mirror of
https://github.com/heygen-com/hyperframes.git
synced 2026-09-10 22:20:14 +00:00
## Summary - Run `oxfmt .` across the entire codebase to establish formatted baseline - 299 files changed — mechanical formatting only, no logic changes - Double quotes, semicolons, 2-space indent, trailing commas, 100 print width Part 3/4 of [VA-851](https://linear.app/heygen/issue/VA-851/pre-migration-configure-eslint-prettier-and-conventional-commits) ## Test plan - [x] `pnpm format:check` — all 426 files pass - [x] `pnpm -r typecheck` — all packages pass - [x] `pnpm build` — all packages build - [x] All 348 tests pass
1088 lines
181 KiB
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1088 lines
181 KiB
HTML
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<style data-hyperframes-deterministic-fonts="true">
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@font-face {
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font-family: "IBM Plex Mono";
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")
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format("woff2");
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font-style: normal;
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font-weight: 400;
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font-display: block;
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}
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@font-face {
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font-family: "IBM Plex Mono";
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src: 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")
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format("woff2");
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font-style: normal;
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font-weight: 700;
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font-display: block;
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}
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@font-face {
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font-family: "Courier New";
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src: 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")
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format("woff2");
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font-style: normal;
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font-weight: 400;
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font-display: block;
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}
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@font-face {
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font-family: "Courier New";
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src: 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")
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format("woff2");
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font-style: normal;
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font-weight: 700;
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font-display: block;
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}
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@font-face {
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font-family: "Courier";
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src: 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")
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format("woff2");
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font-style: normal;
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font-weight: 400;
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font-display: block;
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}
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@font-face {
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font-family: "Courier";
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src: 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")
|
|
format("woff2");
|
|
font-style: normal;
|
|
font-weight: 700;
|
|
