/* ═══════════════════════════════════════════════════════════
   SCENE 07 — THE MARK
   The NB monogram as a hole in the page, closing as you scroll.

   THE LOGO IS NOT DRAWN, IT IS CUT OUT. A sheet of paper covers the
   photograph, and the mark is subtracted from that sheet — so what
   you see through the letterforms is the picture behind, and
   everything else is the page. Drawing a gold logo over an image
   would be the same picture with a logo on it; cutting the logo out
   of the page makes the page itself the frame.

   TWO MASK LAYERS, COMPOSITED. A mask shows what it covers, so the
   monogram alone would show the picture ONLY inside the letters and
   hide the sheet everywhere else — the exact inverse of what is
   wanted. A full-bleed layer minus the monogram is the sheet with a
   hole in it. That is what `exclude` does, and it is the whole
   trick.

   THE HOLE SHRINKS, IT DOES NOT SCALE. mask-size is animated rather
   than a transform on the element: a transform would scale the
   sheet, the photograph and the words with it. Only the size of the
   window changes; everything behind it stays exactly where it is,
   which is what makes the picture appear to sit still while the
   opening closes over it.
   ═══════════════════════════════════════════════════════════ */

/* ── Where it lives ──────────────────────────────────────
   ON THE FILM SECTION, not a section of its own. This began as a
   separate screen with its own photograph behind the mark, which
   meant the page carried two full-bleed backgrounds in a row and
   the second one was a still of a building the visitor had just
   watched moving. The hole belongs over the footage: one section,
   one subject, and whatever film replaces this one is what shows
   through the letters with no other change.

   Nothing here styles a section any more — .fm owns that. What is
   left is the sheet, the hole in it, and the two words. */


/* ── The sheet ───────────────────────────────────────────
   Paper everywhere except the monogram. --mk is the size of the
   hole and js/sections/film.js is the only thing that writes it. */
.mk-cover {
  position: absolute;
  inset: 0;
  z-index: 1;

  /* WARM WHITE, NOT FLAT WHITE. The sheet is the largest area of
     colour on the page and a single hex across a whole screen goes
     dead — it reads as an unpainted surface rather than as paper.
     Two very low-contrast passes fix that: a gold breath through
     the middle, where the mark sits and the eye goes, and a
     diagonal that lifts the top-left and drops the bottom-right so
     the sheet has a direction. Both are held under about eight per
     cent, which is the line between a lit surface and a beige one.

     THE GRADIENT IS MASKED WITH EVERYTHING ELSE, so the hole is cut
     through the gold as well and the film is never tinted. */
  background:
    radial-gradient(78% 62% at 50% 46%,
      rgba(217, 179, 120, .13) 0%,
      rgba(217, 179, 120, .05) 46%,
      rgba(217, 179, 120, 0) 72%),
    linear-gradient(152deg,
      #fffefb 0%,
      var(--paper) 38%,
      #f8f2e6 100%);

  /* THE PAPER CLOSES IN, AND WHAT IT CLOSES INTO IS THE MONOGRAM.
     Four attempts got here. Fading the sheet up made a paper you
     could see the film through. Switching it on at full strength
     replaced that with a cut — half the screen changing in one
     frame. A single edge sweeping the screen read as a film wipe,
     a cut between two shots. And a rectangle closing in from all
     four sides left a square window sitting in the middle of the
     logo: the window stayed far larger than the mark for most of
     the move, so the two were on screen together and competing.

     What was wrong every time was having a SECOND shape. The paper
     needs one boundary, not two, and the boundary it should resolve
     into is the mark itself.

     So the mark is kept small enough to sit inside the opening the
     whole way in — invisible, because film inside film is film —
     and the paper closes over it. The letterforms appear as the
     paper reaches them and there is never a moment with a window
     and a logo in it. By the time the ellipse has gone the monogram
     is the only thing the film still shows through.

     AN ELLIPSE ON farthest-side, so the opening touches all four
     edges at the same instant whatever the shape of the window: rx
     is half the width and ry half the height, so one radius drives
     both axes and nothing closes early on a wide screen. Past 141%
     it clears the corners, which is why --r starts above 100.

