OBS scene utilities for ATProto PDX meetups sites.wisp.place/graham.systems/obs
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add procedural OBS stream scenes: Truchet tile board with rose flips

starting-soon.html and thank-you.html are self-contained browser sources
(1920x1080, embedded Bricolage Grotesque + Sometype Mono, text via URL
params). PRODUCT.md and DESIGN.md carry the design context; README covers
OBS setup.

graham.systems (Jul 14, 2026, 1:35 PM -0700) 2fa67de4

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.claude/launch.json
··· 1 + { 2 + "version": "0.0.1", 3 + "configurations": [ 4 + { 5 + "name": "scenes", 6 + "runtimeExecutable": "python", 7 + "runtimeArgs": ["-m", "http.server", "8143"], 8 + "port": 8143 9 + } 10 + ] 11 + }
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DESIGN.md
··· 1 + # Design 2 + 3 + ## Theme 4 + 5 + A Truchet tile board: a full-frame grid of quarter-circle arc tiles forming winding paths, like a puzzle quietly rearranging itself. Graphic and print-like rather than photographic. Every second or so a single tile flips with a snappy 90-degree rotation and a brief rose flash, reshaping the paths; occasionally a short cascade of flips ripples across the board. Between events the frame is still. 6 + 7 + ## Color 8 + 9 + Strategy: restrained field, committed accent. Cool throughout; no amber. 10 + 11 + - Base field: dark slate-indigo, near-flat vertical gradient (#12151f to #181d2b), dithered with baked static noise to prevent banding on stream. 12 + - Arc strokes at rest: muted slate blue (#39435e) with per-tile alpha variation (0.55-0.95) for texture. 13 + - Accent: rose (#ff608d family; status line tint #ff7ba6), a Rose City nod. Appears only in flip flashes and the status line. It carries the energy; use it nowhere else. The base field stays cold so the rose reads as a pop, not as warmth. 14 + - Text: cool off-white (#eef1f8); supporting lines in slate greys. No #fff, no warm tints. 15 + 16 + ## Typography 17 + 18 + Embedded as woff2 data URIs (latin subset) so OBS Browser Sources work offline. No external fetches. 19 + 20 + - Display: Bricolage Grotesque 700 for the event name. Characterful grotesk; indie-venue energy without costume. 21 + - Supporting: Sometype Mono 400 for status, date/time, and handle lines. Status line uppercase with wide letter-spacing, tinted accent blue. 22 + - Fallback stacks: "Arial Black"/Arial for display; "Cascadia Mono", Consolas for mono. 23 + - Scale contrast between title and supporting lines >= 4x. 24 + 25 + ## Layout 26 + 27 + - 1920x1080 fixed. 120px tiles, 16x9 grid, exact fit. 28 + - Text block lower-left (96px margin), upper-right stays calm for webcam/OBS overlays. 29 + - Tiles near the text block are dimmed by distance (not hidden) and excluded from flip scheduling so the action reads elsewhere; a soft scrim adds legibility without a photographic vignette. 30 + 31 + ## Motion 32 + 33 + - Discrete events, not drift: a tile flip is a 500ms ease-out-quint rotation; the flash decays over ~1.8s; then stillness. Starting Soon flips roughly every 1.2s with a playful multi-tile ripple every 7-12s; Thank You slows to ~2.6s flips and rare ripples. 34 + - Most frames are identical between events, which is exactly what the stream encoder wants. 35 + - 30fps cap via frame-delta gating; first frame painted synchronously at load (OBS may throttle rAF until the source is visible). 36 + - prefers-reduced-motion: render the static board, no flips.