font-display: block;
|
|
}
|
|
</style>
|
|
<meta charset="UTF-8" />
|
|
<meta name="viewport" content="width=device-width, initial-scale=1.0" />
|
|
<title>Editor Agent - Sol LeWitt Style</title>
|
|
<script src="https://cdnjs.cloudflare.com/ajax/libs/gsap/3.12.2/gsap.min.js"></script>
|
|
<style>
|
|
body,
|
|
html {
|
|
margin: 0;
|
|
padding: 0;
|
|
width: 1080px;
|
|
height: 1920px;
|
|
background-color: #f5f1ea;
|
|
overflow: hidden;
|
|
font-family: "IBM Plex Mono", "Courier New", Courier, monospace;
|
|
}
|
|
|
|
#main-canvas {
|
|
width: 1080px;
|
|
height: 1920px;
|
|
position: relative;
|
|
overflow: hidden;
|
|
background: linear-gradient(180deg, #f6f1e8 0%, #efe8de 100%);
|
|
}
|
|
|
|
#bg-grid-comp,
|
|
#mg-overlays-comp,
|
|
#captions-comp,
|
|
#aroll-frame {
|
|
position: absolute;
|
|
top: 0;
|
|
left: 0;
|
|
width: 1080px;
|
|
height: 1920px;
|
|
}
|
|
|
|
#bg-grid-comp {
|
|
z-index: 0;
|
|
}
|
|
|
|
#aroll-frame {
|
|
top: 188px;
|
|
left: 108px;
|
|
width: 756px;
|
|
height: 1180px;
|
|
background: #111111;
|
|
overflow: hidden;
|
|
border: 2px solid #1d1d1d;
|
|
box-shadow: 0 22px 48px rgba(17, 17, 17, 0.16);
|
|
z-index: 10;
|
|
}
|
|
|
|
#aroll-frame::before {
|
|
content: "";
|
|
position: absolute;
|
|
inset: 14px;
|
|
border: 1px solid rgba(255, 255, 255, 0.28);
|
|
pointer-events: none;
|
|
z-index: 3;
|
|
}
|
|
|
|
#aroll-video,
|
|
#aroll-frame img.__render_frame__,
|
|
#aroll-frame img.__preview_render_frame__ {
|
|
position: absolute;
|
|
inset: 0;
|
|
width: 100%;
|
|
height: 100%;
|
|
object-fit: cover;
|
|
filter: saturate(0.88) contrast(1.06) brightness(0.97);
|
|
}
|
|
|
|
.frame-meta {
|
|
position: absolute;
|
|
left: 18px;
|
|
right: 18px;
|
|
display: flex;
|
|
justify-content: space-between;
|
|
align-items: center;
|
|
color: rgba(255, 255, 255, 0.9);
|
|
font-size: 18px;
|
|
letter-spacing: 0.18em;
|
|
text-transform: uppercase;
|
|
z-index: 4;
|
|
pointer-events: none;
|
|
}
|
|
|
|
.frame-meta.top {
|
|
top: 18px;
|
|
}
|
|
|
|
.frame-meta.bottom {
|
|
bottom: 18px;
|
|
}
|
|
|
|
#mg-overlays-comp {
|
|
z-index: 20;
|
|
}
|
|
|
|
#captions-comp {
|
|
z-index: 30;
|
|
pointer-events: none;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] {
|
|
width: 1080px;
|
|
height: 1920px;
|
|
background:
|
|
linear-gradient(180deg, rgba(255, 255, 255, 0.42) 0%, rgba(255, 255, 255, 0) 24%),
|
|
linear-gradient(180deg, #f7f2e9 0%, #efe8dd 100%);
|
|
position: relative;
|
|
overflow: hidden;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .grid-container {
|
|
position: absolute;
|
|
inset: 0;
|
|
z-index: 1;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .wash-container {
|
|
position: absolute;
|
|
inset: 0;
|
|
z-index: 0;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .wash-band {
|
|
position: absolute;
|
|
opacity: 0;
|
|
mix-blend-mode: multiply;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .grid-line {
|
|
position: absolute;
|
|
background-color: #1e1e1e;
|
|
opacity: 0;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .grid-line.horizontal {
|
|
height: 1px;
|
|
width: 100%;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .grid-line.vertical {
|
|
width: 1px;
|
|
height: 100%;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .cubes-container {
|
|
position: absolute;
|
|
inset: 0;
|
|
z-index: 2;
|
|
pointer-events: none;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .cube-cell {
|
|
position: absolute;
|
|
display: flex;
|
|
align-items: center;
|
|
justify-content: center;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .cube-svg {
|
|
width: 74%;
|
|
height: 74%;
|
|
overflow: visible;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .cube-path {
|
|
fill: none;
|
|
stroke: #1e1e1e;
|
|
stroke-width: 1.8;
|
|
stroke-linecap: round;
|
|
stroke-linejoin: round;
|
|
}
|
|
|
|
[data-composition-id="bg-grid-comp"] .cube-face {
|
|
opacity: 0;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] .overlay-container {
|
|
width: 1080px;
|
|
height: 1920px;
|
|
position: relative;
|
|
color: #1e1e1e;
|
|
font-family: "IBM Plex Mono", monospace;
|
|
