{"version":3,"sources":["node_modules/@arcgis/core/geometry/support/quantizationUtils.js"],"sourcesContent":["/*\nAll material copyright ESRI, All Rights Reserved, unless otherwise specified.\nSee https://js.arcgis.com/4.31/esri/copyright.txt for details.\n*/\nimport { isPoint as n, isPolyline as t, isPolygon as e, isMultipoint as r, isExtent as o } from \"./jsonUtils.js\";\nfunction s(n) {\n  if (!n) return null;\n  return {\n    originPosition: \"upper-left\" === n.originPosition ? \"upperLeft\" : \"lower-left\" === n.originPosition ? \"lowerLeft\" : n.originPosition,\n    scale: n.tolerance ? [n.tolerance, n.tolerance, 1, 1] : [1, 1, 1, 1],\n    translate: null != n.extent ? [n.extent.xmin, n.extent.ymax, n.extent.zmin ?? 0, n.extent.mmin ?? 0] : [0, 0, 0, 0]\n  };\n}\nfunction l(n) {\n  return \"lowerLeft\" === n.originPosition && 4 === n.scale.length && 4 === n.translate.length;\n}\nfunction u(n) {\n  if (l(n)) return n;\n  const {\n      originPosition: t,\n      scale: e,\n      translate: r\n    } = n,\n    o = e[0] ?? 1,\n    s = e[1] ?? 1;\n  return {\n    originPosition: \"lowerLeft\",\n    scale: [o, \"lowerLeft\" === t ? s : -s, e[2] ?? 1, e[3] ?? 1],\n    translate: [r[0] ?? 0, r[1] ?? 0, r[2] ?? 0, r[3] ?? 0]\n  };\n}\nfunction i({\n  scale: n,\n  translate: t\n}, e) {\n  return Math.round((e - t[0]) / n[0]);\n}\nfunction a({\n  scale: n,\n  translate: t\n}, e) {\n  return Math.round((e - t[1]) / n[1]);\n}\nfunction c({\n  scale: n,\n  translate: t\n}, e) {\n  return Math.round(((e ?? 0) - t[2]) / n[2]);\n}\nfunction h({\n  scale: n,\n  translate: t\n}, e) {\n  return e ? Math.round((e - t[3]) / n[3]) : 0;\n}\nfunction f(n, t) {\n  return n && t ? M : n && !t ? g : !n && t ? x : m;\n}\nconst m = (n, t) => {\n    const e = [];\n    if (!t.length) return null;\n    const r = t[0];\n    let o = i(n, r[0]),\n      s = a(n, r[1]);\n    e.push([o, s]);\n    for (let l = 1; l < t.length; l++) {\n      const [r, u] = t[l],\n        c = i(n, r),\n        h = a(n, u);\n      c === o && h === s || e.push([c - o, h - s]), o = c, s = h;\n    }\n    return e;\n  },\n  g = (n, t) => {\n    const e = [];\n    if (!t.length) return null;\n    const r = t[0];\n    let o = i(n, r[0]),\n      s = a(n, r[1]),\n      l = c(n, r[2]);\n    e.push([o, s, l]);\n    for (let u = 1; u < t.length; u++) {\n      const [r, h, f] = t[u],\n        m = i(n, r),\n        g = a(n, h),\n        x = c(n, f);\n      m === o && g === s && x === l || e.push([m - o, g - s, x]), o = m, s = g, l = x;\n    }\n    return e;\n  },\n  x = (n, t) => {\n    const e = [];\n    if (!t.length) return null;\n    const r = t[0];\n    let o = i(n, r[0]),\n      s = a(n, r[1]),\n      l = h(n, r[2]);\n    e.push([o, s, l]);\n    for (let u = 1; u < t.length; u++) {\n      const [r, c, f] = t[u],\n        m = i(n, r),\n        g = a(n, c),\n        x = h(n, f);\n      m === o && g === s && x === l || e.push([m - o, g - s, x]), o = m, s = g, l = x;\n    }\n    return e;\n  },\n  M = (n, t) => {\n    const e = [];\n    if (!t.length) return null;\n    const r = t[0];\n    let o = i(n, r[0]),\n      s = a(n, r[1]),\n      l = c(n, r[2]),\n      u = h(n, r[3]);\n    e.push([o, s, l, u]);\n    for (let f = 1; f < t.length; f++) {\n      const [r, m, g, x] = t[f],\n        M = i(n, r),\n        I = a(n, m),\n        p = c(n, g),\n        N = h(n, x);\n      M === o && I === s && p === l && N === u || e.push([M - o, I - s, p, N]), o = M, s = I, l = p, u = N;\n    }\n    return e;\n  };\nfunction I(n, t, e) {\n  const r = u(n);\n  return