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PRODUCT.md
··· 1 + # Product 2 + 3 + ## Register 4 + 5 + brand 6 + 7 + ## Users 8 + 9 + Two audiences. Primary: viewers of the ATProto PDX meetup livestream, watching the "Starting Soon" holding screen before the event and the "Thank You" screen after. They see these scenes through a video encoder at streaming bitrates, often at reduced resolution. Secondary: the stream host, who runs these as OBS Browser Sources on the streaming machine and needs them to be cheap to render and easy to reconfigure (text via URL parameters, no code edits on event night). 10 + 11 + ## Product Purpose 12 + 13 + Full-screen procedural background scenes (1920x1080) for the ATProto PDX meetup stream. Each scene is a single self-contained HTML file: a graphic Truchet tile board whose winding paths rearrange themselves one snappy tile-flip at a time, with minimal typeset text (event name, status line, handle @pdx.atproto.camp, date/time). Success: the scenes look intentional and designed after video compression, idle at negligible CPU/GPU cost, and give the wait a sense that something is about to happen. 14 + 15 + ## Brand Personality 16 + 17 + Welcoming, curious, local. The energy of a good meetup room ten minutes before the first talk: social, a little playful, never corporate. Warmth comes from wit and craft in the design, not from amber glow. 18 + 19 + ## Anti-references 20 + 21 + - On-the-nose protocol visuals: network graphs, firehose diagrams, node-and-edge animations. Explicitly rejected by the owner. 22 + - Fireplace coziness: soft photographic bokeh, amber-drenched dusk gradients, serif warmth. The first iteration went here and the owner rejected it as too sleepy for a social event. 23 + - DVD-menu ambience: continuous undifferentiated drift where nothing distinct ever happens. Motion should occur in discrete events with rests between them. 24 + - Literal rain effects, Matrix glyph rain, fast particle starfields (also encoder-hostile). 25 + - Corporate stream-package aesthetics: neon gamer overlays, animated lower-third swooshes, "SaaS launch event" gradients. 26 + - Anything busy enough to compete with an overlaid camera or OBS text source. 27 + 28 + ## Design Principles 29 + 30 + - Compression is the medium: every visual choice must survive x264/NVENC at stream bitrates. Large soft shapes, slow motion, dark limited palettes; no fine noise, no fast small elements, dither any long gradients. 31 + - Idle-cheap: the host machine is also encoding video. Cap animation at 30fps, keep element counts low, prefer canvas transforms over per-pixel work. 32 + - Warmth through light, not ornament: the cozy feeling comes from color temperature and glow, not decorative elements or copy. 33 + - Text is a guest: type sits quietly in the scene, legible over motion, editable via URL parameters so event night needs zero code changes. 34 + 35 + ## Accessibility & Inclusion 36 + 37 + Broadcast context: viewers cannot interact, so no interactive a11y surface. Keep motion slow and gentle (no flashing, nothing near photosensitivity thresholds; large elements drift, nothing strobes). Text must hold legible contrast against the animated background at all times, including after compression smearing.
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README.md
··· 1 + # ATProto PDX stream scenes 2 + 3 + Procedural backgrounds for the meetup stream: a Truchet tile board of winding paths 4 + that quietly rearranges itself, one snappy electric-blue tile-flip at a time. Each scene 5 + is one self-contained HTML file (fonts embedded, no network needed), designed to survive 6 + stream compression (thick strokes, mostly-still frames, dithered background) and idle 7 + cheaply while OBS encodes. 8 + 9 + - [starting-soon.html](starting-soon.html) — lively cadence: a flip every second or so, playful multi-tile ripples 10 + - [thank-you.html](thank-you.html) — the same board winding down: flips every few seconds, rare ripples 11 + 12 + ## OBS setup 13 + 14 + For each scene, add a **Browser Source**: 15 + 16 + 1. Leave **Local file** unchecked and put the file path in **URL** instead, so you can 17 + pass text parameters: `file:///C:/Users/graha/Projects/atproto-pdx-scenes/starting-soon.html?when=Thursday, July 16 · 6:30 PM` 18 + 2. **Width** 1920, **Height** 1080 19 + 3. Set **FPS** to 30 (check "Use custom frame rate") — the page also caps itself at 30 20 + 4. Check **Shutdown source when not visible** — zero cost while the scene isn't live 21 + 5. Check **Refresh browser when scene becomes active** — each activation gets a fresh 22 + arrangement of lights and replays the text fade-in 23 + 24 + ## Text parameters 25 + 26 + All text is set via URL query parameters so event night needs no code edits. 27 + Pass a parameter with an empty value (e.g. `&handle=`) to hide that line. 28 + 29 + ### starting-soon.html 30 + 31 + | Param | Default | | 32 + |---|---|---| 33 + | `status` | `Starting soon` | small caps line above the title | 34 + | `title` | `ATProto PDX` | event name | 35 + | `when` | *(hidden)* | date/time line — pass it explicitly, e.g. `?when=Thursday, July 16 · 6:30 PM` | 36 + | `handle` | `@pdx.atproto.camp` | | 37 + 38 + ### thank-you.html 39 + 40 + | Param | Default | | 41 + |---|---|---| 42 + | `status` | `Thanks for watching` | | 43 + | `title` | `ATProto PDX` | | 44 + | `note` | `See you at the next one.` | | 45 + | `handle` | `@pdx.atproto.camp` | | 46 + 47 + ## If the host machine struggles 48 + 49 + The scenes are light (144 arc tiles redrawn at a capped 30fps, most frames identical), but if 50 + rehearsal shows the encoder fighting for headroom, screen-record 60–90 seconds of each 51 + page and swap the Browser Sources for looping Media Sources — same look, decode-only cost. 52 + 53 + ## Design notes 54 + 55 + Palette, typography, and motion rules live in [DESIGN.md](DESIGN.md); strategic context 56 + in [PRODUCT.md](PRODUCT.md). Quick local preview: `python -m http.server 8143`, then open 57 + `http://localhost:8143/starting-soon.html`.