pointer-events: none;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] #system-kicker {
|
|
position: absolute;
|
|
top: 78px;
|
|
left: 108px;
|
|
z-index: 120;
|
|
font-size: 20px;
|
|
letter-spacing: 0.26em;
|
|
text-transform: uppercase;
|
|
opacity: 0;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] #drawing-canvas {
|
|
position: absolute;
|
|
inset: 0;
|
|
width: 100%;
|
|
height: 100%;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] .content-block {
|
|
position: absolute;
|
|
opacity: 0;
|
|
z-index: 100;
|
|
padding-top: 18px;
|
|
border-top: 2px solid #1e1e1e;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] .content-block.align-right {
|
|
text-align: right;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] #content-2 {
|
|
border-top-color: #3377bb;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] .eyebrow {
|
|
font-size: 18px;
|
|
text-transform: uppercase;
|
|
letter-spacing: 0.22em;
|
|
color: rgba(30, 30, 30, 0.72);
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] .stat-number {
|
|
margin-top: 10px;
|
|
font-size: 132px;
|
|
font-weight: 700;
|
|
line-height: 0.92;
|
|
color: #1e1e1e;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] .stat-label {
|
|
margin-top: 16px;
|
|
font-size: 30px;
|
|
line-height: 1.2;
|
|
text-transform: uppercase;
|
|
letter-spacing: 0.08em;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] .stat-note {
|
|
margin-top: 14px;
|
|
font-size: 22px;
|
|
line-height: 1.45;
|
|
color: rgba(30, 30, 30, 0.72);
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] .draw-line {
|
|
stroke-dasharray: 1400;
|
|
stroke-dashoffset: 1400;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] #content-1 .stat-number {
|
|
color: #cc3333;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] #content-2 .stat-number {
|
|
color: #3377bb;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] #content-2 .stat-label {
|
|
font-size: 24px;
|
|
}
|
|
|
|
[data-composition-id="mg-overlays-comp"] #content-2 .stat-note {
|
|
font-size: 19px;
|
|
line-height: 1.38;
|
|
}
|
|
|
|
[data-composition-id="captions-comp"] {
|
|
width: 1080px;
|
|
height: 1920px;
|
|
position: relative;
|
|
pointer-events: none;
|
|
}
|
|
|
|
[data-composition-id="captions-comp"] #captions-rail {
|
|
position: absolute;
|
|
left: 108px;
|
|
bottom: 118px;
|
|
width: 864px;
|
|
min-height: 258px;
|
|
border-top: 2px solid #1e1e1e;
|
|
padding-top: 18px;
|
|
background: linear-gradient(
|
|
180deg,
|
|
rgba(245, 241, 234, 0) 0%,
|
|
rgba(245, 241, 234, 0.88) 18%,
|
|
rgba(245, 241, 234, 0.97) 100%
|
|
);
|
|
}
|
|
|
|
[data-composition-id="captions-comp"] #captions-kicker {
|
|
font-family: "IBM Plex Mono", monospace;
|
|
font-size: 18px;
|
|
font-weight: 700;
|
|
letter-spacing: 0.24em;
|
|
text-transform: uppercase;
|
|
color: rgba(30, 30, 30, 0.64);
|
|
}
|
|
|
|
[data-composition-id="captions-comp"] #captions-container {
|
|
position: relative;
|
|
margin-top: 18px;
|
|
width: 100%;
|
|
min-height: 184px;
|
|
}
|
|
|
|
[data-composition-id="captions-comp"] .caption-line {
|
|
font-family: "IBM Plex Mono", monospace;
|
|
font-size: 56px;
|
|
font-weight: 900;
|
|
color: #1e1e1e;
|
|
opacity: 0;
|
|
position: absolute;
|
|
left: 0;
|
|
width: 96%;
|
|
line-height: 1.06;
|
|
text-transform: uppercase;
|
|
}
|
|
|
|
[data-composition-id="captions-comp"] .word {
|
|
display: inline-block;
|
|
margin: 0 6px 0 0;
|
|
}
|
|
</style>
|
|
<link
|
|
as="style"
|
|
href="https://fonts.googleapis.com/css2?family=IBM+Plex+Mono:wght@400;700&display=swap"
|
|
rel="preload"
|
|
/>
|
|
<link
|
|
href="https://fonts.googleapis.com/css2?family=IBM+Plex+Mono:wght@400;700&display=swap"
|
|
rel="stylesheet"
|
|
/>
|
|
<link
|
|
as="style"
|
|
href="https://fonts.googleapis.com/css2?family=IBM+Plex+Mono:wght@700;900&display=swap"
|
|
rel="preload"
|
|
/>
|
|
<link
|
|
href="https://fonts.googleapis.com/css2?family=IBM+Plex+Mono:wght@700;900&display=swap"
|
|
rel="stylesheet"
|
|
/>
|
|
</head>
|
|
<body>
|
|
<div
|
|
id="main-canvas"
|
|
data-composition-id="main-comp"
|
|
data-width="1080"
|
|
data-height="1920"