t[0] = i(r, e[0]), t[3] = a(r, e[1]), t[2] = i(r, e[2]), t[1] = a(r, e[3]), t;\n}\nfunction p(n, t, e, r) {\n  const o = [],\n    s = f(e, r);\n  for (let l = 0; l < t.length; l++) {\n    const e = s(n, t[l]);\n    e && e.length >= 3 && o.push(e);\n  }\n  return o.length ? o : null;\n}\nfunction N(n, t, e, r) {\n  const o = [],\n    s = f(e, r);\n  for (let l = 0; l < t.length; l++) {\n    const e = s(n, t[l]);\n    e && e.length >= 2 && o.push(e);\n  }\n  return o.length ? o : null;\n}\nfunction Z({\n  scale: n,\n  translate: t\n}, e) {\n  return e * n[0] + t[0];\n}\nfunction y({\n  scale: n,\n  translate: t\n}, e) {\n  return e * n[1] + t[1];\n}\nfunction z({\n  scale: n,\n  translate: t\n}, e) {\n  return (e ?? 0) * n[2] + t[2];\n}\nfunction w({\n  scale: n,\n  translate: t\n}, e) {\n  return e ? e * n[3] + t[3] : 0;\n}\nfunction P(n, t) {\n  return n && t ? A : n && !t ? E : !n && t ? L : T;\n}\nconst T = (n, t) => {\n    const e = new Array(t.length);\n    if (!t.length) return e;\n    const r = t[0];\n    let o = Z(n, r[0]),\n      s = y(n, r[1]);\n    e[0] = [o, s];\n    const {\n        scale: l,\n        originPosition: u\n      } = n,\n      i = l[0],\n      a = \"lowerLeft\" === u ? l[1] : -l[1];\n    for (let c = 1; c < t.length; c++) {\n      const [n, r] = t[c];\n      o += i * n, s += a * r, e[c] = [o, s];\n    }\n    return e;\n  },\n  E = (n, t) => {\n    const e = new Array(t.length);\n    if (!t.length) return e;\n    const r = t[0];\n    let o = Z(n, r[0]),\n      s = y(n, r[1]);\n    e[0] = [o, s, z(n, r[2])];\n    const {\n        scale: l,\n        originPosition: u\n      } = n,\n      i = l[0],\n      a = \"lowerLeft\" === u ? l[1] : -l[1];\n    for (let c = 1; c < t.length; c++) {\n      const [r, l, u] = t[c];\n      o += i * r, s += a * l, e[c] = [o, s, z(n, u)];\n    }\n    return e;\n  },\n  L = (n, t) => {\n    const e = new Array(t.length);\n    if (!t.length) return e;\n    const r = t[0];\n    let o = Z(n, r[0]),\n      s = y(n, r[1]);\n    e[0] = [o, s, w(n, r[2])];\n    const {\n        scale: l,\n        originPosition: u\n      } = n,\n      i = l[0],\n      a = \"lowerLeft\" === u ? l[1] : -l[1];\n    for (let c = 1; c < t.length; c++) {\n      const [r, l, u] = t[c];\n      o += i * r, s += a * l, e[c] = [o, s, w(n, u)];\n    }\n    return e;\n  },\n  A = (n, t) => {\n    const e = new Array(t.length);\n    if (!t.length) return e;\n    const r = t[0];\n    let o = Z(n, r[0]),\n      s = y(n, r[1]);\n    e[0] = [o, s, z(n, r[2]), w(n, r[3])];\n    const {\n        scale: l,\n        originPosition: u\n      } = n,\n      i = l[0],\n      a = \"lowerLeft\" === u ? l[1] : -l[1];\n    for (let c = 1; c < t.length; c++) {\n      const [r, l, u, h] = t[c];\n      o += i * r, s += a * l, e[c] = [o, s, z(n, u), w(n, h)];\n    }\n    return e;\n  };\nfunction b(n, t, e) {\n  const r = new Array(e.length);\n  for (let o = 0; o < e.length; o++) r[o] = t(n, e[o]);\n  return r;\n}\nfunction F(n, t, e) {\n  const r = u(n);\n  return e ? (t[0] = Z(r, e[0]), t[1] = y(r, e[3]), t[2] = Z(r, e[2]), t[3] = y(r, e[1]), t) : [Z(r, t[0]), y(r, t[3]), Z(r, t[2]), y(r, t[1])];\n}\nfunction V(n, t, e) {\n  let [r, o] = e[0],\n    s = Math.min(r, t[0]),\n    l = Math.min(o, t[1]),\n    u = Math.max(r, t[2]),\n    i = Math.max(o, t[3]);\n  for (let a = 1; a < e.length; a++) {\n    const [n, t] = e[a];\n    r += n, o += t, n < 0 && (s = Math.min(s, r)), n > 0 && (u = Math.max(u, r)), t < 0 ? l = Math.min(l, o) : t > 0 && (i = Math.max(i, o));\n  }\n  return n[0] = s, n[1] = l, n[2] = u, n[3] = i, n;\n}\nfunction Y(n, t) {\n  if (!t.length) return