duration: DUR, ease: WEASE, immediateRender: true }, WALK)\n .fromTo('#walkerIn', { opacity: 0, scale: 0.4, ...C }, { opacity: 1, scale: 1, duration: 0.35, ease: 'power2.out' }, WALK)\n .from('#route, #routeCase', { drawSVG: '0%', duration: DUR, ease: WEASE }, WALK)\n .to('#walkerIn', { opacity: 0, scale: 0.5, duration: 0.35, ease: 'power2.in' }, ARRIVE - 0.05)\n .fromTo('#stFill', { scale: 0, ...C }, { scale: 1, duration: 0.45, ease: 'power3.out' }, ARRIVE)\n .to('#trainPaper', { opacity: 1, duration: 0.3, ease: 'none' }, ARRIVE)\n .fromTo('#stRing', { opacity: 0.9, scale: 1, ...C }, { opacity: 0, scale: 2.6, duration: 1.1, ease: 'power2.out', immediateRender: false }, ARRIVE);\n\n// parks within 500 m: the ring draws from the arrival, each park fills on its own beat\ntl.from('#ring', { drawSVG: '0%', duration: 1.5, ease: 'power2.inOut' }, ARRIVE)\n .to('#ringLbl', { opacity: 1, duration: 0.6, ease: 'power1.out' }, B(9))\n .to('#fillA', { opacity: 0.16, duration: 0.8, ease: 'power1.out' }, B(9))\n .to('#fillB', { opacity: 0.16, duration: 0.8, ease: 'power1.out' }, B(10));\n\n// caf\u00e9 strip: the street strikes on the beat before the bar its caf\u00e9s pop on\ntl.from('#cafeHi', { drawSVG: '0%', duration: 0.9, ease: 'power2.out' }, B(11))\n .fromTo('.cdot', { scale: 0, ...C }, { scale: 1, duration: 0.55, ease: 'back.out(1.8)', stagger: 0.12 }, BAR(3));\n\n// info cards\n[[1, B(5)], [2, B(9)], [3, BAR(3)]].forEach(([n, at]) => {\n tl.fromTo('#c' + n, { opacity: 0, x: 70 }, { opacity: 1, x: 0, duration: 0.9, ease: 'power3.out' }, at)\n .from('#c' + n + ' .icp', { drawSVG: '0%', duration: 0.9, ease: 'power2.inOut', stagger: 0.1 }, at + 0.2)\n .from('#b' + n, { yPercent: 110, duration: 0.7, ease: 'power3.out' }, at + 0.18)\n .from('#s' + n, { yPercent: 110, duration: 0.7, ease: 'power3.out' }, at + 0.28);\n});\n\ntl.fromTo('#ripple', { opacity: 0.6, scale: 0.2 }, { opacity: 0, scale: 1.5, duration: 1.3, ease: 'power2.out', immediateRender: false }, B(13));\n"
},
"start": 0,
"length": 10.031,
"width": 1920,
"height": 1080
}
]
},
{
"clips": [
{
"asset": {
"type": "audio",
"src": "https://cdn.shotstack.io/au/v1/generations/wzr6y0wtti/1d7315cc-c493-54a8-85eb-3ddeae940c9a.mp3",
"model": "elevenlabs-music",
"prompt": "Warm fingerpicked acoustic guitar with light brushed percussion and soft upright bass, 96 BPM, relaxed neighbourhood stroll on a sunny morning, instrumental only",
"options": {
"forceInstrumental": true
}
},
"start": 0,
"length": 10.031
}
]
}
]
},
"output": {
"format": "mp4",
"size": {
"width": 1920,
"height": 1080
},
"fps": 25
},
"merge": [
{
"find": "ADDRESS",
"replace": "12 Harbour St"
},
{
"find": "STREET",
"replace": "Harbour St"
},
{
"find": "SUBURB",
"replace": "Harbourside"
},
{
"find": "WALK_TIME",
"replace": "5 min walk"
},
{
"find": "WALK_TO",
"replace": "to the station"
},
{
"find": "PARKS",
"replace": "2 parks"
},
{
"find": "PARKS_RANGE",
"replace": "within 500 m"
},
{
"find": "CAFE_TITLE",
"replace": "Caf\u00e9 strip"
},
{
"find": "CAFE_SUB",
"replace": "Wharf Lane, 3 min away"
},
{
"find": "STATION_NAME",
"replace": "Harbour Station"
},
{
"find": "PARK_A",
"replace": "Fig Tree Park"
},
{
"find": "PARK_B",
"replace": "Bay Reserve"
},
{
"find": "CAFE_STREET",
"replace": "Wharf Lane"
},
{
"find": "WATER_NAME",
"replace": "The Harbour"
},
{
"find": "PAPER",
"replace": "#F2ECE0"
},
{
"find": "INK",
"replace": "#23282C"
},
{
"find": "ACCENT",
"replace": "#CF6436"
},
{
"find": "BEATS",
"replace": "0.361,0.986,1.611,2.236,2.861,3.486,4.111,4.736,5.361,5.986,6.611,7.236,7.861,8.486,9.111,9.736"
},
{
"find": "BARS",
"replace": "0.361,2.861,5.361,7.861"
}
]
}A neighbourhood guide for property listings. A line-drawn map writes itself on, a route draws from the front door, and cards show the walk time, parks and cafés nearby. Change the address and amenities for each listing. 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 | 1920 × 1080 (16:9) |
| Length | 10s |
| Frame rate | 25 fps |
| Tracks / clips | 2 / 2 |
| Assets used | 1 audio, 1 html5 |
| Soundtrack | no |
| Merge fields | 19 |
Send a merge array with your values for these fields:
| Field | Default value |
|---|---|
{{ ADDRESS }} | 12 Harbour St |
{{ STREET }} | Harbour St |
{{ SUBURB }} | Harbourside |
{{ WALK_TIME }} | 5 min walk |
{{ WALK_TO }} | to the station |
{{ PARKS }} | 2 parks |
{{ PARKS_RANGE }} | within 500 m |
{{ CAFE_TITLE }} | Café strip |
{{ CAFE_SUB }} | Wharf Lane, 3 min away |
{{ STATION_NAME }} | Harbour Station |
{{ PARK_A }} | Fig Tree Park |
{{ PARK_B }} | Bay Reserve |
{{ CAFE_STREET }} | Wharf Lane |
{{ WATER_NAME }} | The Harbour |
{{ PAPER }} | #F2ECE0 |
{{ INK }} | #23282C |
{{ ACCENT }} | #CF6436 |
{{ BEATS }} | 0.361,0.986,1.611,2.236,2.861,3.486,4.111,4.736,5.361,5.986,6.611,7.236,7.861,8.486,9.111,9.736 |
{{ BARS }} | 0.361,2.861,5.361,7.861 |
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
One render is a demo. A video for every row of your data is the workflow.
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. This template renders 1920×1080 by default. Set output.resolution to "1080" or output.size to a larger 16:9 size in the JSON; the layout scales with it.
This template renders a 1920×1080 (16:9) 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.