If you think a check is flawed or have an idea for a check, please file an issue at https://github.com/fonttools/fontbakery/issues and remember to include a pointer to the repo and branch you're checking.
Summary
| 💥 ERROR | ☠ FATAL | 🔥 FAIL | ⚠️ WARN | ⏩ SKIP | ℹ️ INFO | ✅ PASS |
|---|---|---|---|---|---|---|
| 0 | 0 | 1 | 13 | 115 | 7 | 115 |
| 0% | 0% | 0% | 5% | 46% | 3% | 46% |
Meaning of check results:
- 💥 An ERROR is something wrong with FontBakery itself, possibly a bug.
- ☠ A FATAL is an extremely severe issue that must be addressed immediately.
- 🔥 A FAIL is a problem with the font that must be fixed.
- ⚠️ A WARN is something that you should consider addressing.
- ℹ️ An INFO result simply prints something useful. Typically stats.
- ✅ A PASS means the font looks good for the given checking routine.
- ⏩ And a SKIP happens when the check does not apply to the given font.
If you get ERRORs, please help us improve the tool by reporting them at our issue tracker.
(but other kinds of bug reports and/or feature requests are also always welcome, of course!)
FontBakery version: 0.12.6
OpenType Specification Checks
⚠️⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩Check glyphs in mark glyph class are non-spacing.
Check ID: <FontBakeryCheck:com.google.fonts/check/gdef_spacing_marks>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
The following spacing glyphs may be in the GDEF mark glyph class by mistake: sinVirama (U+0DCA)
[code: spacing-mark-glyphs]
Universal Profile Checks
🔥⚠️⚠️⚠️⏩⏩⏩⏩⏩⏩ℹ️Check if each glyph has the recommended amount of contours.
Check ID: <FontBakeryCheck:com.google.fonts/check/contour_count>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
This check inspects the glyph outlines and detects the total number of contours in each of them. The expected values are infered from the typical ammounts of contours observed in a large collection of reference font families. The divergences listed below may simply indicate a significantly different design on some of your glyphs. On the other hand, some of these may flag actual bugs in the font such as glyphs mapped to an incorrect codepoint. Please consider reviewing the design and codepoint assignment of these to make sure they are correct.
The following glyphs do not have the recommended number of contours:
[code: contour-count]- Glyph name: asterisk Contours detected: 2 Expected: 1 or 4 - Glyph name: nine Contours detected: 3 Expected: 1 or 2 - Glyph name: uni00AD Contours detected: 1 Expected: 0 - Glyph name: cedilla Contours detected: 2 Expected: 1 - Glyph name: questiondown Contours detected: 3 Expected: 2 - Glyph name: Ccedilla Contours detected: 3 Expected: 1 or 2 - Glyph name: Eth Contours detected: 3 Expected: 2 - Glyph name: ccedilla Contours detected: 3 Expected: 1 or 2 - Glyph name: aogonek Contours detected: 3 Expected: 2 - Glyph name: Dcroat Contours detected: 3 Expected: 2 - Glyph name: eogonek Contours detected: 3 Expected: 2 - Glyph name: uni0123 Contours detected: 1 Expected: 3 or 4 - Glyph name: Eng Contours detected: 2 Expected: 1 - Glyph name: Scedilla Contours detected: 3 Expected: 1 or 2 - Glyph name: scedilla Contours detected: 3 Expected: 1 or 2 - Glyph name: uni0162 Contours detected: 3 Expected: 1 or 2 - Glyph name: uni0163 Contours detected: 3 Expected: 1 or 2 - Glyph name: Uogonek Contours detected: 2 Expected: 1 - Glyph name: uogonek Contours detected: 2 Expected: 1 - Glyph name: ohorn Contours detected: 3 Expected: 2 - Glyph name: Uhorn Contours detected: 2 Expected: 1 - Glyph name: uhorn Contours detected: 2 Expected: 1 - Glyph name: uni01EA Contours detected: 3 Expected: 2 - Glyph name: uni01EB Contours detected: 3 Expected: 2 - Glyph name: uni0327 Contours detected: 2 Expected: 1 - Glyph name: uni1EDB Contours detected: 4 Expected: 3 - Glyph name: uni1EDD Contours detected: 4 Expected: 3 - Glyph name: uni1EDF Contours detected: 4 Expected: 3 - Glyph name: uni1EE1 Contours detected: 4 Expected: 3 - Glyph name: uni1EE3 Contours detected: 4 Expected: 3 - Glyph name: uni1EE8 Contours detected: 3 Expected: 2 - Glyph name: uni1EE9 Contours detected: 3 