/* =========================================================================
    XBOX LEVEL UP — reskin design system
    ========================================================================= */

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") format("woff2");
   font-weight:400 700;
   font-style:normal;
   font-display:swap;
}

.mwf-v1-xbox{
   /* surfaces */
   --paper:#1b1d1b;
   --paper-2:#1a1b1e;
   --paper-3:#2f3033;
   --rule:#3a3b3e;
   --rule-soft:#2c2d30;
   --black:#000000;

   /* ink */
   --ink:#ededed;
   --ink-2:#b8b8b8;
   --ink-3:#969696;
   --ink-4:#5a5a5a;

   /* accent */
   --accent:#90f910;
   --accent-fg:#90f910;
   --accent-ink:#4f8a06;
   --accent-on:#151515;
   --accent-on-soft:rgba(8,15,10,.74);
   --accent-glow:rgba(144,249,16,.30);
   --accent-tint:rgba(144,249,16,.16);

   /* shape */
   --r-card:14px;
   --r-btn:10px;

   /* type */
   --sans:"Segoe Sans Display", "Segoe UI Variable Display", "Segoe UI Variable", "Segoe UI", system-ui, -apple-system, sans-serif;
   --display:"Segoe Sans Display", "Segoe UI Variable Display", "Segoe UI Variable", "Segoe UI", var(--sans);
   --mono:"Aptos Mono", ui-monospace, monospace;

   --maxw:1980px;
   --minw:320px;
   --gutter:clamp(calc(.073 * var(--minw)), 7.3vw, 72px);
}

body.graphite-preview{ margin:0; }
.mwf-v1-xbox, .mwf-v1-xbox *{ box-sizing:border-box; }
html{ -webkit-font-smoothing:antialiased; text-rendering:optimizeLegibility; }
.mwf-v1-xbox{
   min-width:var(--minw);
   background:var(--paper);
   color:var(--ink);
   font-family:var(--sans);
   font-size:16px;
   font-weight:400;
   line-height:1.5;
}
.graphite-module{ position:relative; }
.mwf-v1-xbox ::selection{ background:var(--accent); color:var(--accent-on); }
.mwf-v1-xbox a{ color:inherit; text-decoration:none; }
.mwf-v1-xbox img{ display:block; max-width:100%; }
.mwf-v1-xbox button{ font-family:inherit; cursor:pointer; }

/* ---------- accessibility ---------- */
.mwf-v1-xbox :focus-visible{ outline:2px solid #1a6a00; outline-offset:2px; }
.mwf-v1-xbox a:focus,
.mwf-v1-xbox a:focus-visible,
.mwf-v1-xbox a:focus-visible:hover{
   outline:3px dashed #fff;
   outline-offset:-3px;
   border: 3px dashed #000;
}
.mwf-v1-xbox .visually-hidden{ position:absolute !important; width:1px; height:1px; margin:-1px; padding:0; border:0; overflow:hidden; clip:rect(0 0 0 0); clip-path:inset(50%); white-space:nowrap; }
.mwf-v1-xbox .module-status{
   display:grid;
   place-items:center;
   margin:0;
   color:var(--ink-2);
   font-family:var(--mono);
   font-size:13px;
}
.mwf-v1-xbox .hero > .module-status{ position:absolute; inset:0; color:#fff; }
.mwf-v1-xbox .mosaic > .module-status{ min-height:240px; }
.mwf-v1-xbox .loading-spinner{
   width:32px;
   height:32px;
   border:3px solid currentColor;
   border-right-color:transparent;
   border-radius:50%;
   opacity:.8;
   animation:graphite-loading-spin .75s linear infinite;
}
@keyframes graphite-loading-spin{ to{ transform:rotate(1turn); } }
@media (prefers-reduced-motion:reduce){
   .mwf-v1-xbox .loading-spinner{ animation:none; }
}

.mwf-v1-xbox .wrap{ max-width:var(--maxw); margin:0 auto; padding:0 var(--gutter); }

/* ---------- type atoms ---------- */
.mwf-v1-xbox .kicker{
   font-family:var(--mono);
   font-size:11px;
   font-weight:500;
   letter-spacing:.08em;
   text-transform:uppercase;
   color:var(--ink-3);
}
.mwf-v1-xbox .kicker.green{ color:var(--accent-fg); }
.mwf-v1-xbox .display{
   font-family:var(--display);
   font-weight:700;
   letter-spacing:-.04em;
   line-height: 1.02;
   text-wrap:balance;
}

.mwf-v1-xbox .explore .head h2,
.mwf-v1-xbox .section h3,
.mwf-v1-xbox .xtile h3,
.mwf-v1-xbox .tile h2,
.mwf-v1-xbox .band h2{ font-family:var(--display); }

/* ---------- badge / pill ---------- */
.mwf-v1-xbox .badge{
   display:inline-flex; align-items:center; gap:6px;
   font-family:var(--mono); font-size:11px; font-weight:600;
   letter-spacing:.09em; text-transform:uppercase;
   padding:6px 9px 4px; border-radius:6px;
   background:var(--accent-tint); color:var(--accent-fg);
   border:1px solid color-mix(in oklab, var(--accent-fg) 28%, transparent);
}
.mwf-v1-xbox .badge.solid{ background:var(--accent); color:var(--accent-on); border-color:transparent; }
.mwf-v1-xbox .badge.muted{ background:rgba(255,255,255,.06); color:var(--ink-2); border-color:var(--rule); }
.mwf-v1-xbox .badge.dark{ background:transparent; color:var(--accent-on); border-color:color-mix(in srgb, var(--accent-on) 45%, transparent); }
.mwf-v1-xbox .badge.darker{ background:rgba(0,0,0,.8); color: var(--accent); }