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starting-soon.html
··· 1 + <!doctype html> 2 + <html lang="en"> 3 + <head> 4 + <meta charset="utf-8"> 5 + <title>ATProto PDX · Starting Soon</title> 6 + <style> 7 + @font-face { 8 + font-family: 'Bricolage Grotesque'; 9 + font-style: normal; 10 + font-weight: 700; 11 + src: 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) format('woff2'); 18 + } 19 + 20 + * { margin: 0; padding: 0; box-sizing: border-box; } 21 + html, body { width: 100%; height: 100%; overflow: hidden; background: #12151f; } 22 + canvas { position: fixed; inset: 0; width: 100vw; height: 100vh; display: block; } 23 + 24 + .copy { 25 + position: fixed; 26 + left: 96px; 27 + bottom: 88px; 28 + max-width: 1200px; 29 + text-shadow: 0 2px 18px rgba(8, 10, 18, 0.9); 30 + } 31 + .copy > * { 32 + opacity: 0; 33 + transform: translateY(12px); 34 + animation: rise 0.9s cubic-bezier(0.16, 1, 0.3, 1) forwards; 35 + } 36 + .status { 37 + font: 400 20px/1 'Sometype Mono', 'Cascadia Mono', Consolas, monospace; 38 + letter-spacing: 0.38em; 39 + text-transform: uppercase; 40 + color: #ff7ba6; 41 + animation-delay: 0.1s; 42 + } 43 + .title { 44 + font: 700 120px/1.02 'Bricolage Grotesque', 'Arial Black', Arial, sans-serif; 45 + color: #eef1f8; 46 + letter-spacing: -0.01em; 47 + margin: 22px 0 28px; 48 + animation-delay: 0.25s; 49 + } 50 + .meta { 51 + font: 400 27px/1.5 'Sometype Mono', 'Cascadia Mono', Consolas, monospace; 52 + color: #a9b4cc; 53 + animation-delay: 0.45s; 54 + } 55 + .handle { 56 + font: 400 21px/1.4 'Sometype Mono', 'Cascadia Mono', Consolas, monospace; 57 + color: #707c98; 58 + margin-top: 13px; 59 + animation-delay: 0.6s; 60 + } 61 + .hidden { display: none; } 62 + 63 + @keyframes rise { 64 + to { opacity: 1; transform: translateY(0); } 65 + } 66 + @media (prefers-reduced-motion: reduce) { 67 + .copy > * { animation: none; opacity: 1; transform: none; } 68 + } 69 + </style> 70 + </head> 71 + <body> 72 + <canvas id="scene" width="1920" height="1080"></canvas> 73 + 74 + <div class="copy"> 75 + <div class="status" id="status">Starting soon</div> 76 + <div class="title" id="title">ATProto PDX</div> 77 + <div class="meta" id="when"></div> 78 + <div class="handle" id="handle">@pdx.atproto.camp</div> 79 + </div> 80 + 81 + <script> 82 + (function () { 83 + 'use strict'; 84 + 85 + /* ---- text via URL params: ?status= &title= &when= &handle= ---- */ 86 + var params = new URLSearchParams(location.search); 87 + ['status', 'title', 'when', 'handle'].forEach(function (key) { 88 + var el = document.getElementById(key); 89 + if (params.has(key)) el.textContent = params.get(key); 90 + if (!el.textContent.trim()) el.classList.add('hidden'); 91 + }); 92 + 93 + /* ---- scene configuration ---- */ 94 + var W = 1920, H = 1080; 95 + var TS = 120; /* tile size: 16 x 9 grid, exact fit */ 96 + var COLS = W / TS, ROWS = H / TS; 97 + var LINE_W = 8; 98 + var FLIP_DUR = 0.5; /* seconds, ease-out-quint rotation */ 99 + var GLOW_DUR = 1.8; /* accent flash decay */ 100 + var FLIP_EVERY = 1.15; /* mean seconds between single flips */ 101 + var RIPPLE_MIN = 7, RIPPLE_MAX = 12; 102 + var BASE_RGB = [57, 67, 94]; /* resting arc: muted slate blue */ 103 + var