Expected: 2 - Glyph name: uni1EEA Contours detected: 3 Expected: 2 - Glyph name: uni1EEB Contours detected: 3 Expected: 2 - Glyph name: uni1EEC Contours detected: 3 Expected: 2 - Glyph name: uni1EED Contours detected: 3 Expected: 2 - Glyph name: uni1EEE Contours detected: 3 Expected: 2 - Glyph name: uni1EEF Contours detected: 3 Expected: 2 - Glyph name: uni1EF0 Contours detected: 3 Expected: 2 - Glyph name: uni1EF1 Contours detected: 3 Expected: 2 - Glyph name: Ccedilla Contours detected: 3 Expected: 1 or 2 - Glyph name: Dcroat Contours detected: 3 Expected: 2 - Glyph name: Eng Contours detected: 2 Expected: 1 - Glyph name: Eth Contours detected: 3 Expected: 2 - Glyph name: Uhorn Contours detected: 2 Expected: 1 - Glyph name: Uogonek Contours detected: 2 Expected: 1 - Glyph name: aogonek Contours detected: 3 Expected: 2 - Glyph name: asterisk Contours detected: 2 Expected: 1 or 4 - Glyph name: ccedilla Contours detected: 3 Expected: 1 or 2 - Glyph name: cedilla Contours detected: 2 Expected: 1 - Glyph name: eogonek Contours detected: 3 Expected: 2 - Glyph name: fi Contours detected: 1 Expected: 3 - Glyph name: fl Contours detected: 1 Expected: 2 - Glyph name: nine Contours detected: 3 Expected: 1 or 2 - Glyph name: ohorn Contours detected: 3 Expected: 2 - Glyph name: questiondown Contours detected: 3 Expected: 2 - Glyph name: uhorn Contours detected: 2 Expected: 1 - Glyph name: uni00AD Contours detected: 1 Expected: 0 - Glyph name: uni0123 Contours detected: 1 Expected: 3 or 4 - Glyph name: uni0162 Contours detected: 3 Expected: 1 or 2 - Glyph name: uni0163 Contours detected: 3 Expected: 1 or 2 - Glyph name: uni0327 Contours detected: 2 Expected: 1 - Glyph name: uni1EDB Contours detected: 4 Expected: 3 - Glyph name: uni1EDD Contours detected: 4 Expected: 3 - Glyph name: uni1EDF Contours detected: 4 Expected: 3 - Glyph name: uni1EE1 Contours detected: 4 Expected: 3 - Glyph name: uni1EE3 Contours detected: 4 Expected: 3 - Glyph name: uni1EE8 Contours detected: 3 Expected: 2 - Glyph name: uni1EE9 Contours detected: 3 Expected: 2 - Glyph name: uni1EEA Contours detected: 3 Expected: 2 - Glyph name: uni1EEB Contours detected: 3 Expected: 2 - Glyph name: uni1EEC Contours detected: 3 Expected: 2 - Glyph name: uni1EED Contours detected: 3 Expected: 2 - Glyph name: uni1EEE Contours detected: 3 Expected: 2 - Glyph name: uni1EEF Contours detected: 3 Expected: 2 - Glyph name: uni1EF0 Contours detected: 3 Expected: 2 - Glyph name: uni1EF1 Contours detected: 3 Expected: 2 - Glyph name: uogonek Contours detected: 2 Expected: 1
Do we have the latest version of FontBakery installed?
Check ID: <FontBakeryCheck:com.google.fonts/check/fontbakery_version>
🔥 Maname-Regular.ttf
-
🔥 FAIL
Current FontBakery version is 0.12.6, while a newer 0.12.10 is already available. Please upgrade it with 'pip install -U fontbakery'
[code: outdated-fontbakery]
Does the font contain a soft hyphen?
Check ID: <FontBakeryCheck:com.google.fonts/check/soft_hyphen>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
This font has a 'Soft Hyphen' character.
[code: softhyphen]
Check font contains no unreachable glyphs
Check ID: <FontBakeryCheck:com.google.fonts/check/unreachable_glyphs>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
The following glyphs could not be reached by codepoint or substitution rules:
[code: unreachable-glyphs]- k.001 - mooniak - sinCha.reph - sinDdha.reph - sinFRI - sinFRIi - sinFa.reph - sinLa.reph - sinLla.reph - sinMatraI.alt - sinMatraI.alt1 - sinMatraI.alt2 - sinMatraI.alt3 - sinMatraIi.alt - sinMatraIi.alt1 - sinMatraIi.alt2 - sinMatraIi.alt3 - sinMatraU.alt1 - sinMatraUu.alt - sinMatraUu.alt1 - sinMatraUu.alt2 - sinMatraUu.alt3 - sinMba.reph - sinNDRI - sinNDRIi - sinNdRa - sinNda.reph - sinNga.reph - sinNndda.reph - sinNnga.reph - sinNyja.reph - sinOnelith - sinPf.virama - sinPfI - sinPfIi - sinPfR.virama - sinPfRI - sinPfRIi - sinPfRa - sinPfU - sinPfUu - sinPfa - sinPha.reph - sinRU_period - sinRakar - sinRakar.long - sinRakar.medium - sinRakar.short - sinReph.2 - sinSsRI - sinSsRIi - sinTtha.reph - trtight
Outline Checks
⚠️⚠️⚠️Do any segments have colinear vectors?