null;\n  n[0] = n[1] = Number.POSITIVE_INFINITY, n[2] = n[3] = Number.NEGATIVE_INFINITY;\n  for (let e = 0; e < t.length; e++) V(n, n, t[e]);\n  return n;\n}\nfunction _(n) {\n  const t = [Number.POSITIVE_INFINITY, Number.POSITIVE_INFINITY, Number.NEGATIVE_INFINITY, Number.NEGATIVE_INFINITY];\n  return V(t, t, n);\n}\nfunction d(n) {\n  return Y([0, 0, 0, 0], n);\n}\nfunction G(n) {\n  return Y([0, 0, 0, 0], n);\n}\nfunction O(n, t, e) {\n  const r = u(n);\n  return t.xmin = i(r, e.xmin), t.ymin = a(r, e.ymin), t.xmax = i(r, e.xmax), t.ymax = a(r, e.ymax), e.hasZ && (t.zmin = c(r, e.zmin), t.zmax = c(r, e.zmax)), e.hasM && (t.mmin = h(r, e.mmin), t.mmax = h(r, e.mmax)), t.hasZ = e.hasZ ?? !1, t.hasM = e.hasM ?? !1, t;\n}\nfunction S(n, t, e) {\n  const r = u(n);\n  return t.points = f(e.hasZ, e.hasM)(r, e.points) ?? [], t.hasZ = e.hasZ ?? !1, t.hasM = e.hasM ?? !1, t;\n}\nfunction j(n, t, e) {\n  const r = u(n);\n  return t.x = i(r, e.x), t.y = a(r, e.y), null != e.z && (t.z = c(r, e.z)), null != e.m && (t.m = h(r, e.m)), t;\n}\nfunction U(n, t, e) {\n  const r = p(u(n), e.rings, e.hasZ, e.hasM);\n  return r ? (t.rings = r, t.hasZ = e.hasZ ?? !1, t.hasM = e.hasM ?? !1, t) : null;\n}\nfunction k(n, t, e) {\n  const r = N(u(n), e.paths, e.hasZ, e.hasM);\n  return r ? (t.paths = r, t.hasZ = e.hasZ ?? !1, t.hasM = e.hasM ?? !1, t) : null;\n}\nfunction q(s, l) {\n  return s && l ? n(l) ? j(s, {}, l) : t(l) ? k(s, {}, l) : e(l) ? U(s, {}, l) : r(l) ? S(s, {}, l) : o(l) ? O(s, {}, l) : null : null;\n}\nfunction v(n, t, e, r = e.hasZ ?? !1, o = e.hasM ?? !1) {\n  const s = u(n);\n  return t.xmin = Z(s, e.xmin), t.xmax = Z(s, e.xmax), t.ymin = y(s, e.ymin), t.ymax = y(s, e.ymax), r && (t.zmin = z(s, e.zmin), t.zmax = z(s, e.zmax)), o && (t.mmin = w(s, e.mmin), t.mmax = w(s, e.mmax)), t.hasZ = r, t.hasM = o, t;\n}\nfunction B(n, t, e, r = e?.hasZ ?? !1, o = e?.hasM ?? !1) {\n  if (null != e) {\n    const s = u(n);\n    t.points = P(r, o)(s, e.points), t.hasZ = r, t.hasM = o;\n  }\n  return t;\n}\nfunction C(n, t, e, r = null != e?.z, o = null != e?.m) {\n  if (null == e) return t;\n  const s = u(n);\n  return t.x = Z(s, e.x), t.y = y(s, e.y), r && (t.z = z(s, e.z)), o && (t.m = w(s, e.m)), t;\n}\nfunction D(n, t, e, r = e?.hasZ ?? !1, o = e?.hasM ?? !1) {\n  if (null != e) {\n    const s = u(n);\n    t.rings = b(s, P(r, o), e.rings), t.hasZ = r, t.hasM = o;\n  }\n  return t;\n}\nfunction H(n, t, e, r = e?.hasZ ?? !1, o = e?.hasM ?? !1) {\n  if (null != e) {\n    const s = u(n);\n    t.paths = b(s, P(r, o), e.paths), t.hasZ = r, t.hasM = o;\n  }\n  return t;\n}\nexport { V as getQuantizedBoundsCoordsArray, Y as getQuantizedBoundsCoordsArrayArray, d as getQuantizedBoundsPaths, _ as getQuantizedBoundsPoints, G as getQuantizedBoundsRings, u as normalizeTransform, I as quantizeBounds, m as quantizeCoordsArrayXY, x as quantizeCoordsArrayXYM, g as quantizeCoordsArrayXYZ, M as quantizeCoordsArrayXYZM, O as quantizeExtent, q as quantizeGeometry, h as quantizeM, S as quantizeMultipoint, j as quantizePoint, U as quantizePolygon, k as quantizePolyline, i as quantizeX, a as quantizeY, c as quantizeZ, s as toQuantizationTransform, F as unquantizeBounds, b as unquantizeCoordsArrayArray, T as unquantizeCoordsArrayXY, L as unquantizeCoordsArrayXYM, E as unquantizeCoordsArrayXYZ, A as unquantizeCoordsArrayXYZM, v as unquantizeExtent, w as unquantizeM, B as unquantizeMultipoint, C as unquantizePoint, D as unquantizePolygon, H as unquantizePolyline, Z as unquantizeX, y as unquantizeY, z as unquantizeZ 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