body { isolation: isolate; } .starfield {  position: fixed;  inset: 0;  bottom: var(--pin-bottom);      z-index: -1;  overflow: hidden;  pointer-events: none;     contain: strict;  background:    radial-gradient(ellipse 90% 55% at 25% 0%, color-mix(in srgb, var(--purple-glow) 18%, transparent), transparent 60%),    radial-gradient(ellipse 80% 50% at 90% 85%, color-mix(in srgb, var(--purple-3) 16%, transparent), transparent 55%),    var(--bg-deep);}.starfield > i {  position: absolute;  top: 0;  left: 0;  width: calc(100% + var(--tile));  height: calc(100% + var(--tile));  background-repeat: repeat;  will-change: transform;} html:not([data-sky="on"]) .starfield > i {  opacity: 0;  visibility: hidden;  animation-play-state: paused;} html[data-sky-suspended] .starfield > i {  animation-play-state: paused !important;} .starfield-galaxy {  --tile: 240px;  --sky-depth: 0.12; --sky-in-delay: 0ms; --sky-dolly: 1.02;  top: -60px;  animation: starfield-galaxy-sway 240s ease-in-out infinite alternate;}.starfield-galaxy::before {  content: '';  position: absolute;  inset: 0;     background:    radial-gradient(ellipse 15% 10% at 31% 31%, color-mix(in srgb, var(--purple-3) 95%, transparent), transparent 100%),    radial-gradient(ellipse 34% 22% at 31% 31%, color-mix(in srgb, var(--purple-glow) 85%, transparent), color-mix(in srgb, var(--purple-glow) 35%, transparent) 70%, transparent 100%),    radial-gradient(ellipse 58% 42% at 30% 31%, transparent 30%, color-mix(in srgb, var(--purple-soft) 40%, transparent) 62%, transparent 100%),    radial-gradient(ellipse 12% 9% at 73% 71%, color-mix(in srgb, var(--purple-3) 90%, transparent), transparent 100%),    radial-gradient(ellipse 30% 22% at 73% 71%, color-mix(in srgb, var(--purple-glow) 75%, transparent), transparent 100%),    radial-gradient(ellipse 52% 40% at 72% 70%, transparent 28%, color-mix(in srgb, var(--purple-soft) 34%, transparent) 60%, transparent 100%),    color-mix(in srgb, var(--purple-glow) 38%, transparent);  background:    radial-gradient(ellipse 15% 10% at 31% 31%, color-mix(in srgb, var(--purple-3) 95%, transparent), transparent 100%),    radial-gradient(ellipse 34% 22% at 31% 31%, color-mix(in srgb, var(--purple-glow) 85%, transparent), color-mix(in srgb, var(--purple-glow) 35%, transparent) 70%, transparent 100%),    radial-gradient(ellipse 58% 42% at 30% 31%, transparent 30%, color-mix(in srgb, oklch(from var(--purple-glow) calc(l + 0.06) c calc(h - 32)) 50%, transparent) 62%, transparent 100%),    radial-gradient(ellipse 12% 9% at 73% 71%, color-mix(in srgb, var(--purple-3) 90%, transparent), transparent 100%),    radial-gradient(ellipse 30% 22% at 73% 71%, color-mix(in srgb, oklch(from var(--purple-glow) l c calc(h + 22)) 75%, transparent), transparent 100%),    radial-gradient(ellipse 52% 40% at 72% 70%, transparent 28%, color-mix(in srgb, var(--purple-soft) 34%, transparent) 60%, transparent 100%),    color-mix(in srgb, var(--purple-glow) 38%, transparent);  --galaxy-mask: 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");  -webkit-mask-image: var(--galaxy-mask);  mask-image: var(--galaxy-mask);  -webkit-mask-size: 100% 100%;  mask-size: 100% 100%;  -webkit-mask-repeat: no-repeat;  mask-repeat: no-repeat;  opacity: 0.55;}@keyframes starfield-galaxy-sway {  from { transform: translate3d(0, 0, 0); }  to { transform: translate3d(-140px, -70px, 0); }}@keyframes starfield-drift {  from { transform: translate3d(0, 0, 0); }  to { transform: translate3d(calc(-1 * var(--tile)), calc(-1 * var(--tile)), 0); }}.starfield-far {  --tile: 373px;  background-image:    radial-gradient(circle at 200.7px 250.9px, color-mix(in srgb, var(--white) 42%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 87.6px 92.0px, color-mix(in srgb, var(--white) 33%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 80.1px 316.2px, color-mix(in srgb, var(--white) 43%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 213.7px 164.9px, color-mix(in srgb, var(--purple-pale) 43%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 136.0px 277.1px, color-mix(in srgb, var(--white) 38%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 177.2px 358.6px, color-mix(in srgb, var(--purple-pale) 32%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 195.9px 139.1px, color-mix(in srgb, var(--white) 44%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 329.1px 116.9px, color-mix(in srgb, var(--purple-pale) 31%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 35.6px 368.2px, color-mix(in srgb, var(--white) 38%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 354.1px 178.2px, color-mix(in srgb, var(--white) 45%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 101.0px 136.2px, color-mix(in srgb, var(--white) 31%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 218.8px 84.2px, color-mix(in srgb, var(--white) 40%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 217.0px 127.5px, color-mix(in srgb, var(--white) 44%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 212.5px 91.6px, color-mix(in srgb, var(--white) 38%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 292.3px 355.1px, color-mix(in srgb, var(--white) 36%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 207.8px 62.9px, color-mix(in srgb, var(--white) 31%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 20.7px 325.9px, color-mix(in srgb, var(--white) 34%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 212.0px 100.7px, color-mix(in srgb, var(--white) 39%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 200.9px 142.2px, color-mix(in srgb, var(--white) 43%, transparent) 0.7px, transparent 1.4px),    radial-gradient(circle at 102.0px 109.9px, color-mix(in srgb, var(--white) 33%, transparent) 0.7px, transparent 1.4px);  background-size: var(--tile) var(--tile);  animation: starfield-drift 285.714s linear infinite;    }.starfield-mid {  --tile: 541px;  background-image:    radial-gradient(circle at 468.7px 333.3px, color-mix(in srgb, var(--white) 42%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 489.6px 281.1px, color-mix(in srgb, var(--white) 42%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 526.3px 140.7px, color-mix(in srgb, var(--purple-pale) 53%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 247.6px 260.5px, color-mix(in srgb, var(--purple-pale) 43%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 423.0px 103.7px, color-mix(in srgb, var(--purple-pale) 48%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 237.7px 146.2px, color-mix(in srgb, var(--purple-pale) 50%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 324.4px 278.5px, color-mix(in srgb, var(--white) 42%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 211.5px 89.2px, color-mix(in srgb, var(--white) 42%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 442.3px 467.8px, color-mix(in srgb, var(--purple-pale) 49%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 296.3px 80.2px, color-mix(in srgb, var(--white) 52%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 305.0px 278.7px, color-mix(in srgb, var(--white) 54%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 253.8px 279.1px, color-mix(in srgb, var(--white) 47%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 269.3px 194.1px, color-mix(in srgb, var(--white) 44%, transparent) 0.9px, transparent 1.6px),    radial-gradient(circle at 251.9px 415.5px, color-mix(in srgb, var(--white) 42%, transparent) 0.9px, transparent 1.6px);  background-size: var(--tile) var(--tile);  animation: starfield-drift 186.813s linear infinite;    }.starfield-near {  --tile: 709px;  background-image:    radial-gradient(circle at 89.6px 505.1px, color-mix(in srgb, var(--white) 63%, transparent) 1.2px, transparent 1.9px),    radial-gradient(circle at 138.2px 186.1px, color-mix(in srgb, var(--white) 63%, transparent) 1.2px, transparent 1.9px),    radial-gradient(circle at 522.2px 496.0px, color-mix(in srgb, var(--white) 58%, transparent) 1.2px, transparent 1.9px),    radial-gradient(circle at 44.9px 308.7px, color-mix(in srgb, var(--white) 64%, transparent) 1.2px, transparent 1.9px),    radial-gradient(circle at 595.5px 591.2px, color-mix(in srgb, var(--purple-pale) 65%, transparent) 1.2px, transparent 1.9px),    radial-gradient(circle at 223.3px 130.9px, color-mix(in srgb, var(--white) 61%, transparent) 1.2px, transparent 1.9px),    radial-gradient(circle at 641.7px 151.9px, color-mix(in srgb, var(--white) 64%, transparent) 1.2px, transparent 1.9px),    radial-gradient(circle at 562.1px 574.3px, color-mix(in srgb, var(--white) 55%, transparent) 1.2px, transparent 1.9px),    radial-gradient(circle at 124.8px 172.6px, color-mix(in srgb, var(--white) 61%, transparent) 1.2px, transparent 1.9px);  background-size: var(--tile) var(--tile);  animation: starfield-drift 120.879s linear infinite;    } @media (prefers-reduced-motion: reduce) {  .starfield > i { animation: none; will-change: auto; }}
html[data-sky-resumed] .starfield-galaxy { animation-delay: var(--sky-resume-galaxy, 0ms); }
html[data-sky-resumed] .starfield-far { animation-delay: var(--sky-resume-far, 0ms); }
html[data-sky-resumed] .starfield-mid { animation-delay: var(--sky-resume-mid, 0ms); }
html[data-sky-resumed] .starfield-near { animation-delay: var(--sky-resume-near, 0ms); }