|
|
data-start="0"
|
|
data-duration="13.88"
|
|
>
|
|
<div
|
|
style="position: relative; width: 1080px; height: 1920px"
|
|
data-height="1920"
|
|
data-width="1080"
|
|
id="bg-grid-comp"
|
|
data-composition-id="bg-grid-comp"
|
|
data-start="0"
|
|
data-duration="13.88"
|
|
data-track-index="1"
|
|
>
|
|
<div class="grid-container" id="grid-container"></div>
|
|
<div class="wash-container" id="wash-container"></div>
|
|
<div class="cubes-container" id="cubes-container"></div>
|
|
</div>
|
|
|
|
<div id="aroll-frame">
|
|
<div class="frame-meta top">
|
|
<span>Editor Agent</span>
|
|
<span>Portrait System</span>
|
|
</div>
|
|
<video
|
|
id="aroll-video"
|
|
data-start="0"
|
|
data-duration="13.88"
|
|
data-track-index="2"
|
|
src="https://gen-os-static.s3.us-east-2.amazonaws.com/astral_assets/uploaded_assets/a8bed725_8ae955c61e3141e09d9eadb97e0eef93.mp4"
|
|
data-end="13.88"
|
|
data-has-audio="true"
|
|
></video>
|
|
<div class="frame-meta bottom">
|
|
<span>Survey Cut</span>
|
|
<span>13.88s</span>
|
|
</div>
|
|
</div>
|
|
|
|
<div
|
|
style="position: relative; width: 1080px; height: 1920px"
|
|
data-height="1920"
|
|
data-width="1080"
|
|
id="mg-overlays-comp"
|
|
data-composition-id="mg-overlays-comp"
|
|
data-start="0"
|
|
data-duration="13.88"
|
|
data-track-index="3"
|
|
>
|
|
<div class="overlay-container">
|
|
<div id="system-kicker">Editor Agent / Survey System</div>
|
|
|
|
<svg id="drawing-canvas" viewBox="0 0 1080 1920" preserveAspectRatio="xMidYMid slice">
|
|
<defs>
|
|
<pattern
|
|
id="gridPattern"
|
|
width="108"
|
|
height="106.66666666666667"
|
|
patternUnits="userSpaceOnUse"
|
|
>
|
|
<path
|
|
d="M 108 0 L 0 0 0 106.66666666666667"
|
|
fill="none"
|
|
stroke="#1E1E1E"
|
|
stroke-width="1"
|
|
opacity="0.12"
|
|
/>
|
|
</pattern>
|
|
</defs>
|
|
|
|
<rect class="ambient-grid" width="100%" height="100%" fill="url(#gridPattern)" />
|
|
|
|
<g id="structure-1" class="structure" transform="translate(108, 1108)">
|
|
<rect
|
|
class="draw-line"
|
|
x="0"
|
|
y="0"
|
|
width="324"
|
|
height="245.33"
|
|
fill="none"
|
|
stroke="#CC3333"
|
|
stroke-width="2"
|
|
/>
|
|
<rect
|
|
class="fill-box red"
|
|
x="0"
|
|
y="0"
|
|
width="324"
|
|
height="245.33"
|
|
fill="#CC3333"
|
|
opacity="0"
|
|
/>
|
|
</g>
|
|
|
|
<g id="structure-2" class="structure" transform="translate(864, 214)">
|
|
<rect
|
|
class="draw-line"
|
|
x="-270"
|
|
y="0"
|
|
width="270"
|
|
height="224"
|
|
fill="none"
|
|
stroke="#3377BB"
|
|
stroke-width="2"
|
|
/>
|
|
<rect
|
|
class="fill-box blue"
|
|
x="-270"
|
|
y="0"
|
|
width="270"
|
|
height="224"
|
|
fill="#3377BB"
|
|
opacity="0"
|
|
/>
|
|
</g>
|
|
|
|
<g id="structure-3" class="structure" transform="translate(540, 1328)">
|
|
<rect
|
|
class="draw-line"
|
|
x="0"
|
|
y="0"
|
|
width="432"
|
|
height="245.33"
|
|
fill="none"
|
|
stroke="#1E1E1E"
|
|
stroke-width="2"
|
|
/>
|
|
<rect
|
|
class="fill-box gray"
|
|
x="0"
|
|
y="0"
|
|
width="432"
|
|
height="245.33"
|
|
fill="#1E1E1E"
|
|
opacity="0"
|
|
/>
|
|
</g>
|
|
</svg>
|
|
|
|
<div id="content-1" class="content-block" style="top: 1128px; left: 108px; width: 352px">
|
|
<div class="eyebrow">Need motion</div>
|
|
<div class="stat-number">47%</div>
|
|
<div class="stat-label">Asked for motion graphics</div>
|
|
<div class="stat-note">Sharper pacing, clearer transitions, more visual energy.</div>
|
|
</div>
|
|
|
|
<div
|
|
id="content-2"
|
|
class="content-block align-right"
|
|
style="top: 238px; left: 864px; width: 270px; transform: translateX(-100%)"
|
|
>
|
|
<div class="eyebrow">Attention drop</div>
|
|
<div class="stat-number">62%</div>
|
|
<div class="stat-label">Were stuck with static content</div>
|
|
<div class="stat-note">The message was right. The cut was not landing.</div>
|
|
</div>
|
|
|
|
<div id="content-3" class="content-block" style="top: 1348px; left: 540px; width: 432px">
|
|
<div class="eyebrow">Execution gap</div>
|
|
<div class="stat-number">75%</div>
|
|
<div class="stat-label">Knew the look, needed the edit</div>
|
|
<div class="stat-note">
|
|
The direction was clear. The hands-on workflow was the bottleneck.
