// ── How a world position reaches a pixel ──────────────────────────────────
//
// PLAN.md §30.3, in the one place the page computes it. Rust's world is centred
// on the origin, x east and z north; the picture is the world at a scale, with
// an ocean margin around it that is measured in PIXELS and is not scaled (the
// rig's 3000 map is 3000 × 0.5 + 2 × 500 = 2500 pixels). So:
//
//     s  = (width − 2 × margin) / worldSize
//     px = (x + worldSize / 2) × s + margin
//     py = (z + worldSize / 2) × s + margin      measured UP from the bottom edge
//
// Up from the bottom because Leaflet's `CRS.Simple` has y growing north, which
// is Rust's z — so the picture's bounds are `[[0, 0], [height, width]]` and a
// position is `[py, px]` with no flip anywhere.
//
// The grid is the GAME's (D119): `gridCells` cells of `gridCellSize` metres per
// side, lettered from the west and numbered from the north, `A0` at the
// north-west corner. Both numbers come from the plugin, which asks the game's own
// `MapHelper`; nothing here assumes a cell size.
//
// Pure, and free of Leaflet, so it is tested in Node.

/** Pixels per metre, or 0 for a geometry that cannot place anything. */
export function scaleOf(g) {
  if (!g || !(g.worldSize > 0) || !(g.width > 0)) return 0
  return (g.width - 2 * (g.oceanMargin || 0)) / g.worldSize
}

/** A world position as `[lat, lng]` in the map's pixel space. */
export function toLatLng(g, x, z) {
  const s = scaleOf(g)
  const half = g.worldSize / 2
  const m = g.oceanMargin || 0
  return [(Number(z) + half) * s + m, (Number(x) + half) * s + m]
}

/** The inverse of `toLatLng`: a point on the picture as world `{ x, z }` in metres (a click on the map). */
export function fromLatLng(g, lat, lng) {
  const s = scaleOf(g)
  if (!(s > 0)) return null
  const half = g.worldSize / 2
  const m = g.oceanMargin || 0
  return { x: (Number(lng) - m) / s - half, z: (Number(lat) - m) / s - half }
}

/** The picture's bounds in the same space. */
export function boundsOf(g) {
  return [[0, 0], [g.height, g.width]]
}

/** A column number as Rust spells it: 0 is A, 25 is Z, 26 is AA. */
export function column(index) {
  let name = ''
  let n = index + 1
  while (n > 0) {
    const r = (n - 1) % 26
    name = String.fromCharCode(65 + r) + name
    n = Math.floor((n - 1) / 26)
  }
  return name
}

/** The grid label for a world position, the way the in-game map writes it. */
export function gridLabel(g, x, z) {
  if (!g || !(g.gridCells > 0) || !(g.gridCellSize > 0)) return null
  const half = g.worldSize / 2
  const clamp = (v) => Math.max(0, Math.min(g.gridCells - 1, v))
  const col = clamp(Math.floor((Number(x) + half) / g.gridCellSize))
  const row = clamp(Math.floor((half - Number(z)) / g.gridCellSize))
  return `${column(col)}${row}`
}

/**
 * The grid as lines and labels in world metres: `lines` are `[[x1, z1], [x2,
 * z2]]` pairs, `labels` sit at each cell's north-west corner.
 */
export function grid(g) {
  if (!g || !(g.gridCells > 0) || !(g.gridCellSize > 0)) return { lines: [], labels: [] }
  const half = g.worldSize / 2
  const n = g.gridCells
  const c = g.gridCellSize
  const lines = []
  for (let i = 0; i <= n; i += 1) {
    const at = -half + i * c
    lines.push([[at, half], [at, half - n * c]])
    lines.push([[-half, half - i * c], [-half + n * c, half - i * c]])
  }
  const labels = []
  for (let col = 0; col < n; col += 1) {
    for (let row = 0; row < n; row += 1) {
      labels.push({ text: `${column(col)}${row}`, x: -half + col * c, z: half - row * c })
    }
  }
  return { lines, labels }
}

/** Seconds as `m:ss`, for a locked crate's hack. */
export function countdown(seconds) {
  const s = Math.max(0, Math.round(Number(seconds) || 0))
  return `${Math.floor(s / 60)}:${String(s % 60).padStart(2, '0')}`
}