/* ---------- buttons ---------- */
.mwf-v1-xbox .btn{
   display:inline-flex; align-items:center; gap:9px;
   font-size:13px; font-weight:700; letter-spacing:.01em;
   padding:11px 20px; border-radius:999px;
   background:var(--accent); color:var(--accent-on); border:1px solid transparent;
   box-shadow:0 6px 22px -8px var(--accent-glow);
   transition:transform .18s ease, box-shadow .18s ease, filter .18s ease;
}
.mwf-v1-xbox .btn:hover{ transform:translateY(-2px); box-shadow:0 12px 30px -10px var(--accent-glow); filter:brightness(1.06); }
.mwf-v1-xbox .btn .arr{ transition:transform .18s ease; }
.mwf-v1-xbox .btn:hover .arr{ transform:translateX(3px); }
.mwf-v1-xbox .btn.outline{
   background:rgba(0,0,0,.34); color:var(--ink); border-color:var(--rule);
   box-shadow:none;
}
.mwf-v1-xbox .btn.outline:hover{ border-color:var(--ink-3); background:rgba(0,0,0,.5); }
.mwf-v1-xbox .btn.ghost{ background:transparent; color:var(--ink); box-shadow:none; padding-left:0; }
.mwf-v1-xbox .btn.ghost:hover{ color:var(--accent-fg); transform:none; }
.mwf-v1-xbox .btn.sm{ font-size:13px; padding:9px 14px; }

/* link with arrow */
.mwf-v1-xbox .tlink{
   display:inline-flex; align-items:center; gap:7px;
   font-size:13px; font-weight:700; color:var(--ink);
   transition:color .16s ease, gap .16s ease;
}
.mwf-v1-xbox .tlink .arr{ color:var(--accent-fg); transition:transform .16s ease; }
.mwf-v1-xbox .tlink:hover{ color:var(--accent-fg); }
.mwf-v1-xbox .tlink:hover .arr{ transform:translateX(3px); }

/* ---------- hover utilities ---------- */
.mwf-v1-xbox .lift{ transition:transform .22s cubic-bezier(.2,.7,.2,1), border-color .22s ease, box-shadow .22s ease; }
.mwf-v1-xbox .lift:hover{ transform:translateY(-3px); border-color:var(--rule); box-shadow:0 20px 44px -26px rgba(0,0,0,.8); }
.mwf-v1-xbox .img-zoom{ overflow:hidden; }
.mwf-v1-xbox .img-zoom > img{ transition:transform .5s cubic-bezier(.2,.7,.2,1); }
.mwf-v1-xbox .lift:hover .img-zoom > img{ transform:scale(1.04); }

/* ====== page-specific layout ====== */

.icn{ width:18px; height:18px; stroke:currentColor; fill:none; stroke-width:1.6; }

/* ====== HERO CAROUSEL ====== */
/* .graphite-hero-module{ background:var(--black); } */
/* Set static aspect-ratio based on image dimensions to prevent layout shift as images load */
.hero{ position:relative; width:100%; max-width:2560px; height:auto; aspect-ratio:2560 / 920; margin:0 auto; background:var(--black); overflow:hidden; touch-action:pan-y; }
@media (max-width:1920px){ .hero{ aspect-ratio:1920 / 750; } }
@media (max-width:1083px){ .hero{ aspect-ratio:1083 / 1222; } }
@media (max-width:767px){ .hero{ aspect-ratio:767 / 1175; } }
.hero .slides{ position:absolute; inset:0; width:100%; height:100%; }
/* Cross-fade. The outgoing slide holds at full opacity *underneath* (z-index drops it behind)
   for the length of the fade while the incoming fades in on top, then snaps hidden once it is
   fully covered — so there is no luminance dip at the midpoint.
   Transitioning `visibility` with a delay, rather than leaving it untransitioned, is what makes
   this work: an untransitioned visibility:hidden stops the outgoing slide painting on the very
   next frame, which turned this into a hard cut to the black .hero background followed by a
   fade-up, i.e. a black flash. */
.slide{ position:absolute; inset:0; width:100%; opacity:0; visibility:hidden; z-index:0;
        transition:opacity 0s linear .7s, visibility 0s linear .7s;
        /* wash geometry — per-slide overridable via inline style, same as --hero-scrim */
        --wash-max:80%; --wash-hold:12%; --wash-end:80%; }
.slide.on{ opacity:1; visibility:visible; z-index:1; transition:opacity .7s ease, visibility 0s linear 0s; }
/* A leaving slide is still painted for .7s — keep its links out of the hit-test. */
.slide:not(.on){ pointer-events:none; }
.media{ display:block; overflow:hidden; }
.media > img{ display:block; width:100%; height:100%; object-fit:var(--media-fit,cover); object-position:var(--media-position,50% 50%); transform:scale(var(--media-zoom,1)); }
.slide > .media{ position:relative; width:100%; height:auto; }
.slide > .media > img{ width:100%; height:auto; object-fit:contain; object-position:center; transform:none; }
#x-consoles{ --media-zoom:1.16; --media-position:50% 58%; }
.slide .tint{ position:absolute; inset:0; }
.slide .copy{ position:absolute; left:0; bottom:0; top:0; display:flex; flex-direction:column; align-items:flex-start; justify-content:center; gap:17px; padding:0 var(--gutter); width: 52%;/*width:min(1080px, 78%);*/ /* width: fit-content; max-width:1080px; */}
.hero .wrap-abs{ position:absolute; inset:0; max-width:var(--maxw); margin:0 auto; pointer-events:none; }
.hero .wrap-abs .copy{ pointer-events:auto; }
.slide .h-title{ font-size:clamp(33px, 6vw, 102px); color:#fff; margin:0; }
@media (min-width:1084px){
   .slide .h-title{ font-size:clamp(33px, 4.8vw, 102px); }
}
@media (min-width:1400px){
   .slide .h-title{ font-size:clamp(33px, 6vw, 102px); }
}
/* AQA Text-Spacing applied */
html.text-spacing .slide .h-title, .slide .h-title[style]{ font-size: 30px; }
.slide .h-sub{ font-size:17px; color:#fff; max-width:440px; line-height:1.45; margin-top:6px; }
.slide.theme-light .h-title, .slide.theme-light .h-sub{ color:#151515; }
.slide .h-cta{ display:flex; gap:12px; align-items:center; margin-top:4px; }
.slide .scrim{ display:none; } /*Hero scrim is desktop only */
@media (min-width:1084px){
   /* Hero scrim: a flat colour wash, tinted per slide with a colour sampled from that slide's key
   art (hero-scrim sampler in JS). It holds a plateau at --wash-max across the copy column, then
   fades linearly to clear at --wash-end so the key art reads unobstructed on the right.
   Deliberately horizontal and capped below 100%: the art stays visible even behind the copy,
   which is what keeps the treatment feeling like a wash rather than a dark panel.
   The three stops are per-slide variables because art brightness varies — Halo's is near-white
   (RGB ~200) right under its title, so that slide holds the plateau longer AND runs its ramp out
   further (40%/92%) to stay legible. Keep the ramp *width* close to the 68% default: an earlier
   40%/70% pairing was ~2.8x steeper than every other slide and read as a visible hard edge.
   Any change to title length or font-size must be re-checked: long titles run out toward the
   thin end of the ramp, which is where contrast is won or lost. */
   .slide .scrim{ display: block; position:absolute; inset:0; background:linear-gradient(90deg, color-mix(in srgb, var(--hero-scrim,#080808) var(--wash-max), transparent) 0%, color-mix(in srgb, var(--hero-scrim,#080808) var(--wash-max), transparent) var(--wash-hold), transparent var(--wash-end)); }
   .slide.align-right .scrim{ background:linear-gradient(-90deg, color-mix(in srgb, var(--hero-scrim,#080808) var(--wash-max), transparent) 0%, color-mix(in srgb, var(--hero-scrim,#080808) var(--wash-max), transparent) var(--wash-hold), transparent var(--wash-end)); }
   .slide.align-right .copy{ right:0; left:auto; align-items:flex-start; text-align:left; }
   .slide.align-right .h-cta{ justify-content:flex-start; }
}
/* Hero controls sit over dark key art where the default muted-grey badge ink and the
   --rule outline border land too close to the scrim luminance (~1.1:1 boundary). Lift the
   muted badge's ink/chip/border and the outline border so text clears AA and boundaries
   clear the 3:1 non-text minimum on every slide.
   The full-bleed bands sit over key art for the same reason, so they share the treatment —
   on --rule alone an outline button is all but invisible against the art. */
.slide .badge.muted{ color:#e8e8e8; background:rgba(0,0,0,.34); border-color:rgba(255,255,255,.42); }
.slide.theme-light .badge.muted{ background:rgba(0,0,0,.8); }
.slide .btn.outline, .band .btn.outline{ color:#fff; border-color:rgba(255,255,255,.55); }