     AND IT IS A HARD STOP, not a soft one. A feathered edge would
     be a band of half-opaque paper travelling across the footage,
     which is the first mistake again in a smaller place. Every
     pixel here is paper or it is film. */
  /* THE MARK STARTS AT THIRTEEN TIMES THE SCREEN, and that number
     is measured, not chosen. At 1383% a 16:9 window centred on the
     anchor below falls entirely inside one stroke of the monogram —
     so the first frame of the close is a hole with no edge in it,
     which is to say the film, whole, with no paper anywhere. That
     is what lets the sheet arrive without arriving: nothing fades,
     nothing switches on, the paper simply begins to show at the
     edges as the letterform pulls back off them.

     THE ANCHOR. The centre of the artwork has an edge running
     through it, so a viewport centred there is never all ink at any
     zoom — it plateaus around three quarters. The deepest ink in
     the mark is at (672, 444) of 1327x765, which is 0.64% of the
     width right of centre and 4.63% below it. Holding THAT point at
     the middle of the screen instead is the whole difference
     between a first frame that is all film and one that is not.
     film.js writes the offset and eases it back to nothing as the
     mark comes down to a readable size, so what settles is centred
     on the artwork the way it should be. */
  /* WHERE THE MARK COMES TO REST, and the stylesheet owns it because
     it is a breakpoint decision like every other one here — film.js
     reads it back on mount and on every refresh. Thirty per cent of
     a wide window is a mark 480px across with two long words either
     side of it; thirty per cent of a phone is 117px with nothing
     beside it at all, which is a logo that has been left small
     rather than set small. Upright, the words move above and below
     and the whole middle of the screen is the mark's. */
  --mk: 1950%;
  --ax: 0px;
  --ay: 0px;

  /* THE MARK IS INLINED, NOT LINKED, and that is not an
     optimisation. Chrome refuses to load a mask image from file://
     — it treats it as cross-origin — so an external reference works
     on a server and silently fails when the page is opened from
     disk, which is exactly how this gets reviewed. The section then
     renders as a blank sheet with two words on it and nothing to
     say why.

     A data URI has no origin to be refused. It is the alpha channel
     only, flattened to black — a mask reads nothing but alpha, so
     the colour of the artwork was being carried for nothing.

     AT THE ARTWORK'S OWN 1327px, NOT RESAMPLED DOWN TO 900. The
     smaller copy was drawn at 480px once the mark came to rest, and
     a mask resampled once on the way in and filtered again by the
     compositor arrives soft at every size — it read as a slightly
     out-of-focus logo exactly where the composition settles and is
     looked at longest. The full resolution costs about 60KB of
     stylesheet and is the whole of why the settled mark is crisp. */
  /* ONE COPY, REFERENCED TWICE. Written out under both prefixes
     this artwork was in the stylesheet twice over — 282KB of
     render-blocking CSS to deliver a 141KB mask. A custom property
     holds it once and each declaration points at it. Safe here in a
     way a relative url() would not be: a data URI has no document
     to be resolved against, which is the trap that bit .ground. */
  --nb-mark: url("data:image/png;base64,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");

  -webkit-mask-image: linear-gradient(#000, #000), var(--nb-mark);
          mask-image: linear-gradient(#000, #000), var(--nb-mark);

  /* The first layer covers the box; the second is the monogram at
     whatever the scroll has set. `auto` on the height keeps the
     mark's own proportions — a second percentage would stretch it. */
  -webkit-mask-size: 100% 100%, var(--mk) auto;
          mask-size: 100% 100%, var(--mk) auto;

  /* The sheet is centred; the monogram is centred THEN nudged onto
     its anchor. A length after a percentage in a position shifts the
     image by exactly that many pixels, and the offset is in vw
     because the section is full-bleed — so one number tracks the
     window without film.js having to measure it. */
  -webkit-mask-position: center, calc(50% + var(--ax)) calc(50% + var(--ay));
          mask-position: center, calc(50% + var(--ax)) calc(50% + var(--ay));
  -webkit-mask-repeat: no-repeat, no-repeat;
          mask-repeat: no-repeat, no-repeat;

