/*
 * Stream backgrounds: Glow, Drift and Lattice. The same layers serve the OBS
 * page (/overlay/background/{slug}/, overlay-background.php) and the small
 * previews on the Tools pages, so sizes are in --u, 1% of the width: 1vw on
 * the page, 1cqw in a preview. CSS only. Every animation moves a layer with a
 * transform (Glow's lights also fade) and repeats within the 40 s loop, so the
 * page and the rendered video (tools/stream-backgrounds/) match frame for
 * frame. The light stays around the edges: .ov-bg__cover keeps the middle
 * dark, for gameplay. A light sits in an x layer inside a y layer, two sine
 * movements, so it follows a smooth closed path: --dx and --dy are how far,
 * in --u, and --x0 is where x--a starts. Grain breaks up the banding that dark
 * gradients show on 8-bit screens and in video. Every accent comes from the
 * variables below (Overlay::background_tint()), and --k dims the lights of
 * bright colors.
 *
 * Phones: no live blur here, ever. Drift's bands are small baked images
 * (tools/stream-backgrounds/masks.mjs). As live SVG blurs they took over 200
 * MB and crashed iPhone Safari (30 Oct 2026).
 */
.ov-bg { --u: 1vw; --a: 109, 74, 255; --a-deep: 84, 53, 230; --a-mid: 124, 92, 255; --a-light: 168, 147, 255; --k: 1; position: fixed; inset: 0; overflow: hidden; background: #08080A; }
body.ov-bg { margin: 0; }
.ov-bg > * { position: absolute; inset: 0; }
.ov-bg__y { position: absolute; opacity: var(--k); }
.ov-bg__x--a { animation: ov-bg-x 20s cubic-bezier(.37, 0, .63, 1) infinite alternate; }
.ov-bg__x--b { animation: ov-bg-x 20s cubic-bezier(.37, 0, .63, 1) -10s infinite alternate-reverse; }
.ov-bg__y--a { animation: ov-bg-y 10s cubic-bezier(.37, 0, .63, 1) infinite alternate; }
.ov-bg__y--b { animation: ov-bg-y 20s cubic-bezier(.37, 0, .63, 1) -5s infinite alternate-reverse; }
.ov-bg__cover { background: radial-gradient(ellipse 56% 56% at 50% 50%, #08080A 0%, rgba(8, 8, 10, .95) 44%, rgba(8, 8, 10, .55) 74%, rgba(8, 8, 10, 0) 100%); }
.ov-bg__grain { background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='256' height='256'%3E %3Cfilter id='n' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='.85' numOctaves='2' stitchTiles='stitch'/%3E %3CfeColorMatrix values='0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 .075 0 0 0 -.024'/%3E%3C/filter%3E%3Crect width='256' height='256' filter='url(%23n)'/%3E%3C/svg%3E"); }
@keyframes ov-bg-x { from { transform: translate3d(calc(var(--dx) * -1 * var(--u)), 0, 0); } to { transform: translate3d(calc(var(--dx) * var(--u)), 0, 0); } }
@keyframes ov-bg-y { from { transform: translate3d(0, calc(var(--dy) * -1 * var(--u)), 0); } to { transform: translate3d(0, calc(var(--dy) * var(--u)), 0); } }
