/* The board and the little ASCII boxes, shared by the draft pages. Fixed-width cells keep emojis in line. */

/* One font for everything: Fjalla One, whose slash is tall and steep enough to follow a point's long sides and whose 8 is dense
   enough to darken the dark points. Subset to Latin text (fonts/fjalla-one.woff, SIL Open Font License, fonts/OFL.txt) and inlined,
   so the page draws with no extra request. font-synthesis: none, because the font has one weight and faked bold looks smeared. */
@font-face { font-family: "Fjalla One"; font-display: block; src: url(data:font/woff;base64,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) format("woff"); }
html, body, input, textarea, button, select { font-family: "Fjalla One", sans-serif; font-synthesis: none; }

#board { container-type: inline-size; }                    /* the board scales to its column's width */
.boardrow { display: flex; align-items: stretch; gap: 0.6em; font-size: clamp(9px, calc(100cqi / 32), 17px); }
/* Proportions: a row is one checker. The playing surface is 11 rows high, a point 5 of them (5/11), the gap between the tips 1.
   A unit (one frame character's cell) is 0.6em and a point 3 units, 43 units across. The frame lines sit half a unit outside the
   surface on all four sides, and a row of 1.361em puts the board, frame line to frame line, at the golden ratio (1.62 to 1). */
:root { --row: 1.361em; }
table.board { border-collapse: collapse; table-layout: fixed; width: 25.8em; font-size: 1em; line-height: 1; }   /* 43 units of 0.6em; the width makes the fixed layout hold */
table.board td { padding: 0; height: var(--row); text-align: center; vertical-align: middle; white-space: pre; }
table.board td.f { width: 0.6em; }                          /* the frame: + - | */
table.board td.n, table.board td.bar { width: 1.8em; }      /* a point or the bar: three units, as in GNU Backgammon */
table.board .v { display: inline-block; transform: scaleY(1.3); }   /* stretch each | to the row so the frame and bar lines join */
table.board tr.rim td { height: 1em; }
table.board tr.rim.top td { vertical-align: bottom; position: relative; top: 0.125em; }      /* the rim line half a unit off the surface, like the sides */
table.board tr.rim.bottom td { vertical-align: top; position: relative; top: -0.056em; }
table.board .rimc { display: flex; align-items: center; font-size: 0.8em; }  /* a rim cell: its number, if any, on a dash line that fills the cell */
table.board .d, table.abox .rule { flex: 1 1 0; min-width: 0; overflow: hidden; white-space: nowrap; letter-spacing: -0.12em; }   /* dashes close up into a line */
table.board td.pt { position: relative; line-height: var(--row); }
table.board .e { position: absolute; top: 0; width: 0.6em; height: var(--row); line-height: var(--row); color: #555; }   /* one character of a triangle, placed to a fraction of a unit */
table.board .e i { display: block; height: 100%; font-style: normal; font-size: 1.2em; }   /* slashes and tips, sized so each fills its row */
table.board .f8 { position: absolute; transform: translate(-50%, -50%); line-height: 1; color: #333; }   /* the 8s packed into dark points */
table.board .ck { display: inline-block; font-size: 1.2em; line-height: 1; vertical-align: middle; }   /* a checker about as wide as a row is high */
.side { display: flex; flex-direction: column; justify-content: space-between; font-size: 0.8em; white-space: nowrap; }
.side .slot { min-height: 3.6em; display: flex; align-items: center; }
#info { display: flex; flex-wrap: wrap; gap: 6px 8px; margin: 8px 0; }
table.abox { border-collapse: collapse; font-size: 14px; line-height: 1.1; }
table.abox td { padding: 0; white-space: nowrap; vertical-align: middle; }
table.abox td.c { padding: 2px 6px; }
table.abox td.h { max-width: 0; overflow: hidden; }
table.abox .rule { display: block; }
#colours { margin: 0; }
#colours select { font: inherit; }
.foot { display: flex; justify-content: space-between; align-items: flex-end; gap: 12px; margin-top: 14px; }
.foot img.logo { height: 96px; width: auto; }
table.board td.dice { letter-spacing: 0.3em; }               /* the roll, in the middle of the right half */
/* The waiting screen in the lesson box: two ASCII dice rolling through 11 to 66, then a quote. */
#output .waiting { white-space: normal; }
#output .rolling { display: flex; gap: 12px; font-size: 22px; }
#output table.die { border-collapse: collapse; line-height: 1; }
#output table.die td { padding: 0; text-align: center; vertical-align: middle; white-space: nowrap; }
#output table.die td.p { width: 0.9em; height: 1em; }
#output table.die td.h { max-width: 0; overflow: hidden; }
#output table.die .rule { display: block; overflow: hidden; letter-spacing: -0.12em; }
#output .wait-note { margin: 10px 0 18px; }
#output .quote { margin: 0; white-space: pre-wrap; }
#output .quote .by { display: block; margin-top: 6px; color: #444; }
/* Follow-up questions under the lesson: each question and its answer added to the lesson box, and the box to ask them in. */
#output .qa { margin-top: 16px; }
#output .qa .q { color: #000080; margin-bottom: 6px; white-space: pre-wrap; }
#output .qa .a { white-space: pre-wrap; }
#output .qa .rolling { font-size: 18px; }
.followup { margin-top: 10px; }
.followup[hidden], .followup [hidden] { display: none; }
.followup label { display: block; margin-bottom: 2px; }
.followup textarea { width: 100%; box-sizing: border-box; height: 56px; }
.followup button { margin-top: 6px; }
/* Editing the position (the Edit board button): the board takes clicks, XG's and GnuBG's way. */
.edittools { margin: 6px 0; }
.edittools #editbar button { min-width: 2.2em; }
.edittools #editbar button.on { border-style: inset; background: #fff; }
.edittools #edithelp { margin-top: 4px; font-size: 13px; line-height: 1.3; }
.edittools [hidden] { display: none; }
body.editing #board table.board { outline: 2px dashed #000080; outline-offset: 3px; cursor: pointer; }
body.editing #board .side table.cube, body.editing #info [data-type], body.editing #info [data-len], body.editing #info [data-score], body.editing #info [data-flag], body.editing #info [data-decision] { cursor: pointer; }
body.editing #info [data-type], body.editing #info [data-len], body.editing #info [data-score], body.editing #info [data-flag] { text-decoration: underline dotted #000080; }
body.editing #board, body.editing #info { -webkit-user-select: none; user-select: none; }
.side .score { margin: 0.3em 0; }   /* a player's match score, by their cube spot */
body.editing #board .side [data-score] { cursor: pointer; text-decoration: underline dotted #000080; }
.pwbox { margin: 6px 0 10px; }
.pwbox[hidden] { display: none; }
.pwbox input { width: 12em; }
.pwbox #pwmsg { color: #a00000; margin-left: 6px; }

.side .decider { margin: 0.3em 0; }   /* two dice by the player making a cube decision (the dice are off the board then) */