  /* SUBTRACT, NOT EXCLUDE. While the sheet covered the whole box the
     two were the same thing — XOR of a full rectangle IS a subtract.
     They are not the same now: outside the closing ellipse the sheet
     is absent, and under XOR the monogram would flip those pixels ON
     and paint a paper-coloured logo across the film. Subtract says
     what is actually meant — the mark is removed from whatever paper
     there is, and where there is none it has nothing to remove. */
  -webkit-mask-composite: source-out;
          mask-composite: subtract;
}

/* The resting size lives on the SECTION, not on the sheet: the
   words read it too, to work out how much room the mark leaves them.
   film.js reads it back on mount and on every refresh. */
.fm { --mk-rest: 30; }

/* ── The margins of the sheet ────────────────────────────
   THE EDGES ARE FURNISHED, THE MIDDLE IS LEFT ALONE. Corner
   brackets, a tick rail along the top and the bottom, and the
   firm's date and city set vertically down either side. Together
   they are the margin furniture of a drawing sheet — which is the
   register this section wants: a developer dating itself to 1946
   should look like it came off a board, not out of a template.

   NOTHING WITHIN REACH OF THE CENTRE. The mark and the two words
   own the middle third of the screen and anything else there would
   be competing with them. Everything here is pinned to an edge.

   FOUR BRACKETS, NOT A BORDER. A continuous rule around the frame
   turns the screen into a boxed slide and fights the full-bleed
   film underneath it; brackets say the same thing — this has been
   composed, it has been arranged — and leave the edges open.

   ABOVE THE SHEET, NOT PART OF IT. In the cover all of this would
   be cut by the monogram wherever the two overlapped, and a rule
   with a bite out of it reads as a mistake. Its own unmasked layer,
   and film.js fades it in on the same value as the words so the
   whole composition arrives as one thing. */
.mk-frame {
  position: absolute;
  inset: 3.6rem;
  z-index: 3;
  pointer-events: none;
  opacity: 0;
}

/* Everything on this layer is gold held well under full strength.
   At full the hairlines read as a border somebody drew, and the
   monogram stops being the only gold thing on the screen. */
.mk-corner {
  position: absolute;
  width: 4.6rem;
  height: 4.6rem;
  border: 0 solid rgba(217, 179, 120, .62);
}
.mk-corner:nth-of-type(1) { top: 0;    left: 0;  border-top-width: var(--hair);    border-left-width: var(--hair);  }
.mk-corner:nth-of-type(2) { top: 0;    right: 0; border-top-width: var(--hair);    border-right-width: var(--hair); }
.mk-corner:nth-of-type(3) { bottom: 0; right: 0; border-bottom-width: var(--hair); border-right-width: var(--hair); }
.mk-corner:nth-of-type(4) { bottom: 0; left: 0;  border-bottom-width: var(--hair); border-left-width: var(--hair);  }

/* ── The tick rails ──────────────────────────────────────
   A measure, not a decoration — the same repeating-hairline idiom
   as .survey-rail in core.css, turned on its side. Held clear of
   the brackets at both ends so the two never touch: a tick running
   into a corner reads as the rule having been cut to fit. */
.mk-rule {
  position: absolute;
  left: 6.6rem;
  right: 6.6rem;
  height: .85rem;
  background-image: repeating-linear-gradient(
    90deg,
    rgba(217, 179, 120, .5) 0 var(--hair),
    transparent var(--hair) 2.4rem
  );
}
.mk-rule--t { top: 0; }
.mk-rule--b { bottom: 0; }

/* ── The two side notes ──────────────────────────────────
   Set vertically because that is where a sheet puts them, and
   because horizontal type this far out would be read as content.
   Both run bottom-to-top on the left and top-to-bottom on the
   right, so the pair mirrors rather than repeats. */
.mk-edge {
  position: absolute;
  top: 50%;
  writing-mode: vertical-rl;
  font-family: var(--font-sans);
  font-size: 1.05rem;
  font-weight: 500;
  letter-spacing: .38em;
  text-transform: uppercase;
  color: rgba(217, 179, 120, .8);
  white-space: nowrap;
}
.mk-edge--l { left: 0;  transform: translateY(-50%) rotate(180deg); }
.mk-edge--r { right: 0; transform: translateY(-50%); }

