{
  "version": 3,
  "sources": ["../index.ts", "../utils.ts", "../Courier-Bold.compressed.json", "../Courier-BoldOblique.compressed.json", "../Courier-Oblique.compressed.json", "../Courier.compressed.json", "../Helvetica-Bold.compressed.json", "../Helvetica-BoldOblique.compressed.json", "../Helvetica-Oblique.compressed.json", "../Helvetica.compressed.json", "../Times-Bold.compressed.json", "../Times-BoldItalic.compressed.json", "../Times-Italic.compressed.json", "../Times-Roman.compressed.json", "../Symbol.compressed.json", "../ZapfDingbats.compressed.json", "../Font.ts", "../all-encodings.compressed.json", "../Encoding.ts"],
  "sourcesContent": ["export * from './Font';\nexport * from './Encoding';\n", "/*\n * The `chars`, `lookup`, and `decodeFromBase64` members of this file are\n * licensed under the following:\n *\n *     base64-arraybuffer\n *     https://github.com/niklasvh/base64-arraybuffer\n *\n *     Copyright (c) 2012 Niklas von Hertzen\n *     Licensed under the MIT license.\n *\n */\nimport { unzlibSync } from 'fflate';\n\nconst chars =\n  'ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789+/';\n\n// Use a lookup table to find the index.\nconst lookup = new Uint8Array(256);\nfor (let i = 0; i < chars.length; i++) {\n  lookup[chars.charCodeAt(i)] = i;\n}\n\nexport const decodeFromBase64 = (base64: string): Uint8Array => {\n  let bufferLength = base64.length * 0.75;\n  const len = base64.length;\n  let i;\n  let p = 0;\n  let encoded1;\n  let encoded2;\n  let encoded3;\n  let encoded4;\n\n  if (base64[base64.length - 1] === '=') {\n    bufferLength--;\n    if (base64[base64.length - 2] === '=') {\n      bufferLength--;\n    }\n  }\n\n  const bytes = new Uint8Array(bufferLength);\n\n  for (i = 0; i < len; i += 4) {\n    encoded1 = lookup[base64.charCodeAt(i)];\n    encoded2 = lookup[base64.charCodeAt(i + 1)];\n    encoded3 = lookup[base64.charCodeAt(i + 2)];\n    encoded4 = lookup[base64.charCodeAt(i + 3)];\n\n    bytes[p++] = (encoded1 << 2) | (encoded2 >> 4);\n    bytes[p++] = ((encoded2 & 15) << 4) | (encoded3 >> 2);\n    bytes[p++] = ((encoded3 & 3) << 6) | (encoded4 & 63);\n  }\n\n  return bytes;\n};\n\nconst arrayToString = (array: Uint8Array) => {\n  let str = '';\n  for (let i = 0; i < array.length; i++) {\n    str += String.fromCharCode(array[i]);\n  }\n  return str;\n};\n\nexport const decompressJson = (compressedJson: string): string =>\n  arrayToString(unzlibSync(decodeFromBase64(compressedJson)));\n\nexport const padStart = (value: string, length: number, padChar: string) => {\n  let padding = '';\n  for (let idx = 0, len = length - value.length; idx < len; idx++) {\n    padding += padChar;\n  }\n  return padding + value;\n};\n", 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\"", 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\"", 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\"", 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\"", 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\"", 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\"", 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\"", 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"\"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\"", "import { decompressJson } from './utils';\n\nimport CourierBoldCompressed from './Courier-Bold.compressed.json';\nimport CourierBoldObliqueCompressed from './Courier-BoldOblique.compressed.json';\nimport CourierObliqueCompressed from './Courier-Oblique.compressed.json';\nimport CourierCompressed from './Courier.compressed.json';\n\nimport HelveticaBoldCompressed from './Helvetica-Bold.compressed.json';\nimport HelveticaBoldObliqueCompressed from './Helvetica-BoldOblique.compressed.json';\nimport HelveticaObliqueCompressed from './Helvetica-Oblique.compressed.json';\nimport HelveticaCompressed from './Helvetica.compressed.json';\n\nimport TimesBoldCompressed from './Times-Bold.compressed.json';\nimport TimesBoldItalicCompressed from './Times-BoldItalic.compressed.json';\nimport TimesItalicCompressed from './Times-Italic.compressed.json';\nimport TimesRomanCompressed from './Times-Roman.compressed.json';\n\nimport SymbolCompressed from './Symbol.compressed.json';\nimport ZapfDingbatsCompressed from './ZapfDingbats.compressed.json';\n\n// prettier-ignore\nconst compressedJsonForFontName = {\n  'Courier': CourierCompressed,\n  'Courier-Bold': CourierBoldCompressed,\n  'Courier-Oblique': CourierObliqueCompressed,\n  'Courier-BoldOblique': CourierBoldObliqueCompressed,\n\n  'Helvetica': HelveticaCompressed,\n  'Helvetica-Bold': HelveticaBoldCompressed,\n  'Helvetica-Oblique': HelveticaObliqueCompressed,\n  'Helvetica-BoldOblique': HelveticaBoldObliqueCompressed,\n\n  'Times-Roman': TimesRomanCompressed,\n  'Times-Bold': TimesBoldCompressed,\n  'Times-Italic': TimesItalicCompressed,\n  'Times-BoldItalic': TimesBoldItalicCompressed,\n\n  'Symbol': SymbolCompressed,\n  'ZapfDingbats': ZapfDingbatsCompressed,\n};\n\nexport enum FontNames {\n  Courier = 'Courier',\n  CourierBold = 'Courier-Bold',\n  CourierOblique = 'Courier-Oblique',\n  CourierBoldOblique = 'Courier-BoldOblique',\n\n  Helvetica = 'Helvetica',\n  HelveticaBold = 'Helvetica-Bold',\n  HelveticaOblique = 'Helvetica-Oblique',\n  HelveticaBoldOblique = 'Helvetica-BoldOblique',\n\n  TimesRoman = 'Times-Roman',\n  TimesRomanBold = 'Times-Bold',\n  TimesRomanItalic = 'Times-Italic',\n  TimesRomanBoldItalic = 'Times-BoldItalic',\n\n  Symbol = 'Symbol',\n  ZapfDingbats = 'ZapfDingbats',\n}\n\nexport type IFontNames = FontNames | keyof typeof compressedJsonForFontName;\n\nconst fontCache: { [name in FontNames]?: Font } = {};\n\nexport interface ICharMetrics {\n  /** Decimal value of default character code (-1 if not encoded) */\n  // C: number;\n  /** Width of character */\n  WX: number;\n  /** Character name (aka Glyph name) */\n  N: string;\n  /**\n   * [llx lly urx ury]:\n   *   Character bounding box where llx, lly, urx, and ury are all numbers.\n   */\n  // B: [number, number, number, number];\n  /**\n   * Array<[successor ligature]>:\n   *   Ligature sequence where successor and ligature are both character names.\n   *   The current character may join with the character named successor to form\n   *   the character named ligature.\n   */\n  // L: Array<[string, string]>;\n}\n\n/**\n * [name_1 name_2 number_x]:\n *   Name of the first character in the kerning pair followed by the name of the\n *   second character followed by the kerning amount in the x direction\n *   (y is zero). The kerning amount is specified in the units of the character\n *   coordinate system.