@keyframes ov-bg-light { from { opacity: 1; } to { opacity: var(--dim); } }
@keyframes ov-bg-roll { to { transform: translate3d(calc(-100 * var(--u)), 0, 0); } }
@keyframes ov-bg-roll-back { to { transform: translate3d(calc(100 * var(--u)), 0, 0); } }

/* Glow: one wide light, a fainter one opposite it. Over the loop they travel the edges and trade strength. */
.ov-bg--glow { --dx: 17; --dy: 11; --x0: 0; --dim: .55; }
.ov-bg--glow .ov-bg__x--a { animation: ov-bg-x 20s cubic-bezier(.37, 0, .63, 1) -10s infinite alternate, ov-bg-light 20s cubic-bezier(.37, 0, .63, 1) infinite alternate; }
.ov-bg--glow .ov-bg__x--b { animation: ov-bg-x 20s cubic-bezier(.37, 0, .63, 1) -10s infinite alternate-reverse, ov-bg-light 20s cubic-bezier(.37, 0, .63, 1) -20s infinite alternate; }
.ov-bg--glow .ov-bg__y { border-radius: 50%; }
.ov-bg--glow .ov-bg__y--a { left: calc(-26 * var(--u)); top: calc(6 * var(--u)); width: calc(74 * var(--u)); height: calc(74 * var(--u)); background: radial-gradient(closest-side, rgba(var(--a), .42), rgba(var(--a), .19) 48%, rgba(var(--a), .055) 76%, rgba(var(--a), 0)); }
.ov-bg--glow .ov-bg__y--b { right: calc(-24 * var(--u)); top: calc(-30 * var(--u)); width: calc(66 * var(--u)); height: calc(66 * var(--u)); background: radial-gradient(closest-side, rgba(var(--a-deep), .29), rgba(var(--a-deep), .11) 52%, rgba(var(--a-deep), 0)); }

/* Drift: two tilted wave tiles a screen wide, rolling opposite ways, one screen per loop. Each band is a mask, its color and strength set here. */
.ov-bg--drift .ov-bg__x { inset: calc(-14 * var(--u)) calc(-130 * var(--u)); animation: none; }
.ov-bg--drift .ov-bg__x--a { transform: rotate(-6deg); }
.ov-bg--drift .ov-bg__x--b { transform: rotate(4deg); }
.ov-bg--drift .ov-bg__y { inset: 0; }
.ov-bg--drift .ov-bg__y::before, .ov-bg--drift .ov-bg__y::after { content: ''; position: absolute; inset: 0; -webkit-mask-size: calc(100 * var(--u)) auto; -webkit-mask-position: center; -webkit-mask-repeat: repeat-x; }
.ov-bg--drift .ov-bg__y--a { animation: ov-bg-roll 40s linear infinite; }
.ov-bg--drift .ov-bg__y--b { animation: ov-bg-roll-back 40s linear infinite; }
.ov-bg--drift .ov-bg__y--a::before { opacity: .36; background: linear-gradient(rgb(var(--a)) 50%, rgb(var(--a-deep)) 50%); -webkit-mask-image: 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"); 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"); }