/* hero copy rise-in — replays each time a slide becomes active */
@keyframes heroRise{ from{ opacity:0; transform:translateY(24px); } to{ opacity:1; transform:none; } }
@keyframes heroRiseLead{ from{ opacity:0; transform:translateY(58px); } to{ opacity:1; transform:none; } }
/* The incoming copy is hidden by each animation's `both` fill during its delay, so there is no
   base opacity:0 here — that would make a leaving slide's copy pop out instantly instead of
   staying put underneath the incoming slide while it fades in. */
.slide.on .copy > *{ animation:heroRise .58s cubic-bezier(.22,.61,.36,1) both; }
.slide.on .copy > *:nth-child(1){ animation-delay:.30s; }
.slide.on .copy > *:nth-child(3){ animation-delay:.34s; }
.slide.on .copy > *:nth-child(4){ animation-delay:.42s; }
.slide.on .h-title{ animation:heroRiseLead .85s cubic-bezier(.16,.84,.30,1) both; animation-delay:.05s; }
@media (prefers-reduced-motion:reduce){
  .slide .copy > *{ opacity:1; }
  .slide.on .copy > *, .slide.on .h-title{ animation:none; }
}

/* hero controls — all docked bottom-center */
.hero .dock{ position:absolute; left:50%; transform:translateX(-50%); bottom:22px; z-index:6; display:flex; align-items:center; gap:12px; padding:4px 5px; border-radius:999px; background:rgba(0,0,0,.46); border:1px solid rgba(255,255,255,.12); backdrop-filter:blur(8px); }
.hero .ctrl{ width:30px; height:30px; border-radius:50%; background:transparent; border:1px solid rgba(255,255,255,.18); color:#fff; display:grid; place-items:center; transition:background .15s, border-color .15s; }
.hero .ctrl:hover{ background:rgba(255,255,255,.12); border-color:var(--accent-fg); }
.hero .ctrl .icn{ width:15px; height:15px; }
.hero .pause{ width:26px; height:26px; display:grid; place-items:center; color:#fff; background:none; border:0; }
.dots{ display:flex; gap:4px; }
.dots button{ display:grid; place-items:center; width:24px; height:24px; padding:0; border:0; background:transparent; color:inherit; transition:width .25s; }
.dots button span{ width:12px; height:12px; border-radius:50%; background:rgba(255,255,255,.32); transition:width .25s, background .2s; }
.dots button.on{ width:36px; }
.dots button.on span{ width:24px; border-radius:999px; background:var(--accent-fg); }
@media (max-width:1083px){
   .slide .copy{
      top:auto;
      right:auto;
      bottom:0;
      left:50%;
      width:min(100%, 860px);
      padding:0 var(--gutter) 124px;
      align-items:center;
      justify-content:flex-end;
      text-align:center;
      transform:translateX(-50%);
   }
   .slide .h-sub{ max-width:680px; }
   .slide .h-cta{ justify-content:center; flex-wrap:wrap; }
}

