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.hb-line{background:rgba(12,14,9,.14)}[data-theme=light] .hb-qr{box-shadow:0 0 0 1px var(--line)}.search-in{flex:1 1 auto;min-width:0;background:transparent;border:none;outline:none;color:var(--t1);font-family:var(--ui);font-size:inherit;padding:0}.search-in::placeholder{color:var(--t3)}.search-in::-webkit-search-cancel-button{-webkit-appearance:none}.search-clr{flex:0 0 auto;display:flex;align-items:center;justify-content:center;width:24px;height:24px;border-radius:50%;border:none;background:rgba(255,255,255,.08);color:var(--t2);cursor:pointer;padding:0}[data-theme=light] .search-clr{background:rgba(12,14,9,.08)}.train{overflow:hidden;position:relative;border-radius:var(--rc,18px)}.train-track{display:flex;width:max-content;animation:train-move 56s linear infinite;will-change:transform}.train.paused .train-track,.train:hover .train-track{animation-play-state:paused}.train-item,.train-run{display:flex;flex:0 0 auto}.train-item{align-items:center;gap:9px;padding:10px 14px;margin-right:8px;background:var(--card);border:1px solid var(--line);border-radius:14px;cursor:pointer;white-space:nowrap}.train-item .flag.sm{width:26px;height:26px;border-radius:8px}.train-nm{font-size:13px;font-weight:600;color:var(--t1)}.train-pr{font-family:var(--mono);font-size:11px;color:var(--t2)}@keyframes train-move{0%{transform:translateX(0)}to{transform:translateX(-50%)}}@media (prefers-reduced-motion:reduce){.train{overflow-x:auto}}.layout-desktop .train{margin-bottom:18px}.layout-desktop .t-ref.wide{grid-column:span 2;grid-row:span 1}.layout-desktop .t-ref.wide .mascot{height:200px;right:-16px;bottom:-30px}.layout-desktop .t-ref.wide p{max-width:260px}.layout-desktop .t-ref.wide .btn{right:auto;min-width:220px;padding:0 26px}.layout-desktop .card{background:linear-gradient(180deg,#181818,#121212);border:1px solid var(--line);border-radius:20px;padding:22px;position:relative}.layout-desktop .btn+.card,.layout-desktop .card+.btn,.layout-desktop .card+.card{margin-top:16px}.layout-desktop .h{font-size:13px;font-weight:600;letter-spacing:.13em;text-transform:uppercase;color:var(--t1)}.layout-desktop .empty{text-align:center;padding:30px 16px}.layout-desktop .empty .ei{width:72px;height:72px;border-radius:20px;background:var(--card2);display:flex;align-items:center;justify-content:center;margin:0 auto 16px;color:var(--t3)}.layout-desktop .empty .ei svg{width:34px;height:34px}.layout-desktop .empty h3{font-size:17px;font-weight:700;color:var(--t1)}.layout-desktop .empty p{font-size:13.5px;color:var(--t2);margin:8px 0 18px;line-height:1.5}.layout-desktop .sk{background:linear-gradient(90deg,#181818 25%,#232323 50%,#181818 75%);border-radius:8px}.layout-desktop .errbar{display:flex;align-items:center;gap:11px;background:rgba(255,90,95,.08);border:1px solid rgba(255,90,95,.3);border-radius:14px;padding:14px;color:var(--red);font-size:13.5px;font-weight:600}.layout-desktop .errbar svg{width:18px;height:18px;flex:0 0 auto}[data-theme=light] .layout-desktop .card{background:#FFFFFF;box-shadow:0 2px 10px rgba(20,22,16,.04)}[data-theme=light] .layout-desktop .sk{background:linear-gradient(90deg,#E6E7E1 25%,#F2F3EE 50%,#E6E7E1 75%)}.layout-desktop .sidelegal{display:flex;flex-wrap:wrap;gap:4px 10px;padding:0 6px 10px;margin-bottom:2px}.layout-desktop .sidelegal a{font-size:10.5px;line-height:1.5;color:var(--t3);text-decoration:underline;text-underline-offset:2px;cursor:pointer}.layout-desktop .sidelegal a:hover{color:var(--t2)}