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
|
|
<div
|
|
style="position: relative; width: 1080px; height: 1920px"
|
|
data-height="1920"
|
|
data-width="1080"
|
|
id="captions-comp"
|
|
data-composition-id="captions-comp"
|
|
data-start="0"
|
|
data-duration="13.88"
|
|
data-track-index="4"
|
|
>
|
|
<div id="captions-rail">
|
|
<div id="captions-kicker">Narration</div>
|
|
<div id="captions-container"></div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
<script>
|
|
const tl = gsap.timeline({ paused: true });
|
|
|
|
tl.fromTo(
|
|
"#aroll-frame",
|
|
{
|
|
y: 18,
|
|
scale: 1.02,
|
|
},
|
|
{
|
|
y: 0,
|
|
scale: 1,
|
|
duration: 0.9,
|
|
ease: "power2.out",
|
|
},
|
|
0,
|
|
);
|
|
|
|
window.__timelines["main-comp"] = tl;
|
|
(function () {
|
|
var __compId = "bg-grid-comp";
|
|
var __run = function () {
|
|
try {
|
|
(function () {
|
|
const compId = "bg-grid-comp";
|
|
const width = 1080;
|
|
const height = 1920;
|
|
const cols = 10;
|
|
const rows = 18;
|
|
const cellW = width / cols;
|
|
const cellH = height / rows;
|
|
|
|
const container = document.getElementById("grid-container");
|
|
const washContainer = document.getElementById("wash-container");
|
|
const cubesContainer = document.getElementById("cubes-container");
|
|
const tl = gsap.timeline({ paused: true });
|
|
|
|
const washBands = [
|
|
{ x: 0, y: 213.33, w: 324, h: 320, color: "rgba(204, 51, 51, 0.08)" },
|
|
{ x: 648, y: 0, w: 432, h: 426.67, color: "rgba(51, 119, 187, 0.08)" },
|
|
{ x: 756, y: 1280, w: 324, h: 320, color: "rgba(51, 119, 187, 0.05)" },
|
|
{ x: 0, y: 1493.33, w: 432, h: 426.67, color: "rgba(30, 30, 30, 0.05)" },
|
|
];
|
|
|
|
washBands.forEach((band, index) => {
|
|
const el = document.createElement("div");
|
|
el.className = "wash-band";
|
|
el.style.left = band.x + "px";
|
|
el.style.top = band.y + "px";
|
|
el.style.width = band.w + "px";
|
|
el.style.height = band.h + "px";
|
|
el.style.background = band.color;
|
|
washContainer.appendChild(el);
|
|
|
|
tl.to(
|
|
el,
|
|
{
|
|
opacity: 1,
|
|
duration: 0.7,
|
|
ease: "power2.out",
|
|
},
|
|
0.2 + index * 0.28,
|
|
);
|
|
});
|
|
|
|
for (let i = 0; i <= rows; i++) {
|
|
const line = document.createElement("div");
|
|
line.className = "grid-line horizontal";
|
|
line.style.top = i * cellH + "px";
|
|
container.appendChild(line);
|
|
|
|
tl.to(
|
|
line,
|
|
{
|
|
opacity: 0.24,
|
|
duration: 0.7,
|
|
ease: "expo.out",
|
|
},
|
|
(i / rows) * 0.48,
|
|
);
|
|
}
|
|
|
|
for (let j = 0; j <= cols; j++) {
|
|
const line = document.createElement("div");
|
|
line.className = "grid-line vertical";
|
|
line.style.left = j * cellW + "px";
|
|