ACCENT_RGB = [255, 96, 141]; /* rose, flips only */ 104 + var TEXT_ANCHOR = { x: 420, y: 880, r: 620 }; /* dim + no flips near the copy */ 105 + 106 + var canvas = document.getElementById('scene'); 107 + var ctx = canvas.getContext('2d'); 108 + 109 + function rand(lo, hi) { return lo + Math.random() * (hi - lo); } 110 + 111 + /* Static noise breaks gradient banding on the stream encoder. */ 112 + function noiseTile(amplitude) { 113 + var size = 128; 114 + var cv = document.createElement('canvas'); 115 + cv.width = cv.height = size; 116 + var c = cv.getContext('2d'); 117 + var img = c.createImageData(size, size); 118 + for (var i = 0; i < img.data.length; i += 4) { 119 + var v = Math.floor(Math.random() * 256); 120 + img.data[i] = img.data[i + 1] = img.data[i + 2] = v; 121 + img.data[i + 3] = Math.floor(Math.random() * amplitude); 122 + } 123 + c.putImageData(img, 0, 0); 124 + return cv; 125 + } 126 + 127 + /* Background: near-flat slate gradient + dither, rendered once. */ 128 + var bg = document.createElement('canvas'); 129 + bg.width = W; bg.height = H; 130 + (function () { 131 + var c = bg.getContext('2d'); 132 + var g = c.createLinearGradient(0, 0, 0, H); 133 + g.addColorStop(0, '#12151f'); 134 + g.addColorStop(1, '#181d2b'); 135 + c.fillStyle = g; 136 + c.fillRect(0, 0, W, H); 137 + c.fillStyle = c.createPattern(noiseTile(9), 'repeat'); 138 + c.fillRect(0, 0, W, H); 139 + })(); 140 + 141 + /* Overlay: soft scrim behind the text block, rendered once. */ 142 + var overlay = document.createElement('canvas'); 143 + overlay.width = W; overlay.height = H; 144 + (function () { 145 + var c = overlay.getContext('2d'); 146 + var s = c.createRadialGradient(TEXT_ANCHOR.x, TEXT_ANCHOR.y, 80, TEXT_ANCHOR.x, TEXT_ANCHOR.y, 560); 147 + s.addColorStop(0, 'rgba(9,11,18,0.44)'); 148 + s.addColorStop(1, 'rgba(9,11,18,0)'); 149 + c.fillStyle = s; 150 + c.fillRect(0, 0, W, H); 151 + })(); 152 + 153 + /* ---- the board ---- */ 154 + var tiles = []; 155 + for (var r = 0; r < ROWS; r++) { 156 + for (var col = 0; col < COLS; col++) { 157 + var cx = col * TS + TS / 2, cy = r * TS + TS / 2; 158 + var d = Math.hypot(cx - TEXT_ANCHOR.x, cy - TEXT_ANCHOR.y); 159 + var dim = d < TEXT_ANCHOR.r ? 0.3 + 0.7 * (d / TEXT_ANCHOR.r) : 1; 160 + tiles.push({ 161 + col: col, row: r, 162 + o: Math.random() < 0.5 ? 0 : 1, 163 + alpha: rand(0.55, 0.95) * dim, 164 + flippable: dim > 0.72, /* keep the action away from the copy */ 165 + flipAt: -1, 166 + glowAt: -1 167 + }); 168 + } 169 + } 170 + 171 + function lerpColor(a, b, t) { 172 + return 'rgb(' + 173 + Math.round(a[0] + (b[0] - a[0]) * t) + ',' + 174 + Math.round(a[1] + (b[1] - a[1]) * t) + ',' + 175 + Math.round(a[2] + (b[2] - a[2]) * t) + ')'; 176 + } 177 + var BASE_COL = lerpColor(BASE_RGB, BASE_RGB, 0); 178 + 179 + function drawTile(tile, t) { 180 + var h = TS / 2; 181 + var p = 0; 182 + if (tile.flipAt >= 0) { 183 + p = (t - tile.flipAt) / FLIP_DUR; 184 + if (p >= 1) { tile.o ^= 1; tile.flipAt = -1; p = 0; } 185 + } 186 + var glow = tile.glowAt >= 0 ? 