/* ── The two words ───────────────────────────────────────
   They arrive only once the hole is small — before that the mark
   is most of the screen and there is nowhere for them to be. */
.mk-words {
  position: absolute;
  inset: 0;
  z-index: 2;
  align-content: center;
  pointer-events: none;
}

.mk-word {
  grid-row: 1;
  font-family: var(--font-sans);
  font-weight: 400;
  /* SIZED FOR ELEVEN CHARACTERS, not for five. At 7.2rem this fitted
     "Built" and "Inherited" with room to spare; two words this long
     at that size would have run under the mark from both sides. The
     breakpoints below step down from it in the same ratio, so the
     pair keeps its weight against the monogram at every width. */
  font-size: 6.62rem;
  line-height: 1;
  letter-spacing: -.028em;
  /* The reference sets these grey rather than black: they frame the
     mark, they do not compete with it. */
  color: var(--on-light);
  white-space: nowrap;
}
.mk-word--l { grid-column: content-start / span 6; justify-self: start; }
.mk-word--r { grid-column: span 6 / content-end; justify-self: end; }

/* ── The pre-JS state ────────────────────────────────────
   Guarded, so a browser without GSAP gets the section complete —
   a small mark and both words — rather than a blank screen. */
.has-gsap .fm:not(.is-in) .mk-word { opacity: 0; }

/* ── Responsive ──────────────────────────────────────────── */
@media (max-width: 1200px) {
  .mk-word { font-size: 5.35rem; }
}
@media (max-width: 991px) {
  /* ONE ABOVE, ONE BELOW, BOTH ON THE CENTRE LINE — from here down,
     not just on phones. Side by side, the pair needs a gutter wider
     than an eleven-character word at each end of the mark, and that
     runs out at about this width: at 768 the words were sitting on
     the letterforms. The breakpoint that already changes the resting
     size and the type size is the one that should change the
     arrangement too, rather than a third number between them.

     They were stacked together at the foot and set flush left before
     that, which read as a caption dropped under the picture. Split to
     the top and the bottom they hold the screen the way they hold the
     width on a desktop — the mark between them rather than above
     them — and centring puts all three things on one axis.

     EACH WORD IS CENTRED IN THE GAP IT HAS, not pushed to the edge of
     the screen. space-between put them hard against the padding,
     which left them nearer the corner marks than the mark and read
     as two labels stuck to the ends. Three rows instead — space, the
     mark's own height, space — and a word centred in each of the
     outer two sits exactly halfway between the frame and the
     monogram, wherever the monogram happens to end.

     THE MIDDLE ROW IS THE MARK, MEASURED. Its width is --mk-rest per
     cent of the section, and the section is full-bleed, so that is
     --mk-rest vw; the artwork is 1327x765, so its height is 0.5765
     of that. No magic number and nothing to keep in step by hand —
     change the resting size and the words re-centre themselves.

     The padding matches .mk-frame's inset so the gaps are measured
     from the corner marks rather than from the edge of the glass. */
  .fm { --mk-rest: 62; }

  .mk-words {
    padding-block: 3.6rem;
    grid-template-rows: 1fr calc(var(--mk-rest) * 0.5765 * 1vw) 1fr;
    align-items: center;
  }
  .mk-word { font-size: 4.3rem; }
  .mk-word--l { grid-row: 1; grid-column: content; justify-self: center; }
  .mk-word--r { grid-row: 3; grid-column: content; justify-self: center; }
}

@media (max-width: 767px) {
  .mk-word { font-size: 3.7rem; }
}

/* ── Laid on its side ────────────────────────────────────
   A phone in landscape is the one window with no vertical room for
   three stacked things: the mark's height alone is more than half of
   it, and the words end up on the letterforms from above and below
   instead of from the sides. Everything comes down together — the
   mark hardest, since it is the part that scales with the WIDTH and
   so grows exactly as the height runs out. */
@media (max-width: 991px) and (max-height: 540px) {
  .fm { --mk-rest: 34; }
  .mk-words { padding-block: 2.2rem; }
  .mk-word { font-size: 2.9rem; }
}