container.appendChild(line);
|
|
|
|
tl.to(
|
|
line,
|
|
{
|
|
opacity: 0.24,
|
|
duration: 0.7,
|
|
ease: "expo.out",
|
|
},
|
|
(j / cols) * 0.48 + 0.18,
|
|
);
|
|
}
|
|
|
|
const cubeCells = [
|
|
{ r: 2, c: 2, color: "#3377BB" },
|
|
{ r: 4, c: 7, color: "#CC3333" },
|
|
{ r: 8, c: 3, color: "#3377BB" },
|
|
{ r: 11, c: 6, color: "#CC3333" },
|
|
{ r: 15, c: 8, color: "#3377BB" },
|
|
];
|
|
|
|
cubeCells.forEach((cell, index) => {
|
|
const cellDiv = document.createElement("div");
|
|
cellDiv.className = "cube-cell";
|
|
cellDiv.style.width = cellW + "px";
|
|
cellDiv.style.height = cellH + "px";
|
|
cellDiv.style.left = cell.c * cellW + "px";
|
|
cellDiv.style.top = cell.r * cellH + "px";
|
|
|
|
const svg = `
|
|
<svg viewBox="0 0 100 100" class="cube-svg">
|
|
<path class="cube-face top-face" d="M50 20 L80 35 L50 50 L20 35 Z" fill="${cell.color}" />
|
|
<path class="cube-face right-face" d="M50 50 L80 35 L80 65 L50 80 Z" fill="${cell.color}" />
|
|
<path class="cube-face left-face" d="M20 35 L50 50 L50 80 L20 65 Z" fill="${cell.color}" />
|
|
<path class="cube-path outline" d="M50 20 L80 35 L80 65 L50 80 L20 65 L20 35 Z" />
|
|
<path class="cube-path inner-lines" d="M50 20 L50 50 M50 50 L80 35 M50 50 L20 35 M50 50 L50 80" />
|
|
</svg>
|
|
`;
|
|
|
|
cellDiv.innerHTML = svg;
|
|
cubesContainer.appendChild(cellDiv);
|
|
|
|
const paths = cellDiv.querySelectorAll(".cube-path");
|
|
const faces = cellDiv.querySelectorAll(".cube-face");
|
|
|
|
paths.forEach((path) => {
|
|
const length = path.getTotalLength();
|
|
gsap.set(path, { strokeDasharray: length, strokeDashoffset: length });
|
|
});
|
|
|
|
const startTime = 1.45 + index * 1.4;
|
|
|
|
paths.forEach((path, pIndex) => {
|
|
tl.to(
|
|
path,
|
|
{
|
|
strokeDashoffset: 0,
|
|
duration: 0.95,
|
|
ease: "power2.inOut",
|
|
},
|
|
startTime + pIndex * 0.2,
|
|
);
|
|
});
|
|
|
|
faces.forEach((face, fIndex) => {
|
|
const faceTime = startTime + 0.8 + fIndex * 0.1;
|
|
tl.to(
|
|
face,
|
|
{
|
|
opacity: 0.24,
|
|
duration: 0.45,
|
|
ease: "power2.out",
|
|
},
|
|
faceTime,
|
|
);
|
|
|
|
tl.to(
|
|
face,
|
|
{
|
|
opacity: 0.06,
|
|
duration: 1.2,
|
|
ease: "sine.out",
|
|
},
|
|
faceTime + 0.45,
|
|
);
|
|
});
|
|
|
|
tl.to(
|
|
cellDiv,
|
|
{
|
|
y: -12,
|
|
duration: 2.6,
|
|
ease: "sine.inOut",
|
|
},
|
|
startTime + 0.35,
|
|
);
|
|
|
|
tl.to(
|
|
cellDiv,
|
|
{
|
|
y: -4,
|
|
duration: 2.8,
|
|
ease: "sine.inOut",
|
|
},
|
|
startTime + 2.95,
|
|
);
|
|
});
|
|
|
|
tl.to(
|
|
container,
|
|
{
|
|
x: 8,
|
|
y: 8,
|
|
duration: 13.88,
|
|
ease: "none",
|
|
},
|
|
0,
|
|
);
|
|
|
|
tl.to(
|
|
cubesContainer,
|
|
{
|
|
x: -6,
|
|
y: 4,
|
|