1 - (t - tile.glowAt) / GLOW_DUR : 0; 187 + if (glow <= 0) { glow = 0; tile.glowAt = -1; } 188 + 189 + ctx.save(); 190 + ctx.translate(tile.col * TS + h, tile.row * TS + h); 191 + if (p > 0) ctx.rotate((1 - Math.pow(1 - p, 5)) * Math.PI / 2); 192 + ctx.globalAlpha = Math.min(1, tile.alpha + glow * 0.5); 193 + ctx.strokeStyle = glow > 0 ? lerpColor(BASE_RGB, ACCENT_RGB, Math.min(1, glow * 1.25)) : BASE_COL; 194 + ctx.lineWidth = LINE_W; 195 + ctx.lineCap = 'round'; 196 + /* two quarter-circle arcs joining edge midpoints (Truchet Smith tile) */ 197 + ctx.beginPath(); 198 + if (tile.o === 0) { 199 + ctx.arc(-h, -h, h, 0, Math.PI / 2); 200 + ctx.moveTo(0, h); 201 + ctx.arc(h, h, h, Math.PI, Math.PI * 1.5); 202 + } else { 203 + ctx.arc(h, -h, h, Math.PI / 2, Math.PI); 204 + ctx.moveTo(-h, 0); 205 + ctx.arc(-h, h, h, Math.PI * 1.5, Math.PI * 2); 206 + } 207 + ctx.stroke(); 208 + ctx.restore(); 209 + } 210 + 211 + /* ---- event scheduling: flips happen, then the board rests ---- */ 212 + var flipQueue = []; /* {tile, at} for ripple staggering */ 213 + var nextFlip = 0.8; 214 + var nextRipple = rand(RIPPLE_MIN, RIPPLE_MAX); 215 + 216 + function startFlip(tile, t) { 217 + if (tile.flipAt >= 0) return; 218 + tile.flipAt = t; 219 + tile.glowAt = t; 220 + } 221 + 222 + function randomFlippable() { 223 + for (var tries = 0; tries < 20; tries++) { 224 + var tile = tiles[Math.floor(Math.random() * tiles.length)]; 225 + if (tile.flippable && tile.flipAt < 0) return tile; 226 + } 227 + return null; 228 + } 229 + 230 + function scheduleRipple(t) { 231 + /* a short run of neighbours flipping in quick succession */ 232 + var horiz = Math.random() < 0.5; 233 + var len = 4 + Math.floor(Math.random() * 3); 234 + var row = Math.floor(rand(0, ROWS)); 235 + var col = Math.floor(rand(0, COLS)); 236 + for (var i = 0; i < len; i++) { 237 + var cc = horiz ? col + i : col; 238 + var rr = horiz ? row : row + i; 239 + if (cc >= COLS || rr >= ROWS) break; 240 + var tile = tiles[rr * COLS + cc]; 241 + if (tile.flippable) flipQueue.push({ tile: tile, at: t + i * 0.09 }); 242 + } 243 + } 244 + 245 + function step(t) { 246 + if (t >= nextFlip) { 247 + var tile = randomFlippable(); 248 + if (tile) startFlip(tile, t); 249 + nextFlip = t + FLIP_EVERY * rand(0.7, 1.3); 250 + } 251 + if (t >= nextRipple) { 252 + scheduleRipple(t); 253 + nextRipple = t + rand(RIPPLE_MIN, RIPPLE_MAX); 254 + } 255 + for (var i = flipQueue.length - 1; i >= 0; i--) { 256 + if (t >= flipQueue[i].at) { 257 + startFlip(flipQueue[i].tile, t); 258 + flipQueue.splice(i, 1); 259 + } 260 + } 261 + } 262 + 263 + function draw(t) { 264 + ctx.drawImage(bg, 0, 0); 265 + for (var i = 0; i < tiles.length; i++) drawTile(tiles[i], t); 266 + ctx.globalAlpha = 1; 267 + ctx.drawImage(overlay, 0, 0); 268 + } 269 + 270 + if (window.matchMedia('(prefers-reduced-motion: reduce)').matches) { 271 + draw(0); 272 + return; 273 + } 274 + 275 + /* 30fps cap: the host machine is busy encoding video. */ 276 + var last = performance.now(); 277 + var t = 0; 278 + draw(0); /* paint immediately; rAF may be throttled until the source is visible */ 279 + function frame(now) { 280 + requestAnimationFrame(frame); 281 + if (now - last < 31) return; 282 + var dt = Math.min((now - last) / 1000, 0.1); 283 + last = now; 284 + t += dt; 285 + step(t); 286 + draw(t); 287 + } 288 + requestAnimationFrame(frame); 289 + })(); 290 + </script> 291 + </body> 292 + </html>