/* ====== EXPLORE XBOX TILES ====== */
.explore{ padding:38px 0 18px; }
.explore .head{ margin-bottom:24px; }
.explore .head h2{ margin:0 0 8px; font-size:40px; font-weight:700; letter-spacing:-.035em; line-height:1; }
.explore .head p{ margin:0; font-size:16px; color:var(--ink-2); }
.xtiles{ display:grid; grid-template-columns:repeat(6,1fr); gap:16px; }
.xtile{ position:relative; display:flex; flex-direction:column; justify-content:flex-end; min-height:440px; padding:26px 26px 26px; border-radius:18px; overflow:hidden; border:1px solid var(--rule-soft); color:#fff; isolation:isolate; transition:transform .24s cubic-bezier(.2,.7,.2,1), box-shadow .24s ease; }
.xtile:hover{ transform:translateY(-4px); box-shadow:0 26px 50px -28px rgba(0,0,0,.85); }
.xtile .bg{ position:absolute; inset:0; z-index:-2; }
.xtile .media.xart{ position:absolute; left:0; right:0; top:6%; height:62%; width:100%; background:none !important; z-index:-1; transition:transform .5s cubic-bezier(.2,.7,.2,1); }
.xtile:hover .media.xart{ transform:scale(1.05); }
.xtile .go{ position:absolute; top:20px; right:20px; width:48px; height:48px; border-radius:50%; display:grid; place-items:center; background:rgba(0,0,0,.25); border:1px solid rgba(255,255,255,.28); color:#fff; backdrop-filter:blur(4px); z-index:3; transition:background .16s, transform .16s; }
.xtile:hover .go{ background:rgba(0,0,0,.35); }
.xtile .go svg{ width:20px; height:20px; stroke:currentColor; fill:none; stroke-width:2; }
.xtile .xicon{ width:56px; height:56px; border-radius:50%; display:grid; place-items:center; margin-bottom:16px; box-shadow:0 6px 18px -6px rgba(0,0,0,.5); }
.xtile .xicon svg{ width:26px; height:26px; stroke:#fff; fill:none; stroke-width:1.8; }
.xtile h3{ margin:0; font-size:18px; font-weight:700; letter-spacing:-.02em; }
/* Handle longer unbroken strings at small desktop */
@media (min-width:540px){
   .xtile h3{ font-size:23px; }
}
@media (min-width:1084px){
   .xtile h3{ font-size:16px; }
}
@media (min-width:1400px){
   .xtile h3{ font-size:23px; }
}
/* The xtile is itself an <a>, so its "Learn more" is a <span> (a nested anchor is invalid
   and browsers break the outer link). Drive the hover from the tile so it still animates. */
.xtile .cta{ margin-top:12px; }
.xtile:hover .tlink, .tile:hover .tlink{ color:var(--accent-fg); }
.xtile:hover .tlink .arr, .tile:hover .tlink .arr{ transform:translateX(3px); }
.xtile p{ margin:0; min-height:4.2em; font-size:14px; line-height:1.4; color:rgba(255,255,255,.78); }

/* per-tile themes */
.xtile.t-green{ background:radial-gradient(120% 90% at 50% 18%, #1f6b1f 0%, #0d3010 55%, #061b07 100%); }
.xtile.t-blue{ background:radial-gradient(120% 90% at 50% 18%, #15538f 0%, #0a2b50 55%, #051628 100%); }
.xtile.t-light{ background:linear-gradient(180deg, #f5f5f7 0%, #e1e1e6 100%); color:#15171a; border-color:#d4d4d9; }
.xtile.t-light p{ color:rgba(20,22,26,.62); }
.xtile.t-light .go{ background:rgba(0,0,0,.06); border-color:rgba(0,0,0,.14); color:#15171a; }
.xtile.t-light:hover .go{ background:rgba(0,0,0,.12); }
.xtile.t-purple{ background:radial-gradient(120% 90% at 50% 18%, #4a258f 0%, #271146 55%, #140a26 100%); }
.xtile.t-dark{ background:radial-gradient(120% 100% at 50% 35%, #232323 0%, #121212 55%, #070707 100%); }
/* Full-bleed image variant: image covers the whole tile and fades out above the copy */
.xtile.x-bleed .media.xart{ inset:0; top:0; left:0; right:0; width:100%; height:100%; }
.xtile.x-bleed::after{ content:""; position:absolute; left:0; right:0; bottom:0; height:60%; z-index:-1; pointer-events:none;
  background:linear-gradient(to top, var(--scrim,#070707) 0%, color-mix(in srgb, var(--scrim,#070707) 92%, transparent) 24%, color-mix(in srgb, var(--scrim,#070707) 55%, transparent) 58%, transparent 100%); }
/* Nudge the Consoles cover crop toward the right */
.xtile.x-bleed #x-consoles{ width:112%; }
/* Play tile: circular profile icon over a blurred version of the same image */
.xtile.x-profile .bg{ position:absolute; inset:-15%; z-index:-2; background-size:cover; background-position:center; filter:blur(30px) saturate(1.25); transform:scale(1.1); }
.xtile.x-profile::after{ content:""; position:absolute; inset:0; z-index:-1; pointer-events:none;
  background:linear-gradient(180deg, color-mix(in srgb, var(--scrim,#140a26) 45%, transparent) 0%, color-mix(in srgb, var(--scrim,#140a26) 30%, transparent) 42%, color-mix(in srgb, var(--scrim,#140a26) 88%, transparent) 100%); }
.xtile.x-profile .pfp{ position:absolute; left:0; right:0; top:0; bottom:10%; display:grid; place-items:center; z-index:0; transition:transform .5s cubic-bezier(.2,.7,.2,1); }
.xtile.x-profile:hover .pfp{ transform:scale(1.05); }
.xtile.x-profile .pfp img{ width:132px; height:132px; border-radius:50%; object-fit:cover; object-position:center top; box-shadow:0 16px 40px -12px rgba(0,0,0,.7); }