duration: 13.88,
|
|
ease: "none",
|
|
},
|
|
0,
|
|
);
|
|
|
|
window.__timelines[compId] = tl;
|
|
})();
|
|
} catch (_err) {
|
|
console.error("[Compiler] Composition script failed", __compId, _err);
|
|
}
|
|
};
|
|
if (!__compId) {
|
|
__run();
|
|
return;
|
|
}
|
|
var __selector = '[data-composition-id="' + (__compId + "").replace(/"/g, '\\"') + '"]';
|
|
var __attempt = 0;
|
|
var __tryRun = function () {
|
|
if (document.querySelector(__selector)) {
|
|
__run();
|
|
return;
|
|
}
|
|
if (++__attempt >= 8) {
|
|
__run();
|
|
return;
|
|
}
|
|
requestAnimationFrame(__tryRun);
|
|
};
|
|
__tryRun();
|
|
})();
|
|
(function () {
|
|
var __compId = "mg-overlays-comp";
|
|
var __run = function () {
|
|
try {
|
|
(function () {
|
|
const tl = gsap.timeline({ paused: true });
|
|
|
|
const revealStat = ({
|
|
start,
|
|
end,
|
|
structure,
|
|
fill,
|
|
content,
|
|
fromX = 0,
|
|
fromY = 0,
|
|
}) => {
|
|
tl.to(
|
|
`${structure} .draw-line`,
|
|
{
|
|
strokeDashoffset: 0,
|
|
duration: 0.75,
|
|
ease: "power2.out",
|
|
},
|
|
start,
|
|
);
|
|
|
|
tl.to(
|
|
fill,
|
|
{
|
|
opacity: 0.1,
|
|
duration: 0.32,
|
|
ease: "power2.out",
|
|
},
|
|
start + 0.26,
|
|
);
|
|
|
|
tl.fromTo(
|
|
content,
|
|
{
|
|
opacity: 0,
|
|
x: fromX,
|
|
y: fromY,
|
|
},
|
|
{
|
|
opacity: 1,
|
|
x: 0,
|
|
y: 0,
|
|
duration: 0.55,
|
|
ease: "power3.out",
|
|
},
|
|
start + 0.18,
|
|
);
|
|
|
|
tl.to(
|
|
[content, structure],
|
|
{
|
|
opacity: 0,
|
|
y: -10,
|
|
duration: 0.28,
|
|
ease: "power2.in",
|
|
},
|
|
end - 0.28,
|
|
);
|
|
};
|
|
|
|
tl.fromTo(
|
|
"#system-kicker",
|
|
{
|
|
opacity: 0,
|
|
y: -18,
|
|
},
|
|
{
|
|
opacity: 1,
|
|
y: 0,
|
|
duration: 0.5,
|
|
ease: "power2.out",
|
|
},
|
|
0.35,
|
|
);
|
|
|
|
revealStat({
|
|
start: 1.199,
|
|
end: 3.759,
|
|
structure: "#structure-1",
|
|
fill: "#structure-1 .fill-box.red",
|
|
content: "#content-1",
|
|
fromY: 22,
|
|
});
|
|
|
|
revealStat({
|
|
start: 3.799,
|
|
end: 7.299,
|
|
structure: "#structure-2",
|
|
fill: "#structure-2 .fill-box.blue",
|
|
content: "#content-2",
|
|
fromX: 26,
|
|
});
|
|
|
|
revealStat({
|
|
start: 7.319,
|
|
end: 12.239,
|
|
structure: "#structure-3",
|
|
fill: "#structure-3 .fill-box.gray",
|
|
content: "#content-3",
|
|
fromY: -22,
|
|
});
|
|
|
|
tl.to(
|
|
".ambient-grid",
|
|
{
|
|
opacity: 0.22,
|
|
duration: 4.6,
|
|
ease: "sine.inOut",
|
|
},
|
|
0,
|
|
);
|
|
|
|
tl.to(
|
|
".ambient-grid",
|
|
{
|
|
opacity: 0.1,
|
|
duration: 4.64,
|
|
ease: "sine.inOut",
|
|
},
|
|
4.6,
|
|
);
|
|
|
|
tl.to(
|
|
".ambient-grid",
|
|
{
|
|
opacity: 0.2,
|
|
duration: 4.64,
|
|
ease: "sine.inOut",
|
|
},
|
|
9.24,
|
|
);
|
|
|
|