+292
thank-you.html
··· 1 + <!doctype html> 2 + <html lang="en"> 3 + <head> 4 + <meta charset="utf-8"> 5 + <title>ATProto PDX · Thank You</title> 6 + <style> 7 + @font-face { 8 + font-family: 'Bricolage Grotesque'; 9 + font-style: normal; 10 + font-weight: 700; 11 + src: 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) format('woff2'); 18 + } 19 + 20 + * { margin: 0; padding: 0; box-sizing: border-box; } 21 + html, body { width: 100%; height: 100%; overflow: hidden; background: #12151f; } 22 + canvas { position: fixed; inset: 0; width: 100vw; height: 100vh; display: block; } 23 + 24 + .copy { 25 + position: fixed; 26 + left: 96px; 27 + bottom: 88px; 28 + max-width: 1200px; 29 + text-shadow: 0 2px 18px rgba(8, 10, 18, 0.9); 30 + } 31 + .copy > * { 32 + opacity: 0; 33 + transform: translateY(12px); 34 + animation: rise 0.9s cubic-bezier(0.16, 1, 0.3, 1) forwards; 35 + } 36 + .status { 37 + font: 400 20px/1 'Sometype Mono', 'Cascadia Mono', Consolas, monospace; 38 + letter-spacing: 0.38em; 39 + text-transform: uppercase; 40 + color: #ff7ba6; 41 + animation-delay: 0.1s; 42 + } 43 + .title { 44 + font: 700 120px/1.02 'Bricolage Grotesque', 'Arial Black', Arial, sans-serif; 45 + color: #eef1f8; 46 + letter-spacing: -0.01em; 47 + margin: 22px 0 28px; 48 + animation-delay: 0.25s; 49 + } 50 + .meta { 51 + font: 400 27px/1.5 'Sometype Mono', 'Cascadia Mono', Consolas, monospace; 52 + color: #a9b4cc; 53 + animation-delay: 0.45s; 54 + } 55 + .handle { 56 + font: 400 21px/1.4 'Sometype Mono', 'Cascadia Mono', Consolas, monospace; 57 + color: #707c98; 58 + margin-top: 13px; 59 + animation-delay: 0.6s; 60 + } 61 + .hidden { display: none; } 62 + 63 + @keyframes rise { 64 + to { opacity: 1; transform: translateY(0); } 65 + } 66 + @media (prefers-reduced-motion: reduce) { 67 + .copy > * { animation: none; opacity: 1; transform: none; } 68 + } 69 + </style> 70 + </head> 71 + <body> 72 + <canvas id="scene" width="1920" height="1080"></canvas> 73 + 74 + <div class="copy"> 75 + <div class="status" id="status">Thanks for watching</div> 76 + <div class="title" id="title">ATProto PDX</div> 77 + <div class="meta" id="note">See you at the next one.</div> 78 + <div class="handle" id="handle">@pdx.atproto.camp</div> 79 + </div> 80 + 81 + <script> 82 + (function () { 83 + 'use strict'; 84 + 85 + /* ---- text via URL params: ?status= &title= &note= &handle= ---- */ 86 + var params = new URLSearchParams(location.search); 87 + ['status', 'title', 'note', 'handle'].forEach(function (key) { 88 + var el = document.getElementById(key); 89 + if (params.has(key)) el.textContent = params.get(key); 90 + if (!el.textContent.trim()) el.classList.add('hidden'); 91 + }); 92 + 93 + /* ---- scene configuration ---- */ 94 + var W = 1920, H = 1080; 95 + var TS = 120; /* tile size: 16 x 9 grid, exact fit */ 96 + var COLS = W / TS, ROWS = H / TS; 97 + var LINE_W = 8; 98 + var FLIP_DUR = 0.5; /* seconds, ease-out-quint rotation */ 99 + var GLOW_DUR = 1.8; /* accent flash decay */ 100 + var FLIP_EVERY = 2.6; /* mean seconds between single flips */ 101 + var RIPPLE_MIN = 14, RIPPLE_MAX = 22; 102 + var BASE_RGB = [57, 67, 94]; /* resting arc: muted slate blue */ 103 + var ACCENT_RGB = [255, 