/* Parallax variant: blurred environment + cut-out controller move at different rates on pointer move */
.xtile.x-parallax .px-bg, .xtile.x-parallax .px-fg{ position:absolute; pointer-events:none; background-repeat:no-repeat; will-change:transform; transition:transform .22s ease-out; }
.xtile.x-parallax .px-bg{ inset:-10%; z-index:-2; background-size:cover; background-position:50% 40%; transform:translate3d(var(--bgx,0px),var(--bgy,0px),0) scale(1.1); }
.xtile.x-parallax .px-fg{ inset:0 0 6% 0; z-index:-1; background-size:82%; background-position:50% 28%; transform:translate3d(var(--fgx,0px),var(--fgy,0px),0) scale(var(--fgs,1)); filter:drop-shadow(0 26px 34px rgba(0,0,0,.6)); }
.xtile.x-parallax:hover .px-fg{ --fgs:1.03; }
/* Minor single-layer parallax: drift the media wrapper on pointer move. */
.xtile.x-parallax-img .media.xart{ will-change:transform; transition:transform .22s ease-out; transform:translate3d(var(--fgx,0px),var(--fgy,0px),0) scale(var(--imgs,1)); }
.xtile.x-parallax-img:hover .media.xart{ --imgs:1.08; }
/* Minor parallax for the profile (Play) tile: blurred bg and avatar move at different rates */
.xtile.x-profile.x-parallax-prof .bg{ transition:transform .22s ease-out; transform:translate3d(var(--bgx,0px),var(--bgy,0px),0) scale(1.14); }
.xtile.x-profile.x-parallax-prof .pfp{ transform:translate3d(var(--fgx,0px),var(--fgy,0px),0) scale(var(--pfps,1)); }
.xtile.x-profile.x-parallax-prof:hover .pfp{ --pfps:1.05; }
/* Play tile: three game posters stacked over a blurred GTA backdrop + darkening scrim, fanning out on hover with pointer parallax */
.xtile.x-poster-fan .bg{ position:absolute; inset:-15%; z-index:-2; background-size:cover; background-position:center; filter:blur(30px) saturate(1.2); transform:scale(1.12); }
.xtile.x-poster-fan::after{ content:""; position:absolute; inset:0; z-index:-1; pointer-events:none; background:linear-gradient(180deg, color-mix(in srgb, var(--scrim,#0d0a16) 55%, transparent) 0%, color-mix(in srgb, var(--scrim,#0d0a16) 38%, transparent) 45%, color-mix(in srgb, var(--scrim,#0d0a16) 92%, transparent) 100%); }
.xtile.x-poster-fan .posters{ position:absolute; inset:0 0 10% 0; display:grid; place-items:center; z-index:0; pointer-events:none; transform:translate3d(var(--fgx,0px),var(--fgy,0px),0); transition:transform .22s ease-out; }
.xtile.x-poster-fan .poster{ grid-area:1 / 1; width:58%; aspect-ratio:2 / 3; object-fit:cover; border-radius:14px; box-shadow:0 22px 46px -14px rgba(0,0,0,.78); transition:transform .55s cubic-bezier(.2,.7,.2,1); transform-origin:50% 100%; will-change:transform; backface-visibility:hidden; }
.xtile.x-poster-fan .p-left{ z-index:1; transform:translateX(-5%) rotate(-7deg); }
.xtile.x-poster-fan .p-right{ z-index:2; transform:translateX(5%) rotate(7deg); }
.xtile.x-poster-fan .p-center{ z-index:3; transform:translateY(-2%); }
.xtile.x-poster-fan:hover .p-left{ transform:translateX(-26%) rotate(-12deg); }
.xtile.x-poster-fan:hover .p-right{ transform:translateX(26%) rotate(12deg); }
.xtile.x-poster-fan:hover .p-center{ transform:translateY(-5%) scale(1.05); }
/* Cycling tiles: full-bleed art cross-fades while hovered. */
.cycle-cards{ position:absolute; top:0; right:0; bottom:0; width:50%; z-index:1; overflow:hidden; background:#14151a; }
.cycle-card{ position:absolute; inset:0; width:100%; height:100%; object-fit:cover; opacity:0; transition:opacity .6s ease; will-change:opacity; }
.cycle-card.is-active{ opacity:1; }
/* Respect reduced-motion: freeze all parallax layers and hover scaling (WCAG 2.3.3) */
@media (prefers-reduced-motion:reduce){
  .xtile.x-parallax .px-bg, .xtile.x-parallax .px-fg,
  .xtile.x-parallax-img .media.xart,
  .xtile.x-profile.x-parallax-prof .bg, .xtile.x-profile.x-parallax-prof .pfp{
    transition:none !important; transform:none !important;
  }
  .xtile.x-parallax .px-bg{ transform:scale(1.1) !important; }
  .xtile.x-profile.x-parallax-prof .bg{ transform:scale(1.14) !important; }
  .xtile.x-poster-fan .posters{ transform:none !important; }
  .xtile.x-poster-fan .poster{ transition:none !important; }
   .cycle-cards .cycle-card{ transition:none !important; }
}

.xicon.i-green{ background:#52B043; }
.xicon.i-blue{ background:#1f7ae0; }
.xicon.i-grad{ background:conic-gradient(from 90deg, #ff4d4d, #ffb84d, #90f910, #4dd6ff, #b14dff, #ff4dba, #ff4d4d); }
.xicon.i-grad svg{ stroke:#fff; }
.xicon.i-purple{ background:#7a3df0; }
.xicon.i-dark{ background:var(--rule-soft); border:1px solid var(--rule); }

@media (max-width:1080px){ .xtiles{ grid-template-columns:repeat(3,1fr); } }
@media (max-width:680px){ .xtiles{ grid-template-columns:repeat(2,1fr); } .xtile{ min-height:440px; } }


/* ====== MOSAIC ====== */
.section{ padding:30px 0 14px; }
.section .wrap{ display:flex; align-items:flex-end; justify-content:space-between; margin-bottom:18px; }
.section h2{ margin:0; font-size:24px; font-weight:700; letter-spacing:-.02em; }

.mosaic{ display:flex; flex-direction:column; gap:16px; padding:32px 0 40px; container-type:inline-size; }
.mosaic[data-graphite-template="mosaic"]{ padding-top:40px; }
.row{ display:grid; gap:16px; }
.col{ display:flex; flex-direction:column; gap:16px; }
@media (min-width:981px){
   .shelf1-grid{
      grid-template-columns:repeat(2,minmax(0,1fr));
      grid-template-rows:auto auto auto;
   }
   .shelf1-grid .mos-shelf1-tile1{ grid-column:1; grid-row:1 / span 2; }
   .shelf1-grid .mos-shelf1-tile2{ grid-column:2; grid-row:1; }
   .shelf1-grid .mos-shelf1-tile3{ grid-column:2; grid-row:2 / span 2; }
   .shelf1-grid .mos-shelf1-tile4{ grid-column:1; grid-row:3; }
}
/* Grid and flex items default to min-width:auto. For a tile with an aspect-ratio, that
   automatic minimum is its height transferred back into a min-content *width*, which then
   floors the 1fr track. The dependency is circular, so after a viewport resize the tracks
   stick at their previous width and the shelf overflows the right gutter (it looks fine on a
   fresh load, which is why this only shows up when resizing). min-width:0 breaks the cycle. */
.row > *, .col > *{ min-width:0; }