window.__timelines["mg-overlays-comp"] = tl;
|
|
})();
|
|
} catch (_err) {
|
|
console.error("[Compiler] Composition script failed", __compId, _err);
|
|
}
|
|
};
|
|
if (!__compId) {
|
|
__run();
|
|
return;
|
|
}
|
|
var __selector = '[data-composition-id="' + (__compId + "").replace(/"/g, '\\"') + '"]';
|
|
var __attempt = 0;
|
|
var __tryRun = function () {
|
|
if (document.querySelector(__selector)) {
|
|
__run();
|
|
return;
|
|
}
|
|
if (++__attempt >= 8) {
|
|
__run();
|
|
return;
|
|
}
|
|
requestAnimationFrame(__tryRun);
|
|
};
|
|
__tryRun();
|
|
})();
|
|
(function () {
|
|
var __compId = "captions-comp";
|
|
var __run = function () {
|
|
try {
|
|
(function () {
|
|
const container = document.getElementById("captions-container");
|
|
const tl = gsap.timeline({ paused: true });
|
|
|
|
const groups = [
|
|
{ text: "We asked what you needed.", start: 0.14, end: 1.179 },
|
|
{
|
|
text: "Forty-seven percent of you said motion graphics,",
|
|
start: 1.199,
|
|
end: 3.759,
|
|
},
|
|
{ text: "sixty-two percent said static content", start: 3.799, end: 5.639 },
|
|
{ text: "was costing you attention,", start: 5.679, end: 7.299 },
|
|
{ text: "and three out of four said you know", start: 7.319, end: 8.739 },
|
|
{ text: "the look you want but don't have", start: 8.8, end: 10.3 },
|
|
{ text: "the editing skills to get there.", start: 10.5, end: 12.239 },
|
|
{ text: "So we built Editor Agent.", start: 12.3, end: 13.84 },
|
|
];
|
|
|
|
groups.forEach((group) => {
|
|
const el = document.createElement("div");
|
|
el.className = "caption-line";
|
|
el.innerHTML = group.text
|
|
.split(" ")
|
|
.map((word) => `<span class="word">${word}</span>`)
|
|
.join(" ");
|
|
container.appendChild(el);
|
|
|
|
tl.fromTo(
|
|
el,
|
|
{
|
|
opacity: 0,
|
|
y: 26,
|
|
},
|
|
{
|
|
opacity: 1,
|
|
y: 0,
|
|
duration: 0.18,
|
|
ease: "power2.out",
|
|
},
|
|
group.start,
|
|
);
|
|
|
|
tl.to(
|
|
el,
|
|
{
|
|
opacity: 0,
|
|
y: -12,
|
|
duration: 0.12,
|
|
ease: "power2.in",
|
|
},
|
|
group.end,
|
|
);
|
|
});
|
|
|
|
window.__timelines["captions-comp"] = tl;
|
|
})();
|
|
} catch (_err) {
|
|
console.error("[Compiler] Composition script failed", __compId, _err);
|
|
}
|
|
};
|
|
if (!__compId) {
|
|
__run();
|
|
return;
|
|
}
|
|
var __selector = '[data-composition-id="' + (__compId + "").replace(/"/g, '\\"') + '"]';
|
|
var __attempt = 0;
|
|
var __tryRun = function () {
|
|
if (document.querySelector(__selector)) {
|
|
__run();
|
|
return;
|
|
}
|
|
if (++__attempt >= 8) {
|
|
__run();
|
|
return;
|
|
}
|
|
requestAnimationFrame(__tryRun);
|
|
};
|
|
__tryRun();
|
|
})();
|
|
</script>
|
|
</body>
|
|
</html>
|