96, 141]; /* rose, flips only */ 104 + var TEXT_ANCHOR = { x: 420, y: 880, r: 620 }; /* dim + no flips near the copy */ 105 + 106 + var canvas = document.getElementById('scene'); 107 + var ctx = canvas.getContext('2d'); 108 + 109 + function rand(lo, hi) { return lo + Math.random() * (hi - lo); } 110 + 111 + /* Static noise breaks gradient banding on the stream encoder. */ 112 + function noiseTile(amplitude) { 113 + var size = 128; 114 + var cv = document.createElement('canvas'); 115 + cv.width = cv.height = size; 116 + var c = cv.getContext('2d'); 117 + var img = c.createImageData(size, size); 118 + for (var i = 0; i < img.data.length; i += 4) { 119 + var v = Math.floor(Math.random() * 256); 120 + img.data[i] = img.data[i + 1] = img.data[i + 2] = v; 121 + img.data[i + 3] = Math.floor(Math.random() * amplitude); 122 + } 123 + c.putImageData(img, 0, 0); 124 + return cv; 125 + } 126 + 127 + /* Background: near-flat slate gradient + dither, rendered once. */ 128 + var bg = document.createElement('canvas'); 129 + bg.width = W; bg.height = H; 130 + (function () { 131 + var c = bg.getContext('2d'); 132 + var g = c.createLinearGradient(0, 0, 0, H); 133 + g.addColorStop(0, '#12151f'); 134 + g.addColorStop(1, '#181d2b'); 135 + c.fillStyle = g; 136 + c.fillRect(0, 0, W, H); 137 + c.fillStyle = c.createPattern(noiseTile(9), 'repeat'); 138 + c.fillRect(0, 0, W, H); 139 + })(); 140 + 141 + /* Overlay: soft scrim behind the text block, rendered once. */ 142 + var overlay = document.createElement('canvas'); 143 + overlay.width = W; overlay.height = H; 144 + (function () { 145 + var c = overlay.getContext('2d'); 146 + var s = c.createRadialGradient(TEXT_ANCHOR.x, TEXT_ANCHOR.y, 80, TEXT_ANCHOR.x, TEXT_ANCHOR.y, 560); 147 + s.addColorStop(0, 'rgba(9,11,18,0.44)'); 148 + s.addColorStop(1, 'rgba(9,11,18,0)'); 149 + c.fillStyle = s; 150 + c.fillRect(0, 0, W, H); 151 + })(); 152 + 153 + /* ---- the board ---- */ 154 + var tiles = []; 155 + for (var r = 0; r < ROWS; r++) { 156 + for (var col = 0; col < COLS; col++) { 157 + var cx = col * TS + TS / 2, cy = r * TS + TS / 2; 158 + var d = Math.hypot(cx - TEXT_ANCHOR.x, cy - TEXT_ANCHOR.y); 159 + var dim = d < TEXT_ANCHOR.r ? 0.3 + 0.7 * (d / TEXT_ANCHOR.r) : 1; 160 + tiles.push({ 161 + col: col, row: r, 162 + o: Math.random() < 0.5 ? 0 : 1, 163 + alpha: rand(0.55, 0.95) * dim, 164 + flippable: dim > 0.72, /* keep the action away from the copy */ 165 + flipAt: -1, 166 + glowAt: -1 167 + }); 168 + } 169 + } 170 + 171 + function lerpColor(a, b, t) { 172 + return 'rgb(' + 173 + Math.round(a[0] + (b[0] - a[0]) * t) + ',' + 174 + Math.round(a[1] + (b[1] - a[1]) * t) + ',' + 175 + Math.round(a[2] + (b[2] - a[2]) * t) + ')'; 176 + } 177 + var BASE_COL = lerpColor(BASE_RGB, BASE_RGB, 0); 178 + 179 + function drawTile(tile, t) { 180 + var h = TS / 2; 181 + var p = 0; 182 + if (tile.flipAt >= 0) { 183 + p = (t - tile.flipAt) / FLIP_DUR; 184 + if (p >= 1) { tile.o ^= 1; tile.flipAt = -1; p = 0; } 185 + } 186 + var glow = tile.glowAt >= 0 ? 