.tile{ display:block; position:relative; border-radius:var(--r-card); border:1px solid var(--rule-soft); background:var(--paper-2); overflow:hidden; }
.tile.art > .media{ position:absolute; inset:0; width:100%; height:100%; transition:transform .5s cubic-bezier(.2,.7,.2,1); }
.tile.art:hover > .media{ transform:scale(1.05); }
.tile.green > .media{ transition:transform .5s cubic-bezier(.2,.7,.2,1); }
.tile.green:hover > .media{ transform:scale(1.05); }
/* The art is pinned to the top at 16:9 while the tile is 3:2, so the image ends at
   (3/2)/(16/9) = 84.375% of the tile height, leaving a solid band beneath it. The scrim is
   fully opaque across that band and only starts fading where the image begins, so the copy
   sits on a clean plate and the art is never washed out. */
.tile.ar32{ aspect-ratio:3 / 2; --art-end:15.625%; }
.tile.ar32 > .media{ inset:0 0 auto 0; height:auto; aspect-ratio:16 / 9; }
.tile .ov{ position:absolute; inset:0; z-index:1; background:linear-gradient(0deg,
  var(--scrim,#000) 0,
  var(--scrim,#000) var(--art-end, 15.625%),
  color-mix(in srgb, var(--scrim,#000) 74%, transparent) 32%,
  color-mix(in srgb, var(--scrim,#000) 36%, transparent) 48%,
  transparent 70%); }
/* .tile .ov{ position:absolute; inset:0; z-index:1; background:linear-gradient(0deg,
   color-mix(in srgb, var(--scrim,#1a1b1e) 75%, transparent) 0,
   color-mix(in srgb, var(--scrim,#1a1b1e) 75%, transparent) var(--art-end, 15.625%),
   color-mix(in srgb, var(--scrim,#1a1b1e) 55.5%, transparent) 32%,
   color-mix(in srgb, var(--scrim,#1a1b1e) 27%, transparent) 48%,
  transparent 70%); } */
/* .row .tile .ov{ position:absolute; inset:0; z-index:1; background:linear-gradient(0deg,
  var(--scrim,#000) 0,
  var(--scrim,#000) var(--art-end, 15.625%),
  color-mix(in srgb, var(--scrim,#000) 74%, transparent) 32%,
  color-mix(in srgb, var(--scrim,#000) 36%, transparent) 48%,
  transparent 70%); } */
.tile .body{ position:relative; z-index:2; display:flex; flex-direction:column; gap:11px; padding:22px; }
.tile .body.split-copy{ gap:14px; width:50%; max-width:50%; }
.tile .kicker, .tile .badge{ align-self:flex-start; }
.tile.art .body{ position:absolute; left:0; right:0; bottom:0; }
.tile .meta{ display:flex; align-items:center; gap:9px; }
.tile h2{ margin:0; font-size:21px; font-weight:700; letter-spacing:-.02em; line-height:1.04; color:#fff; }
.tile.art h2{ text-shadow:0 2px 10px rgba(0,0,0,.75); }
.tile p{ margin:0; font-size:13.5px; line-height:1.45; color:var(--ink); max-width:42ch; }
/* 2:1 makes the split-panel tiles' 50%-width art panel exactly square, but it has to be a
   *minimum* rather than a locked ratio. These tiles carry a heading, body copy and a CTA in a
   column only 50% of the tile wide, so as the tile narrows that text wraps into more lines
   while a fixed ratio hands it less height - and .tile's overflow:hidden then cut the copy off.
   The zero-width float is exactly half the tile's width tall, so it holds the 2:1 floor while
   letting content push the tile taller when it genuinely needs it. .tile already has
   overflow:hidden, which establishes a block formatting context that contains the float, so no
   clearfix is required. */
.tile.ar21::before{ content:""; float:left; width:0; padding-top:50%; }
/* Was duplicated inline on both split tiles. The 21px floor is what lets the copy fit inside
   the 2:1 floor at the widths where the tile is narrowest (~460px, which happens both just
   above the 980px collapse and again on small phones) instead of forcing the tile to grow. */
.tile.ar21:focus, .tile.ar21:focus-visible, .tile.ar21:focus-visible:hover { border: 3px solid #fff !important; outline: 3px dashed #000;}
.tile.ar21 h2{ font-size:clamp(21px, calc(4.6vw - 32px), 46px); letter-spacing:-.035em; line-height:1.02; }
.tile.ar32 p, .tile.ar21 p{ max-width:80%; }
.tile .cta{ margin-top:5px; }

@media (max-width:680px){
   .tile.green.ar21{ display:flex; flex-direction:column; }
   .tile.green.ar21::before{ content:none; }
   .tile.green.ar21 .cycle-cards{
      position:relative;
      inset:auto;
      flex:0 0 auto;
      width:100%;
      /* aspect-ratio:16 / 9; */
      aspect-ratio: 1 / 1;
   }
   .tile.green.ar21 .body.split-copy{ width:100%; max-width:none; }
   .tile.green.ar21 p{ max-width:none; }
}

/* Below ~560px the copy stops fitting inside the scrimmed foot of a 3:2 tile. At 320px the
   .body measures 201px against a 182px tile, so it runs off the *top* edge and .tile's
   overflow:hidden cuts it - 84px of copy lost on the worst tile, and what survives climbs off
   the scrim onto bright art (0.22x the contrast it needs). Letting the tile grow does not help
   here the way it does for .ar21, because .tile.art .body is absolutely positioned and so
   contributes no height for a min-ratio float to push against. At phone width the tile simply
   has to stop being text-over-image and become a card: the art keeps its 16:9 crop up top and
   the copy drops onto the solid foot of the scrim beneath it, which is what the ar32 scrim's
   opaque foot was already approximating. Measured, the worst string goes from 0.22x to 1.69x
   its required ratio and nothing clips. 620px is the phone breakpoint already used above and
   leaves headroom over the 560px crossover. */
@media (max-width: 620px) {
    /* One ramp, shared by both stacked patterns (art tiles here, .band.ar31 further down), so the
     two cannot drift apart. It has to be a custom property rather than a grouped selector because
     the two live in different parts of the sheet and need different specificity to win. --scrim is
     substituted per element at computed-value time, so each card still gets its own sampled colour
     and .ov inherits the already-resolved gradient.
     The ramp keeps the desktop shape - full scrim, then 74%, 36%, clear, at 0 / 30% / 60% / 100%
     of the fade - but not its length. Remapping the desktop ar32 stops into art-space gives a 64%
     span, and that is wrong here: on desktop the ramp is carrying text over the artwork, whereas
     once the card is stacked every string sits on the plate below and the overlay's only job is to
     stop the art ending on a hard edge. At 64% the wash reached well into the subject - measured
   on the composited pixels it dimmed key subjects in the second band and a row tile. 32%
   hides the seam just as completely and gives the art back. */
    .tile.art {
        --stack-fade:linear-gradient(0deg, var(--scrim,#000) 0, color-mix(in srgb, var(--scrim,#000) 74%, transparent) 9.6%, color-mix(in srgb, var(--scrim,#000) 36%, transparent) 19.2%, transparent 32%);
    }