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aWje2eMZDVlaWhCh1RK5IR7KpKnpcTvPpSFr1jQ381ysmRl9lEfS493Esiyyf9DMe8IMphmGYTDGGv9x15w2psFij9/XyWewtCzPHu20sNY4nXvZ4Xkkd5rv+ZyGtQYTO9MvN1ho7c9ahMiSZ0FaRJMQWo9YtHyvaWnN53qs0ZqZIe/zTJJUfSzvpmFhPea95o71GGuMNYO/3sP8x+mvtobJyMy/2sSE1kKjyc1C6yzRvPamw7zn+RisyTR3jOZ7DaOh+VdzYyGE3GhlSW6EoKVFC/mxx2drkMFOo2Fm9gVJ/knerbXls1nz86ZZtgyzxlhmlrFm8B97bVmDkflXo3m20LIsxGybzcxmDBL6ivkghIikpFTBYqxpWAYL+xcQlmdLC0GyWu4fiCBCkNtpeYfGonm35teZGbkdJPm9aecun/O9xzyHWXtYM9g8t8ys4T8WTPOc6cS+8lwnmqaJfG4zM2NmGCLXoZed3hFCEslDxjyXZViDNZ39kHmuD5kQTYRaqyWyhKyvPHN7oOWznfmzMNq/Z3cZYqyvdob2msYwDHPXjMGssWYMy9h/zGG+szM6+THPJprcHs2HGTMMQR+9znUQQhI5yvcw7zVtWXMbe0w0yyI/tggtWYJo5UaQFqKR3JaFpoWlLWiexwxdDPl6NrdZmF/XMKwxmGaNMRjDmjFYs4Y587kyE+ROp4XOosnNszEzY8bDEHTz5UF+IJHkMSyDEX+DucOaHoYlzGdHi9bShPaHpUWvJa2lUWj4Y5E1uS2Wd0Yze+WjpDVikGE+1zTGBH9ZbBlmDTNtDcOwjGGN/5v5sb955i7k2TJpQZ6tRWvMxpe5ue3LOj+GfEnyuaZ5zlrDWmvWPBemYfk1aGghZCFEtAhqLSFaMbmJaYT2yI8zk/shke/5p/Ocz7+HYZj+whgMa2M0a4ym4T8aLTsa8tnStFgEwU4aLWvGMMx8zn1flH/hJoRoLWsNw8g816w1d0zLoL1i7QiLJqSJ2B9LEE1CyILoMQka9FinNeNfICGtPe5+mWY6O8wahrHGYLAxWbNmDY35YHphOqG1LOTz0fLMEMcw7z3+Yb66f/DMMwhhWvNeY+1h7sLc+ZzPpfkxaGQJjaiRVkueZRHkJoM/FvJeNMwwupuQHxfsNcvC3wyz1iybl7Fm2ViYNWs0mM+X1lmEhaDJQo8mrWmtyW2Yn+xf+Jnz2YeGtaxlrbljmsY85zmsjzH09Q4arRW03AgRTUJoaUQQLOS2mGHkEyELo5nPuTPPNWuGaQzDYJNpw/z4+PGRNXJrWiwYRqmoREmE5Jzb/H0eMEMkRSpSGay5a83dY7LM+geEDKG1TsiyoiXPshCCmc02s5kxYxi6GEJEUpJKSSKZ5+Y5azCGWWYNRsOwPzvt9X87N+8mGvl6lqREHvK80Q36S1R9Mh+II1KSL9Ng7mhGBs3+0YIWtJYVNBFaWkQTIUtzzMyGGTPM/YSQSCRJjtzcTWOsWTPvwbDGwrnN7/8NQqtpLZrcaMxKSvKQm9d8mL/NnZyEBClJmDvvwVprzF0T9hF2lqA10UIQMgktgsg492GYg7m53YM4IiLh3Iy5a5jFMNYwmAZrwmTaD/m/xdKyaLl5Z01LSYTc6QVd/aXrYi7nmQchkVrL2g/MHUxjLRudYfKPc1tryU1Y0kIs/DmW8XgOc+cc5pyblw/ZawxmzZq7+dxaY2FolptBWIf/79Rakyy3hTTWtDzIFT1u83e8i2N+k4eWtdYMo7FYW2useU9YGxH7B2i5aUg0LS0tn3nPj/N7njt95ufc+WHWTMaYxrDMc1pYGENH3s3/N5a8c3Nbs6whIcfQ49zb3/wOz5BnSGON1hrMHezPzHvN5G9YGKZHW48sS9OSBZHbokWEWD/8w5x39+u8h5nZzHPMHdaau8P+zK9hxETI/7g/C3rcPFtT85obuc4/5S6QX+RzbvOc5xpMs9baZDCdNkH2sMiztZqgRTQtkkTLTey3L47ZsTMztpmNsQy2sNaY3MlgdOQuCE3/leWXaGEt2mIHQSd08U+c7yDP0Vpba8EYDBqGxbCWv3nvWK/vWG5r2Z/lRlNKEiLns39hX45hxsxm9oa1xWSw5q6TecaERRDL87/ap83MbGaGybMHuc2v4oZts5uQpCQpfWKatdZY7Kyd/vaIHRZ5tiyIPPOdZ+sEfZTnzoxZa7DMNHeWNZ+juRlDP7DcaK1Fi//L8TAzM2YYeuiA3n4pdz0gJJIkpbymYVjWMK2/YdrD8g9bbiML8myhtbxD/4qdYY+11jDNHQzNe4cGGYQRJlpaFlrQ8n+Z2WY2vgxze7znF3bbPEPkQTlJMM9p7jR33jv97ZUdjZZna/IZWWitNT3sq8bMzHNYzMRag1nezZ0O+czyzKLJM/4/ZrOZYx7mnev8MgcRIqUE8z0MFmss85zYmT873y1YbueZBS1I/9oMmw1r3vPzWvNr88wIk5amhUaQd/g7mzGD+bAXuvhF3fcv+RAiShoNwzwnW6Y1rLkLk7/9hkXrTB/kmSUJdhXMzI5hkGFhDywyFuvR8s5nFlneJxr+P2aMl3nPd37FO8gNkbTWaNYeDHPXsDCWxTIs0+PHsNC8w/KgLxi/7DwX1tBOg+YuTVjTCa1l5eYZNGhtZu7LXtjrl3o7+c47RH5ca4258zlo5g6TxZqG9bUmyPpg8pEvsB82P5ifm7vWCcukBblLk5tnbuvgL2PnOT/O//HeFz2Q29pZa61p5nPuMJq7DNayZsHyLzdhSf/azJz9ML2a56I1wbS00JpOyI/RWmut0xL0hl5+8Xu6TU+MObYWCbOnnn/WYJm71ryHdhaa9dV8OJ/28qMXtJYJaa3J0pB72GNZEolInvn9+IHzXIuWTjPzphZzd6y5ay1raN7r49xoNPsg+Sma1nLzbrmxyF1mPVjLQ/LshC5+J6uXoeebY+NkZiZVmDs0y7zXfC97GH1lGg32WdLCviALi9ZEo6PJMxphWjtZ8rzwmt/nPa4jzcwkJcM8R4Mdi51pPpv1gdageQ49JElDu2hoNC1Zbot1hA5NKNbaY9nFMb38Bnf0pXM8SQkmO/jr2WCNoWntLOy1LBpOtyctowtBIwuaoBEEDWlZa3Neczzp8Du+tzC9jZN8PHemPeY5uX+z5nvZw2KtL5LEwn54N4kh7xAWRHNby3Ga9x7fgSPPxxyQyMJoJmvHHuysNe+RSW7bZ7n4sA/ZaXkHTSyN1kNrzHNdoG+B5n2OBwmNeTZ3WPspW4+JvxqjN74kN4vE6IGG1qMFQaORm7W8T/aSb8SCnqoEESQqiaRSSpXsoKvNzJiZ1+kgJJKy2XaeebeZbTMzZhszGIMd8trpu7JnPgQRJZEcD5XnWiXZZmbcXSckKZvZtNxMzMxmZszMeMyHHu/5puzoNgS5iVByEuW15kibmRf7grxI2rzQIevLbIwH5g47z96+OesC+UWESBTJaxpJMjPDMF8ZQqLZ8exBYzZmDOMx7/nON23nHQQJkSRobvIww3yZEBLHrPNsYWOYwXx8zn/KVL3ya54PISKiNTc5xrzMjxE5ZmKtaRpjmB/YF/bxTdsvdJ65IY/bSEhc/cg3Zljzzm2Yu/Ocn+c/i/Nr3rkha96Rec5xX5RjnjPMM4zmzntf2A//uR1znudezHNexz6IvPYQgjzz7PGab669tp0dmPc9DOY8l/N5LnsgyDPnbtDF93n2cpzr+Wl0Ovc458N8m287zad/GX3VsYs/grt67uWH5sP8UeiD+Xz+AuiDP4r77C+aP6z7MX3JH+X8Ce6H/Ov/f/3/r///9f+//v/X///6/1///+v/f/3/r///9f+//v/X//9b+L6qP0df35+X/Ww/sD8V8/fZn4n5wv0kfYH+FOzuuU/sp8jH+bTvu7nd4bm/VI9jN/pe281zL/ZmX7RP+pq85zUf9g324ZyHfTTHvdhVXnPspJfQgb7JdrULu7HHYA92N/e9CDkGfZbL3PbdNLdz3INhBvtkDHZgF3kN0UUQIeTYQTf6XprjDgxzHGPYYxh7GPM+950QeSboESG6yrGDvoF2wR7sYAbDmBlmjJcZ7IcE6SFBhxChU4455rbvmnwH/RAngtaarGXSxFof+cp9zDDvyecaLGvYL4N92X+y9HF7yDMSJIrW3BaWhibPBPtoD/tYQ4O11tCaxjL2mue858f950h+zDNESCJJstZprUWTXxPylTOMzdy5a63BWtZiNowxhj3sB/tPjT7QByFE9JFECWJys3y2lvTaVQczM3tZa+4yGms0GzMzxrAzn/PrviHyY55B8kg5SZJKnrGW23TQHvlX7GEfi8FaRlvWsGZjZjZmmMEe9p8aeXb0QyRK6kgpHWK5QdPQZPoY7BDsa7YZzed8T8PaY2Y2szFjX/PcQ98GfSDohzySVJJSKb3dhvyY75TEYG8xsy8z4q8wMpi7tjObmW1mxjDmOZhf+937DIJeEUk6Sumpb0F+zW2NVpJgzsHMbDab58g85/mybbbNttnMZmbGfhv0ot+0Pnoh6CQLrdHkZnmGPCf0lR9jWbD5fK1Bg+k8R3bWYzBYbFnLaM3QzhjmPe/9VuWdZx8RSa21FhqCPPPOOxNiX/mxKdPLiAbNnUxn7jSWnQaD0ZY1WIs1d4199KDfsdygIyLRy225eefW0LLIQqPJOztZLJv7Bo1lyDwHHSyD+RxMxjzXiDVrzBh5Bj3otykEoVckJQmyyGdunlm00GhCozNhZFo+X2thwWTnPc1dzHOe05ge8xyttWZjOoUgt/229HF/i5SkpFqsvHNb3i23xdK01mLIMyZrhb2E1hrZ+YfTYK21dtbOGpb53GL9ba3NzEb6rJN+U/Lu6JXoqKQesdwgjdZqQtMEmdZaE9rHNHfzxU1Gey3vNc2az2lYg2mYzzWM2UyJdAqC3PabsJcbhCJSilS6qlAmaFoIYrlh9VeW78yzv/msr/q90R7Lcped0dxlljVrNBjLbDZLUiREBF3ot2Aug4g/okfS1x/152NqVouWttwQRpOVtXbesew0LL3M0hqys/zeYGRNg8nor7vmOYzMtMdUlBJ9SW77JdvLc19QtJYJMmmxCBohiL+FPIeQaZbbXg3TMtqYy8zYhpDRvshky7IwjBbGYDSYO1gMo2mNZU1jMNgP9guWH4Mgmpb/57TWhCAs5LaWlh/LcyfILMu7aWfQNK3lLsxslsXkx8aCLGOIxRgNBmvusgbznmUNbS3L7GPuHvrlyrOjj2RZ/MlasjybtHwn715ZmIhhgqaxlrkNmp/3koNtPhtkLf9wNVoz72YdZs0arDXmOTKmNa2tMTNf85zXfnn6QNCXJKHx/5wErdPyDi3vaCfTRJjlx2WeI9Ma1tq/N7MWWcfSaFovExrtMa1hxJppWGswz3kO1rRmY/aaO3TSL07eQdArUdBaf/74zITcFlqeoUFLg/4SZFiW+XGyibXmbl9j1jJ55sfWRJgFmbuW+fxbjMEaazQMY7GMmc2YnXnmnNd+LfrSC0EnkVJrWv6XnWhpsmhyczOa/L40yxbLGhk7d5l3c+c+XjQaeYdYy2feE1ozLYY2n9NgDQYLw2CzmdmYYYYOetEvxXeevUKipKQW8b92yDNLk2eQiYXsB4xGo7Fm9MMa1lrLGOwQDGZNmqxHjATLQhYyJpplmh8Hk7lz53nYmc1mNmPG3vKa2/6h+qkXHRGJFJVS5P4vyDsI7YOYTO70sfOezJ077SysNWs+5zbvWW5rRCPPFvm95rk0bZkM6zAYzHvuaJs9zWb2mA5BB93oHym/5hl6pUeS0nt5/ne01qHm/tkJI2RYsObXNbbWvIeUJAj6V/SFwcxs/CDvWhZtiYWFplkmhrmZaayxBot5zrLmvSHrIvSmf6B8h34gWGi0oBGy0H+HFoJFbqzlHzfme9YyzbzXmCQ3v+YL58fBGAt6EC0LaTK0YILWFpN5b2qDwVrDWMx7WkPRtBBBjrntH2Avt4egV2tazW2iEetY8h8KyWesM/lei2WW95jnMM8xGJF/sn9n9EvjQZDOjSw38tlyp5XB0hhtYg2DNVjzHsyytiYkugm60N/eXIa+QoIsa1lyc5vQ4v8hWCeN1sj3wmg+ZzKsuWfWsAb5x/Pv9/FP84zIs4UmoiHPplkapmk0rL/pjGkYa7DOXS1rpUjkJed82N/Ibp47CUEniua2aB8IsVr4L8gNJjf7wTyHbJ7D3LFmNKNh3vsY9q+FHj1C3qGFyA0tKL9mLdbSsEzzngxrLHOHEcM0rZU6RI+gB/1dfTjHoBOdKGtBkCFC0yL4n92sZfmcPoZ2sMGw5s5Yc+eOMexrGOwLgtArNyK3hRbJDS0IPW4+l9awhsw8+wvLGqy5B9FKSioSQY88e6G/iV3sJkhEJUVa8mOyGi3y+T/TmqB9NRgaCzPNYBlmpjXGmLv2MczM7H8DSRLp1XIjojVRkKWFLL1uC6YFa43WzsQYy7znzjmppNIhQW95zcf9NPvkuYPB3pKklKTIs0csyLtX/3NuO9PHmsXIjLXGmMxsMdYYTDPPzWzGxh6DLgY9oqQkudEE0SJIxBKykx7PPBetYa1lzYSxGIY17RGqVB5JEhHd5NiVfpL5cB8NJklSSqWjB3JbhM5E/M9anhMNa7Awdwzz/AvD3L+e02BrlqExDctCrocomtaktQTR5PkHsgQJQsjtgyzNs8Ga5jlNf9GY5xqLwWgs82xYc1/znO/83P0i6CtCyzuLTJCF3Cz3PENr/xGwFpphWY+5Yw2DGeb+hWmWMWsYFmvuWlj7R0NSa0FYMtIktDTBHzekl5Yliz/2uC2WZ2M91rSFsQxrDdM8B8NiboNhH4N90E+U76CPkE7Lj7m5TWhys2QIrbXWf2stLPNejDXWWPOYNWuGNdYYY5hGYxks1jQ393skYrn5MUhotWgioYUiC3km62jyY2uWkTWGBWPNcw1jerRlNM/Zw/5Rfu7+UR59pNHS5DNZrJYliMnNWmv5b9215g4Ga6xhzDQMY+bOrBOMxWAazM/RxegH5DOaIIwSLbSECE2SGy1N+8PIbbHW0mBa0yzTYJo1GoYJYxiyNmaMYeyR135QH3pE6JEkSW7ITrJoQVN25GYtaG3/7WK+hzGYZlh/YRh7WGvGWGanme/5cVnWyO1ISeczoyzvZEdCixAhTQpayDP5MXetw1qeYxkZ5s5zMJ9rWDNjzIyx3/RD8hlEJBFJUrU8g7Qm7xATMlkLWlv0PzefMw2GaXPmjmEYy8xYjMVYg8W0HwyZT0xJYb0amdDHynKLLEJICyL+WLQei1hoLVgHowWzmM8tyxrz3LGGmRkzZmYYdEBflM8gJIlEkp6C3CxoIT8mRgtaW8v9n5nMX2GsMYxhMMasNWYM1izL1qDBZO0xgonQYSedkZvJ8mNkQtgjQktIEFpBiDw7C6211mnWNC0GO8+5a5h2DNpmNjNmhuki773sRL+kI5GUpD9OyDoELZpMyBq5ra3ljv3P2NCsMXdmDcOOsWYOa2vQmLsGaw3LgnZQkvNYpGos3y0LLayshcgiIggJoSWhBZFJNLS08+sameeY7zVYBqM9rpkxZoQIvRDmPSSIRCSdzp/Sn5Jl0UJTIxMyLVZra1lrjeW/jGbW3JmxBjuDMQbDWJaZz2Waz4V2FiaTvM9EJTSss2iyrOWGltXiodwQCoL4s2hZWfBnWWit9WoN1pnMczBY01gMhsxaw1paTMhrznvRQWQttJYFuXk3QW5MCGvybGt5zuf8P7CGMcPcMbaMmTtszVrGfI+GZT0ao8XkHQk76bEYspqG5h0WtAhayPJnIoKEIESEFi1iaS3PiVibFsuYm1nGGsz30LDW2CAj6PFhEEQWreWZd5PbWlB+bDRBe9Hcee7w/5g1xhjNDGMwhjHNNMx8r2ksPy6L5pnR/smYpBo0i2lpfs8zmD8WorWOiBYhuVFo0UKrtRbyOaJhmqydLQ1zp2Hnc96rxzNBH4XoES1oWr6jIUiw02m0yKyv+XUY9r9gxjCMMVhjHmuYZU72McvCwjrPJkNDa4g8x5xUo8WaO63VtPMMI2R/TFrQES3ECSGK1tJaJJ+xYC3fa5nnPNcyWNgZNBNaN0EXg+iHFsvNZxY0+TEysdw2csfCGuauWf+LzTJr2GBtzbyMNXevhj1a8568GzTECIvc74MYNBoNJuuHRWJoyo2WjxYEhZYQaZEbREOL5buxJjt3NFhbRobF0KC1TkFudxNJ3vmxZdFq9GoaLU1j0ZpBgzGNwdofd/DXYc2YB8My9ujM8tnWK8ua1vId1rIOHXZQEuZ7sdYyy48NJvIdTQhNSWsRyW2RSAvy/GMtNFnLRGvTa7JltAyzWHMbM63poR8Qnds8O3m2lqUhlokGC8t8D/Mcw5j/5xhjzZY18zBr7hgszLthyLNBTAtaGFmLR847SRDWYK21hrAzrcNCNMLKDUGkRTwiWpJFCJk/y43lvaBZRiYbzW3WaLDm175oDklJL71uS2PJz0Fr67TGsM5gjcEYZhljrDFmDcYa5nuZZWmewZB10OTnTGuJvI9IYtB8rmENGhojsuaZhYay0IJEaEkIQWmihRbJyM3+bC1kmWXBNIzW3GmeTUiC3A8npfS4abJGWkM/PNfynB/H3DXDYIYZxhrzsGbewxoWa2iaRRjy3ePXUkoJcj9IPuc9TcsaFtNkPttZtD9DJnmmRRN/1iL8QbT2hyyC3OS9P4sGy9KYLKNhrWm+p7mbGdHFiKQsWl+fwdLCEA1Ta3aYhnnPGoaxxjDDDIZZc8c812iW1paf8501WfpBSXkE3QyRzsjOMpgWwzJoGmtCa/szuTHJjRZZ/rghJC1ECEJrxULTYbHEWFgwWMsezZ2ZGdHLGElNfs560IRBngvaGix3WGONNXusMcb8nWEMxhoMGqY1S7YW9ANatNXyY0cpSg75ovl1DRZrlrvYZGKaBc27kdv+mBDSSFpECNGKFoKghljk15bBEGutaWcNsZm9dJhTUgyt0zI6yzPs9Z7vMXfN3Jk1bdYYw//HGMY8h/mehpZZECMsTWuiCXotKkV+gM609lruGs0wLaZN5pmtRaY1WWjNH88QR6LlJoK0P2R9ZJHv0M7y62QtpvkeM5sdbiclyHdrWdP82aMtaDGDdsY0zJ1Zs8bgLwz2X63BWMZgnVmLxrK01pBnrBZNy495P8SNLgY5rLWzMBompq3BYj4nayzfjRYWQazQEiEtKAStCFrkloWRaD+EuYvFOqPtQ3QYo6QYZLGWd9bO/NmZyXvmrjGYYTDYWTPN5n9s1txhzZ13bLmNvD9uC5p85ja4EfJpfGANmeU5hgbT2k9Ma75bg5Yf07I/S2tRhMj+QGgfCVoyfybE0A9DGs1do8VscyJhxiSVdZbJZ/O5Mua5sNMMa+zBYBjDMGb4H4dhfl1rp5losZiEIVnEwg8tCxo5CPJ5kO81753PYZm7dtpgTZZhEXOb0FqrhRYtFKElRIsOaS1C88cgz46GBS2jWTDbjOQTFXkujXZ+7a/bHjZYBmMew5phZjHGWLP/r8E891hoWJDFQt5Bi4ZM7eTZWhRB5LWXPW7ITmOtucvOc7DmznSMabRsjR4LWksjWrQQEYKQIDr7owktiNZpiCw7y2rC6O/DTq+7yBCGBk3DMpnnmOfaYDBjGn8xd5gxrOH/tuY9z9aWZ9YQMjeCLGji72w2mxljRtBDL4R5DxEiESmpUozGsgaDeU4GDdbybK2Fpv2BpqZFIggKIbcQtJoWcluj5TZoWGg0Fb3MNA2aZqH5XKZp7ljT2DLYGoMx06wxM3fNLPbfuGutaW2tRsuETCzRtGiakLXZPIwZY0KOec15L+SGhCReHovBNFjzPeY5seYfLi0skomghaSFkBD0iCZCa2oIq2mdZ2PRmNBh2PJe0DSsNVhzh7WsrWGYwTBzWDNzx5qFDWdua2u5jSZkstBq8mxCsMyMGTM75oZOH+fzCEkikbRg7jKsPeZ7MFqWNeu01lpoKM8IQS0ECWkhEg0hE/mxyeTGoDlczo8xd00GC9amYd5jzFozdjCMcdYY8tdk+o9yW1sLWizkxxCspiNoSDNjzIwxyGt+ZI8bIpKIpBntmOdY07SdO5ppWuz82FpnRBNaNH+IoCWkRXvkNjW5IRPLsyEs9EXz4zIarDEaozEzjTXDmDvGlmGwzHzvPzLaWtCaTMgIebcgyLNJa2aGGcbcvObH9hsRIhJas3buYJ5zh4mJMWgNC83Njz0QWkSyhBDRQkKmD5nc/NqaVnQxWsu0H8z3LJhpjFlrjGEY/G3OMgbDfA/+m60FrcnNnbKgRQtiQm5rrZl5GMy7l5817yCCxFqLYQw9hsWaZbAOy1qmQWuN1iPGn2Vp0UKShXLTQusUQ5D1U+fH3G9+3WPZGY2dxpqZO3M3LDOGNdYwd+6a9/+ktdbkZnTStBpN8pmlxVrueMw/op8o3196/LiYtjAZw5rnGjMdY03WsJYfs9wmeUYmCk0ksmi1kNy8s04jrIeu5rmsacc0FvMchzXWMGOaGayxxhrz6zS05n9qrbUQJk1uFrLcFvJjCxpzj/k1P3cfNx9kr+doD8xzGdYa5g5tWaZprFejdYT5QyO0IApy/0CWFiT0eAetoUU+WkNr7hoNgxmmWQZ/3TnDY425G2INs6C5/81ayGdukxuats22pCRJeuRN0M2zn6F6XJYqt2OMmZnNtrGnPZvnWPibZZ7L2lmeS3u8c0MfU5CW+8czN0jWMTY2Y9DFIFIkKSmRPOf51x0GW8Mw5g4d1lhkPvM/Ednp1XLzGdvMlJIkBPno0/w1K7oxDGZmHmZj35Y1DKMxZNa01rAWzbMPJDKhhUgQLYLcPEMwMw/zeR4SkfCQOxhrjDY7MNYaMzGa0dzMszX9N3l2EDRye9DGZioieRN0ePbJT1y9VdRpFwZzsG3GDB7mznsaY2SwFmsNWgatxzNNaGmCJGsRWUILmuaOuf+WkBs694wx1jIzHqxZZmgszD9cJ2vxf/MZLVaT/JhsxiYRCXLznr/Lcj/HwYwxZozZHMxdgzUN/uY5E9awluazF0LQQgjRQpMmmhAvhvm3Q97ndubOXWPmrlmDzXth3tlX05rcR7QsRJhO0LQZRzzIOR/+fXzhHhgP5jDGjNkrhrnTWMNk3ss0LK3Rmh7PBC00EaFFy438fv43mH8472EWs8bcYZ6bsMP8OD0yyA3/X7QaIZ9ZtDzHjCMInZ7d/J1Wb3M5L3M5M2bNHQ3WGJYxJv1tWCzLsDTLOp1nZKHlGck7tH4I9tpHI3dfwzDDmmHuGiYzn4uh/RBrsQQNOi1kuX00rWnSGOaN3ObvfxfM8dAvY61ph3mvwRqHNbLFWBpMLUOjF5HbRN7pSIPWD59f8n6tsbMz5nnmOebdTKM13xk08pngf5RGNGKR5a6WNS9Ch2cv/6TzPsyvwxbWMu/RGOZzsKnNezLaWn7uTJbQtMg7aLVI0Ct3N8F+GjObbbN5zjKtme+x/OPW6Ih2QuuExt42MzMzM/hFbvPPXs6dkCRJSnra7D7WWGN6DCPTLIvMO23RtPLuQb6TiH6YrxljNs+Fea+1sebXNWiYEEOwP+7Ks7X4v3i2zWYbm3mYl/nMbX4hcyMPKSmlbLa/bM3nsDPPhsm0NX2woqFBtKbXIpYS6TWf7jUzM1nDMnfuZH6c2zI3k5HPFoIO8pXNbGZjhhnssJdu/rG7vMiXhERJSsY2GOwwmOzMj8s0i4zFikXTEDFym1IREfsgxpjZWeZOZhqLxWLnvSw0MkEflibPPPu/EM1mM2bM8HrO96/A1/Ygz0QiJcc2Q4PBPJf53MJosbXQaMh3y4S8k0qv5OOxX7bMe6w1TaNNs7QPNFlMbm4WTZYWnf1/tKzZmDEHg73s6xc175AbItFjjMYwn8MajFF/fY7MXZo7RNZieeZWShLZR/aY2WabDMvnNEwQfztLLBbybKLlhkw+//x/WouZGS+D+XH+j91e5JkXSWbMYJ57GdYallkjBpPBmk7Mu7WWpT3+6Eoi+yDOzK5lMp9rfmyGyDLEIu8m8m5Be6X9ZcEM+zLPffwfz3nmKySYsZYxMRZjrcGaNfO9fP+NUXt9t6bTU6982cxZMA1rWSfDiAxNnnknNGjJ8myStf7SNObDznv+j+8ez3zIGCysaQbNYE1z12Afxmg0d5p++rHUH6nX7CZmZps9vVdb0DQTBPMsP7a0lhsa8kzWwv5/Isgxv/jtQrCNWdZgM8aG/WwbLAZjaDEGTdMmS/taTGiZ3LnP2DY0z8ltmmVC2CHUXzohFiSjv5ttKimJ5LNnv3I6lGdPm88YjJkxxmPDMM81928MDcuaGKyvZ2OaWItdxcxrvZrnMlmad8htS4tWs7I8y/blQhSC/NYO03wPmzFj5jFYrFlrbZo7GUxzm/ZYLP/qJ/PD93rdpkGW2whCy4JMX8NsM4lEXuTc70Znnw2d3MGYGRszn8Oau4ZlPtesad7Nc2HC+lfMZjN6LGSalmfLspDVWixBbiM3M7MjcnL4XZ7fwgwbMxtrtPnesQZrZ621Bsv8u2vasJcwmxna47s1QWstt+XdcvOu0dJamxmJq2e/P9sgzyA3B5uZYZ4701jmOc/RLJb5cTJktMZV3mwyZH0gFgstmjxz8xlNWGuNGXMSdPp9ng7yzPdgM2LNc0wG8zmYDKOzw4Rp3leCzQ5h8m5hoYmmhZWbd27Lr40x6EF+7zvPzt1Zo7Wzpi0GOwumuXMHmcxdWMs8Jwib180IE2TyzjvPICy01lqtZcbHMed+u/b0HRtbnonEjBmzTZViR4OJeU+bWJTIPIccZ+ZMkCEWhMwzmz1tNpvNzBhjGAw66fT7v832k5CZGWa2lMo85znP6WhMlpLY4zJmthZrNQTtCHphs81mZsfMYLwM5sd8I26bdxDyHDNGDu2XiSF/yfyayByngzGz5Ts/hgk6mc3MbGZj5jE/mGcv34fz3MnzIIaNWfJYwzLf817LMu0l9niNj0wWlnXybPJszcyOzQxmfrDznu/NHsiPY0ai1rCmLaa1M615rg9jn8yY5Z3ltkYWWmhm5ox5DPM9P8435N7kx/ybobRYYzGfa817sRDMp3Ostc5tcjO5LdbMB2OY5z6wj//k7Ad99NhBNFrTmjutuWutsQjCPpjB8msWrbU0rWk0gxnznOf8Ov+5mu8g6AiNZS1M02BhzWfufH7mnYWlobWwltU0DAaDPe4+/hO35ngyjGEMMzOYec5u7IMcDwmCSBIiBMnxQG7zbdu78xznOc8xzMFg9jDm/YsQeQk5CJFj6EAPuvh2nivDMA+GeY5hJ3aRcxA9BHkIIcccO5zzzbwbOxznOMxzLgzzOvcdCPKJIMce59zm23qu5zPmPMe92FXu6EFeu9EFevvG/oAdMO87Ped9PuwFubyQ13z4HXY9t/M+X/Mjr/Sml2c33+27Oe5x//M9O1znj2BBfTA/Z588u/sTnT/c+WNZfdG+qK/7E7svyb/+/9f//7YV"); }

/* Lattice: the lights sweep under a tile of opaque diamonds, along the bottom and the top, so only the hairlines between them catch it. */
.ov-bg--lattice { --dx: 32; --dy: 5; --x0: -32; }
.ov-bg--lattice .ov-bg__y { border-radius: 50%; }
.ov-bg--lattice .ov-bg__y--a { left: calc(-2 * var(--u)); top: calc(18 * var(--u)); width: calc(54 * var(--u)); height: calc(54 * var(--u)); background: radial-gradient(closest-side, rgba(var(--a-light), .8), rgba(var(--a-mid), .4) 42%, rgba(var(--a), 0)); }