1 - (t - tile.glowAt) / GLOW_DUR : 0; 187 + if (glow <= 0) { glow = 0; tile.glowAt = -1; } 188 + 189 + ctx.save(); 190 + ctx.translate(tile.col * TS + h, tile.row * TS + h); 191 + if (p > 0) ctx.rotate((1 - Math.pow(1 - p, 5)) * Math.PI / 2); 192 + ctx.globalAlpha = Math.min(1, tile.alpha + glow * 0.5); 193 + ctx.strokeStyle = glow > 0 ? lerpColor(BASE_RGB, ACCENT_RGB, Math.min(1, glow * 1.25)) : BASE_COL; 194 + ctx.lineWidth = LINE_W; 195 + ctx.lineCap = 'round'; 196 + /* two quarter-circle arcs joining edge midpoints (Truchet Smith tile) */ 197 + ctx.beginPath(); 198 + if (tile.o === 0) { 199 + ctx.arc(-h, -h, h, 0, Math.PI / 2); 200 + ctx.moveTo(0, h); 201 + ctx.arc(h, h, h, Math.PI, Math.PI * 1.5); 202 + } else { 203 + ctx.arc(h, -h, h, Math.PI / 2, Math.PI); 204 + ctx.moveTo(-h, 0); 205 + ctx.arc(-h, h, h, Math.PI * 1.5, Math.PI * 2); 206 + } 207 + ctx.stroke(); 208 + ctx.restore(); 209 + } 210 + 211 + /* ---- event scheduling: flips happen, then the board rests ---- */ 212 + var flipQueue = []; /* {tile, at} for ripple staggering */ 213 + var nextFlip = 0.8; 214 + var nextRipple = rand(RIPPLE_MIN, RIPPLE_MAX); 215 + 216 + function startFlip(tile, t) { 217 + if (tile.flipAt >= 0) return; 218 + tile.flipAt = t; 219 + tile.glowAt = t; 220 + } 221 + 222 + function randomFlippable() { 223 + for (var tries = 0; tries < 20; tries++) { 224 + var tile = tiles[Math.floor(Math.random() * tiles.length)]; 225 + if (tile.flippable && tile.flipAt < 0) return tile; 226 + } 227 + return null; 228 + } 229 + 230 + function scheduleRipple(t) { 231 + /* a short run of neighbours flipping in quick succession */ 232 + var horiz = Math.random() < 0.5; 233 + var len = 4 + Math.floor(Math.random() * 3); 234 + var row = Math.floor(rand(0, ROWS)); 235 + var col = Math.floor(rand(0, COLS)); 236 + for (var i = 0; i < len; i++) { 237 + var cc = horiz ? col + i : col; 238 + var rr = horiz ? row : row + i; 239 + if (cc >= COLS || rr >= ROWS) break; 240 + var tile = tiles[rr * COLS + cc]; 241 + if (tile.flippable) flipQueue.push({ tile: tile, at: t + i * 0.09 }); 242 + } 243 + } 244 + 245 + function step(t) { 246 + if (t >= nextFlip) { 247 + var tile = randomFlippable(); 248 + if (tile) startFlip(tile, t); 249 + nextFlip = t + FLIP_EVERY * rand(0.7, 1.3); 250 + } 251 + if (t >= nextRipple) { 252 + scheduleRipple(t); 253 + nextRipple = t + rand(RIPPLE_MIN, RIPPLE_MAX); 254 + } 255 + for (var i = flipQueue.length - 1; i >= 0; i--) { 256 + if (t >= flipQueue[i].at) { 257 + startFlip(flipQueue[i].tile, t); 258 + flipQueue.splice(i, 1); 259 + } 260 + } 261 + } 262 + 263 + function draw(t) { 264 + ctx.drawImage(bg, 0, 0); 265 + for (var i = 0; i < tiles.length; i++) drawTile(tiles[i], t); 266 + ctx.globalAlpha = 1; 267 + ctx.drawImage(overlay, 0, 0); 268 + } 269 + 270 + if (window.matchMedia('(prefers-reduced-motion: reduce)').matches) { 271 + draw(0); 272 + return; 273 + } 274 + 275 + /* 30fps cap: the host machine is busy encoding video. */ 276 + var last = performance.now(); 277 + var t = 0; 278 + draw(0); /* paint immediately; rAF may be throttled until the source is visible */ 279 + function frame(now) { 280 + requestAnimationFrame(frame); 281 + if (now - last < 31) return; 282 + var dt = Math.min((now - last) / 1000, 0.1); 283 + last = now; 284 + t += dt; 285 + step(t); 286 + draw(t); 287 + } 288 + requestAnimationFrame(frame); 289 + })(); 290 + </script> 291 + </body> 292 + </html>