mattrguerra/meridian-ops-boardmainPrivate on GitHub, published here in full

fonts.ts

Language TypeScript55.8 KB94 lines

apps/dashboard/src/fonts.ts

  1. /**
  2. * Embedded webfonts. Generated: do not edit the base64 by hand.
  3. *
  4. * Two open-licence faces, both under the SIL Open Font License 1.1:
  5. * Anton (display), from the Anton Project Authors
  6. * Inter (body, Regular and SemiBold), from the Inter Project Authors
  7. *
  8. * Embedded because the page is self-contained by design (CSP default-src
  9. * 'none'), so data: URIs are the only mechanism that can actually deliver a
  10. * font. A repo-relative @font-face URL would point at a file the Worker never
  11. * serves, and the page would silently render in the fallback faces.
  12. *
  13. * Subset, not shipped whole. The display face carries digits, A-Z, every
  14. * accented Latin letter, and the marks the design uses; the body face carries
  15. * Latin plus the design's arrows and typographic marks. Weights the design does
  16. * not use are deliberately absent. Total cost is about 52KB of base64.
  17. *
  18. * The accented Latin range is included whole. Subset to "A-Z 0-9 and the
  19. * marks", a name like Galván renders with one letter silently falling back to
  20. * Georgia in the middle of a heading, which looks from the outside like an
  21. * encoding problem even though the bytes are right.
  22. *
  23. * So the range is U+00C0-00FF, not the accents currently on the roster: a list
  24. * of today's characters breaks on the next hire's name. The U+00A0-00BF symbol block above them is deliberately
  25. * still out, because a display heading has no use for a section mark.
  26. *
  27. * A subset miss is invisible in review: it needs the missing character, in the
  28. * display face, in front of somebody who knows the typeface. Prefer a range.
  29. *
  30. * Regenerate with fonttools from the upstream files (@fontsource/anton on npm
  31. * for Anton's latin file, inter-ui on npm for Inter's full web files):
  32. * pyftsubset anton-latin-400-normal.woff2 --flavor=woff2 --layout-features='' \
  33. * --no-hinting --unicodes="U+0020-007E,U+00C0-00FF,U+00B7,U+2018-201A,U+201C-201D"
  34. * pyftsubset Inter-{Regular,SemiBold}.woff2 --flavor=woff2 --no-hinting \
  35. * --unicodes="U+0020-007E,U+00A0-00AC,U+00AE-00FF,U+2010-2027,U+2190-2193,U+00D7"
  36. *
  37. * The fallback stacks stay first-class: a subset miss must degrade to a real
  38. * glyph in Georgia/system-ui, never to tofu.
  39. */
  40. /**
  41. * The codepoint ranges the display subset above was built from.
  42. *
  43. * Data, because a missing glyph is invisible in review. `fonts.test.ts` checks
  44. * every roster name against this, and a hire whose name falls outside fails
  45. * the suite instead of shipping in a fallback face.
  46. *
  47. * It is a declaration, not a reading of the font. Parsing a brotli-compressed
  48. * woff2 cmap in a test would mean a dependency this repo does not carry. Keep
  49. * this in step with the pyftsubset command in the header when you regenerate:
  50. * they are the same fact written twice, which is the cost of not having a
  51. * parser. (The ranges below were checked against the generated files' cmaps.)
  52. */
  53. export const DISPLAY_SUBSET_RANGES: readonly (readonly [number, number])[] = [
  54. [0x0020, 0x007e], // ASCII printable
  55. [0x00c0, 0x00ff], // every accented Latin letter, see the header
  56. [0x00b7, 0x00b7], // the middot the eyebrows separate with
  57. [0x2018, 0x201a], // single curly quotes and apostrophes
  58. [0x201c, 0x201d], // double curly quotes
  59. ]
  60. /** Is this character in the display subset, or will it fall back to Georgia? */
  61. export const inDisplaySubset = (ch: string): boolean => {
  62. const cp = ch.codePointAt(0)
  63. return cp === undefined ? false : DISPLAY_SUBSET_RANGES.some(([lo, hi]) => cp >= lo && cp <= hi)
  64. }
  65. /**
  66. * What the body face carries: the second face in `--font-display`, and the one
  67. * that catches what the display face has no glyph for.
  68. *
  69. * The display face lacks the em dash, en dash, ellipsis and arrows; subsetting
  70. * cannot add what is not in the font. So the display stack falls through to
  71. * the body face, and `fonts.test.ts` asserts that everything the display face
  72. * is asked to draw is covered by one of the two.
  73. */
  74. export const BODY_SUBSET_RANGES: readonly (readonly [number, number])[] = [
  75. [0x0020, 0x007e],
  76. [0x00a0, 0x00ac],
  77. [0x00ae, 0x00ff], // U+00AD, the soft hyphen, has no glyph and is not needed
  78. [0x2010, 0x2027], // dashes, quotes, the ellipsis at U+2026
  79. [0x2190, 0x2193], // arrows
  80. ]
  81. export const inBodySubset = (ch: string): boolean => {
  82. const cp = ch.codePointAt(0)
  83. return cp === undefined ? false : BODY_SUBSET_RANGES.some(([lo, hi]) => cp >= lo && cp <= hi)
  84. }
  85. export const FONT_FACES = `
  86. 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) 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) 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  89. `