    .tile.art {
        aspect-ratio: auto !important;
        background: var(--scrim, #000);
    }

    .tile.art > .media {
        position: relative;
        inset: auto;
        display: block;
        width: 100%;
        height: auto;
    }

    .tile.art:hover > .media {
        transform: none;
    }

    /* The scrim stays, it just moves onto the art box. Stacking the tile only changes *where* the
     copy sits, not the tile's visual language: the foot still has to be solid scrim colour that
     fades up into the bottom of the image, or the art ends on a hard cut against the caption
     band. The tile background carries the same --scrim, so the gradient reaching full opacity at
     the art's bottom edge continues seamlessly into the band below it. */
    .tile.art .ov {
        inset: 0 0 auto 0;
        height: auto;
        background: var(--stack-fade);
        aspect-ratio: auto;
    }

    .tile.art.ar32 .ov {
        aspect-ratio: 16 / 9;
    }

    .tile.art .body {
        position: relative;
        left: auto;
        right: auto;
        bottom: auto;
    }

    .tile.art h2 {
        text-shadow: none;
        font-size: 21px !important;
        line-height: 1.02 !important;
    }

    .tile.art p {
        max-width: none;
    }
}

/* green promo surface — flat accent, no gradient wash. The previous 150deg ramp lifted the
   top-left toward white, which read as a light film over the green rather than as lighting. */
.tile.green{ background:var(--accent); border-color:transparent; }
.tile.green h2{ color:var(--accent-on); }
/* Body copy sits one step below the heading on a light accent. On a dark accent there is
   no headroom below white, so --accent-on-soft collapses to plain white and the whole
   tile reads as white text. */
.tile.green p{ color:var(--accent-on-soft); }
.tile.green .tlink{ color:var(--accent-on); }
.tile.green .tlink .arr{ color:var(--accent-on); }
.tile.green .badge.solid{ background:rgba(0,0,0,.20); color:var(--accent-on); }

/* game pass chip */
.gpchip{ display:inline-flex; align-items:center; gap:8px; align-self:flex-start; padding:7px 13px 7px 9px; border-radius:999px; background:rgba(0,0,0,.28); }
.gpchip .o{ width:16px; height:16px; border-radius:50%; background:radial-gradient(circle at 38% 34%,#bff5b3,#0a4f0a 70%); }
.gpchip b{ font-size:11px; font-family:var(--mono); letter-spacing:.1em; color:#eafbe6; }

/* full-bleed bands */
/* width:100% is load-bearing — without a definite width, aspect-ratio resolves against
   min-height and gives the band a 1209px intrinsic width that scrolls the whole page
   sideways on small viewports. */
/* display:flex so the in-flow .body stretches to the band's full height. The ar31 bands are
   sized by min-height (auto height), which means the body's own min-height:100% has no
   definite basis to resolve against and it collapses to content height, top-aligned. */
.band{ position:relative; display:flex; width:100%; min-height:340px; aspect-ratio:32 / 9; border-radius:var(--r-card); overflow:hidden; background:var(--black); border:1px solid var(--rule-soft); }
.band > .media{ position:absolute; inset:0; width:100%; height:100%; transition:transform .5s cubic-bezier(.2,.7,.2,1); }
.band:hover > .media{ transform:scale(1.05); }
/* #mos-band2{ --media-fit:contain; --media-position:100% 50%; } */
/* Solid on the left so it seamlessly fills the space a right-aligned contain image leaves,
   then ramps to *fully* transparent by 72% — the old ramp bottomed out at 25% scrim, which
   tinted the whole image and made the art read as dim. The copy runs to ~43% of the band, so
   the ramp stays heavy through there and only clears once it is past the text. */
.band .ov{ position:absolute; inset:0; z-index:1; background:linear-gradient(90deg,
  var(--scrim,#000) 0%,
  var(--scrim,#000) 13%,
  color-mix(in srgb, var(--scrim,#000) 78%, transparent) 30%,
  color-mix(in srgb, var(--scrim,#000) 34%, transparent) 52%,
  transparent 72%); }
.band .body{ position:relative; z-index:2; min-height:100%; display:flex; flex-direction:column; justify-content:center; gap:14px; padding:54px 48px; max-width:560px; }
.band h2{ margin:0; font-size:clamp(30px,3.4vw,46px); font-weight:700; letter-spacing:-.035em; line-height:1.02; color:#fff; }
.band p{ margin:0; font-size:15px; color:var(--ink); max-width:46ch; }
.band .cta{ display:flex; gap:12px; flex-wrap:wrap; margin-top:6px; }
/* Match the 3:2 tiles exactly. A row is two tiles plus a 16px gap, so a tile is
   (100cqi - 16px)/2 wide and therefore (100cqi - 16px)/3 tall. aspect-ratio can't express
   that (it can't subtract the gap), so the size is driven off the mosaic's container width.
   It's a min-height rather than a height so the band still grows if its copy would otherwise
   be clipped — .band is overflow:hidden, so a fixed height silently cuts the text on small
   screens. Below 980px the rows collapse to one column and the tiles go full-width, so the
   band follows at a straight 3:2. */
.band.ar31{ aspect-ratio:auto; min-height:calc((100cqi - 16px) / 3); background:var(--scrim, var(--black)); }
@media (max-width:1083px){
  .band.ar31{ min-height:calc(100cqi / 1.5); }
   /* #mos-band2{ --media-fit:cover; --media-position:50% 50%; } */
}