.ov-bg--lattice .ov-bg__y--b { right: calc(-2 * var(--u)); top: calc(-22 * var(--u)); width: calc(48 * var(--u)); height: calc(48 * var(--u)); background: radial-gradient(closest-side, rgba(var(--a-light), .62), rgba(var(--a-mid), .3) 46%, rgba(var(--a), 0)); }
.ov-bg--lattice .ov-bg__cover { background: url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='150' height='150'%3E%3Cpath fill='%2308080A' d='M75 1.56L148.44 75L75 148.44L1.56 75ZM0 0H73.44L0 73.44ZM150 0V73.44L76.56 0ZM150 150H76.56L150 76.56ZM0 150V76.56L73.44 150Z'/%3E%3C/svg%3E") center / calc(7.8125 * var(--u)) calc(7.8125 * var(--u)); }
.ov-bg--lattice .ov-bg__grain { background: radial-gradient(ellipse 54% 58% at 50% 50%, #08080A 0%, rgba(8, 8, 10, .9) 46%, rgba(8, 8, 10, 0) 100%), url("data:image/svg+xml,%3Csvg xmlns='http://www.w3.org/2000/svg' width='256' height='256'%3E %3Cfilter id='n' x='0' y='0' width='100%25' height='100%25'%3E%3CfeTurbulence type='fractalNoise' baseFrequency='.85' numOctaves='2' stitchTiles='stitch'/%3E %3CfeColorMatrix values='0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 .075 0 0 0 -.024'/%3E%3C/filter%3E%3Crect width='256' height='256' filter='url(%23n)'/%3E%3C/svg%3E"); }

/* A preview on a Tools page: the same layers at card size. app.js animates only what is on screen. Grain is for full size. */
.tool-stage--back .ov-bg { --u: 1cqw; position: absolute; }
.tool-stage--back .ov-bg__grain { display: none; }
.tool-stage--back .ov-bg--lattice .ov-bg__grain { display: block; background: radial-gradient(ellipse 54% 58% at 50% 50%, #08080A 0%, rgba(8, 8, 10, .9) 46%, rgba(8, 8, 10, 0) 100%); }
@supports not (width: 1cqw) {
	.tool-stage--back .ov-bg { --u: 3.3px; }
}

.ov-bg.is-still .ov-bg__x, .ov-bg.is-still .ov-bg__y { animation: none; }
.ov-bg.is-still:not(.ov-bg--drift) .ov-bg__x--a { transform: translate(calc(var(--x0) * var(--u)), 0); }
.ov-bg.is-still:not(.ov-bg--drift) .ov-bg__y--a { transform: translate(0, calc(var(--dy) * -1 * var(--u))); }
.ov-bg.is-still:not(.ov-bg--drift) .ov-bg__y--b { transform: translate(0, calc(var(--dy) * .71066 * var(--u))); }
.ov-bg--glow.is-still .ov-bg__x--b { opacity: var(--dim); }
@media (prefers-reduced-motion: reduce) {
	.ov-bg .ov-bg__x, .ov-bg .ov-bg__y { animation: none; }
	.ov-bg:not(.ov-bg--drift) .ov-bg__x--a { transform: translate(calc(var(--x0) * var(--u)), 0); }
	.ov-bg:not(.ov-bg--drift) .ov-bg__y--a { transform: translate(0, calc(var(--dy) * -1 * var(--u))); }
	.ov-bg:not(.ov-bg--drift) .ov-bg__y--b { transform: translate(0, calc(var(--dy) * .71066 * var(--u))); }
	.ov-bg--glow .ov-bg__x--b { opacity: var(--dim); }
}