\n */\nexport type IKernPair = [string, string, number];\n\nexport class Font {\n  static load = (fontName: IFontNames): Font => {\n    const cachedFont = fontCache[fontName];\n    if (cachedFont) return cachedFont;\n\n    const json = decompressJson(compressedJsonForFontName[fontName]);\n    const font = Object.assign(new Font(), JSON.parse(json));\n\n    font.CharWidths = font.CharMetrics.reduce(\n      (acc: { [charName: string]: number }, metric: ICharMetrics) => {\n        acc[metric.N] = metric.WX;\n        return acc;\n      },\n      {},\n    );\n    font.KernPairXAmounts = font.KernPairs.reduce(\n      (\n        acc: { [name1: string]: { [name2: string]: number } },\n        [name1, name2, width]: IKernPair,\n      ) => {\n        if (!acc[name1]) acc[name1] = {};\n        acc[name1][name2] = width;\n        return acc;\n      },\n      {},\n    );\n\n    fontCache[fontName] = font;\n\n    return font;\n  };\n\n  Comment!: string;\n  FontName!: string;\n  FullName!: string;\n  FamilyName!: string;\n  Weight!: string;\n  CharacterSet!: string;\n  Version!: string;\n  Notice!: string;\n  EncodingScheme!: string;\n  ItalicAngle!: number;\n  UnderlinePosition!: number;\n  UnderlineThickness!: number;\n  CapHeight!: number | void;\n  XHeight!: number | void;\n  Ascender!: number | void;\n  Descender!: number | void;\n  StdHW!: number;\n  StdVW!: number;\n  IsFixedPitch!: boolean;\n\n  /**\n   * [llx lly urx ury]:\n   *   Font bounding box where llx, lly, urx, and ury are all numbers.\n   */\n  FontBBox!: [number, number, number, number];\n\n  CharMetrics!: ICharMetrics[];\n  KernPairs!: IKernPair[];\n\n  private CharWidths!: { [charName: string]: number };\n  private KernPairXAmounts!: { [name1: string]: { [name2: string]: number } };\n\n  private constructor() {}\n\n  getWidthOfGlyph = (glyphName: string): number | void =>\n    this.CharWidths[glyphName];\n\n  getXAxisKerningForPair = (\n    leftGlyphName: string,\n    rightGlyphName: string,\n  ): number | void =>\n    (this.KernPairXAmounts[leftGlyphName] || {})[rightGlyphName];\n}\n", 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"/* tslint:disable max-classes-per-file */\nimport { decompressJson, padStart } from './utils';\n\nimport AllEncodingsCompressed from './all-encodings.compressed.json';\n\nconst decompressedEncodings = decompressJson(AllEncodingsCompressed);\n\ntype EncodingCharCode = number;\ntype EncodingCharName = string;\ninterface UnicodeMappings {\n  [unicodeCodePoint: number]: [EncodingCharCode, EncodingCharName];\n}\n\nconst allUnicodeMappings: {\n  symbol: UnicodeMappings;\n  zapfdingbats: UnicodeMappings;\n  win1252: UnicodeMappings;\n} = JSON.parse(decompressedEncodings);\n\ntype EncodingNames = 'Symbol' | 'ZapfDingbats' | 'WinAnsi';\n\nclass Encoding {\n  name: EncodingNames;\n  supportedCodePoints: number[];\n  private unicodeMappings: UnicodeMappings;\n\n  constructor(name: EncodingNames, unicodeMappings: UnicodeMappings) {\n    this.name = name;\n    this.supportedCodePoints = Object.keys(unicodeMappings)\n      .map(Number)\n      .sort((a, b) => a - b);\n    this.unicodeMappings = unicodeMappings;\n  }\n\n  canEncodeUnicodeCodePoint = (codePoint: number) =>\n    codePoint in this.unicodeMappings;\n\n  encodeUnicodeCodePoint = (codePoint: number) => {\n    const mapped = this.unicodeMappings[codePoint];\n    if (!mapped) {\n      const str = String.fromCharCode(codePoint);\n      const hexCode = `0x${padStart(codePoint.toString(16), 4, '0')}`;\n      const msg = `${this.name} cannot encode \"${str}\" (${hexCode})`;\n      throw new Error(msg);\n    }\n    return { code: mapped[0], name: mapped[1] };\n  };\n}\n\nexport type EncodingType = Encoding;\n\nexport const Encodings = {\n  Symbol: new Encoding('Symbol', allUnicodeMappings.symbol),\n  ZapfDingbats: new Encoding('ZapfDingbats', allUnicodeMappings.zapfdingbats),\n  WinAnsi: new Encoding('WinAnsi', allUnicodeMappings.win1252),\n};\n"],
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}