/* Once the rows collapse to one column, the bands stack directly above and below the tiles and
   share their left edge, so the band's roomier 48px inset reads as a misalignment against the
   tiles' 22px gutter. Match the tile gutter at mobile; the wide-layout inset is unchanged. */
@media (max-width:1083px){ .band .body{ padding-left:22px; padding-right:22px; } }

/* The horizontal ramp above assumes the copy stays in the left ~43% of the band, which is only
   true while the band is wide. Once the rows collapse the band narrows but the copy column does
   not shrink with it, so the text runs to 74% of the band at 638px and 93% at 420px - straight
   through the point where the scrim has already cleared. Measured, the body copy fell to 4.2:1
   at 638px and about 1:1 at 420px. No adjustment to the ramp's stops can fix that, because at
   those widths there is no "past the text" left for it to fade into. Below the collapse the band
   is really text-over-image, so the scrim goes flat and covers the whole frame instead. Measured
   at 320-760px this holds every band string at 1.1x-2.1x its required ratio. */
@media (max-width:1083px){ 
   .band .ov{ background:color-mix(in srgb, var(--scrim,#000) 72%, transparent); } 
   .band.ar31{ --stack-fade:linear-gradient(0deg,
    var(--scrim,#000) 0,
    color-mix(in srgb, var(--scrim,#000) 74%, transparent) 9.6%,
    color-mix(in srgb, var(--scrim,#000) 36%, transparent) 19.2%,
    transparent 32%); }
}

/* ...and below 620px it stops being text-over-image altogether, for the same reason the art tiles
   do and in the same shape: art pinned to the top at 16:9, then the scrim's solid foot carrying
   the kicker, heading, copy and buttons. The flat scrim above is a compromise - it only works by
   washing the whole frame at 72%, so the artwork these bands exist to show is dimmed exactly where
   the viewport is smallest. Stacking hands the art back at full strength and gives the copy a
   plate of its own, and it lines the bands up with the .tile.art.ar32 cards they sit between, so
   the whole collapsed mosaic reads as one system rather than two.
   This block has to come after every other .band rule: .band.ar31 and the 980px .band.ar31 above
   are the same specificity, so source order is what decides min-height and background.
   The default art box is 12:5, not the 16:9 the tiles use, because these assets are panoramas whose
   subject sits in the right half. Measured against the real crop, 16:9 shows source x 12.3-87.7%
   of the first band and 16.6-83.4% of the second band, which cuts subjects off both compositions.
   12:5 is wider than the first band's native 2.367, so cover fills the width and trims ~9px
   vertically instead, keeping the whole composition - that band
   is an establishing shot and needs its width (measured subject box: 819x355, ratio 2.31).
   The ratio is a per-band token rather than one constant because the two assets are not composed
   alike, and the second band proved it: its subject box measures 593x505 (ratio 1.17) sitting at source
   x 55.1-92.2%, so a 2.4 frame shows it at 41% of the width, jammed against the right edge. Zoom
   alone cannot fix that - to pull the subject to the centre at 12:5 you need s>=1.71, which cuts
   the window to 351px against a 505px-tall subject and beheads both handhelds. The frame itself has
   to get squarer. 7:5 gives a 840x600 window: the full height of the source (so nothing is cropped
   vertically at all) and just enough width that the subject lands dead centre at 71% of the frame.
  It remains a fixed frame rather than using the asset's native ratio. */
@media (max-width:1083px){
  .band.ar31{ flex-direction:column; min-height:0; background:var(--scrim, var(--black)); --stack-ar:12 / 5; }
    /* Squarer window so the two handhelds read large and centred; object-position below keeps
      the subject aligned within that crop. */
   /* #mos-band2.band.ar31, .band.ar31.mos-band2{ --stack-ar:7 / 5; } */
   /* #mos-band2{ --media-position:95% 50%; } */
  .band.ar31 > .media{ position:relative; inset:auto; flex:0 0 auto; width:100%; height:auto; aspect-ratio:var(--stack-ar); }
  .band.ar31:hover > .media{ transform:none; }
  .band.ar31 .ov{ inset:0 0 auto 0; height:auto; aspect-ratio:var(--stack-ar); background:var(--stack-fade); }
  .band.ar31 .body{ min-height:0; max-width:none; padding:22px; }
}

@media (max-width:980px){
  .row{ grid-template-columns:1fr !important; }
  .col{ gap:16px; }
}

/* ====== scroll reveal ====== */
@keyframes tileRise{ from{ opacity:0; translate:0 22px; } to{ opacity:1; translate:0 0; } }
.mwf-v1-xbox .explore .head,
.mwf-v1-xbox .xtiles .xtile,
.mwf-v1-xbox .mosaic .tile{ opacity:0; will-change:opacity, translate; }
.mwf-v1-xbox .explore .head.in,
.mwf-v1-xbox .xtiles .xtile.in,
.mwf-v1-xbox .mosaic .tile.in{ animation:tileRise .6s cubic-bezier(.22,.61,.36,1) both; }
@media (prefers-reduced-motion:reduce){
   .mwf-v1-xbox .explore .head,
   .mwf-v1-xbox .xtiles .xtile,
   .mwf-v1-xbox .mosaic .tile{ opacity:1 !important; }
   .mwf-v1-xbox .explore .head.in,
   .mwf-v1-xbox .xtiles .xtile.in,
   .mwf-v1-xbox .mosaic .tile.in{ animation:none !important; }
}

/* ====== AQA - High Contrast ====== */
.high-contrast-mode .dock {
   background: Canvas;
}

.high-contrast-mode .dock .dots button span {
   border: 1px solid CanvasText;
}

.high-contrast-mode .dock .dots button.on span {
   background: CanvasText;
}

/* ====== Existing page elements ====== */

.xboxSocial { background: transparent; }
.xboxSocial span {color: inherit;}
.xboxSocial .m-social.f-horizontal ul>li>a { transition:transform .18s ease }
.xboxSocial .m-social.f-horizontal ul>li>a:hover { transform: translateY(-2px); }
.xboxSocial .m-social.f-horizontal ul>li>a:hover:before { background: rgba(0,0,0,.2); }