Check ID: <FontBakeryCheck:com.google.fonts/check/outline_colinear_vectors>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
The following glyphs have colinear vectors:
[code: found-colinear-vectors]* B (U+0042): L<<199.0,347.0>--<247.0,346.0>> -> L<<247.0,346.0>--<301.0,348.0>> * H (U+0048): L<<204.0,335.0>--<410.0,335.0>> -> L<<410.0,335.0>--<495.0,338.0>> * Hbar (U+0126): L<<204.0,335.0>--<410.0,335.0>> -> L<<410.0,335.0>--<495.0,338.0>> * Hbar (U+0126): L<<208.0,455.0>--<402.0,455.0>> -> L<<402.0,455.0>--<493.0,457.0>> * Hcircumflex (U+0124): L<<204.0,335.0>--<410.0,335.0>> -> L<<410.0,335.0>--<495.0,338.0>> * OE (U+0152): L<<511.0,554.0>--<509.0,569.0>> -> L<<509.0,569.0>--<505.0,616.0>> * ae (U+00E6): L<<415.0,262.0>--<575.0,278.0>> -> L<<575.0,278.0>--<624.0,279.0>> * aeacute (U+01FD): L<<415.0,262.0>--<575.0,278.0>> -> L<<575.0,278.0>--<624.0,279.0>> * bracketleft (U+005B): L<<140.0,-53.0>--<193.0,-54.0>> -> L<<193.0,-54.0>--<291.0,-52.0>> * bracketleft (U+005B): L<<62.0,633.0>--<222.0,632.0>> -> L<<222.0,632.0>--<299.0,633.0>> * bracketright (U+005D): L<<62.0,633.0>--<138.0,632.0>> -> L<<138.0,632.0>--<298.0,633.0>> * bracketright (U+005D): L<<69.0,-52.0>--<168.0,-54.0>> -> L<<168.0,-54.0>--<221.0,-53.0>> * e (U+0065): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * eacute (U+00E9): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * ebreve (U+0115): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * ecaron (U+011B): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * ecircumflex (U+00EA): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * edieresis (U+00EB): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * edotaccent (U+0117): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * egrave (U+00E8): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * emacron (U+0113): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * eogonek (U+0119): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * m (U+006D): L<<506.0,297.0>--<504.0,187.0>> -> L<<504.0,187.0>--<501.0,91.0>> * m (U+006D): L<<787.0,297.0>--<785.0,187.0>> -> L<<785.0,187.0>--<782.0,91.0>> * oe (U+0153): L<<482.0,262.0>--<642.0,278.0>> -> L<<642.0,278.0>--<691.0,278.0>> * sinCh.virama: L<<326.0,303.0>--<326.0,305.0>> -> L<<326.0,305.0>--<326.0,308.0>> * sinFI: L<<470.0,447.0>--<470.0,447.0>> -> L<<470.0,447.0>--<471.0,447.0>> * sinJny.virama: L<<730.0,492.0>--<730.0,492.0>> -> L<<730.0,492.0>--<733.0,492.0>> * sinJnya (U+0DA5): L<<730.0,492.0>--<730.0,492.0>> -> L<<730.0,492.0>--<733.0,492.0>> * sinJnya.reph: L<<730.0,492.0>--<730.0,492.0>> -> L<<730.0,492.0>--<733.0,492.0>> * sinKUu: L<<599.0,83.0>--<600.0,83.0>> -> L<<600.0,83.0>--<600.0,83.0>> * sinLVocalic (U+0D8F): L<<616.0,484.0>--<617.0,484.0>> -> L<<617.0,484.0>--<617.0,484.0>> * sinLlVocalic (U+0D90): L<<616.0,484.0>--<617.0,484.0>> -> L<<617.0,484.0>--<617.0,484.0>> * sinND.virama: L<<684.0,492.0>--<684.0,492.0>> -> L<<684.0,492.0>--<686.0,492.0>> * sinNDI: L<<684.0,492.0>--<684.0,492.0>> -> L<<684.0,492.0>--<686.0,492.0>> * sinNDIi: L<<684.0,492.0>--<684.0,492.0>> -> L<<684.0,492.0>--<686.0,492.0>> * sinNDa.reph: L<<684.0,492.0>--<684.0,492.0>> -> L<<684.0,492.0>--<686.0,492.0>> * sinNDa: L<<684.0,492.0>--<684.0,492.0>> -> L<<684.0,492.0>--<686.0,492.0>> * sinNnI: L<<365.0,490.0>--<366.0,490.0>> -> L<<366.0,490.0>--<367.0,490.0>> * sinNy.virama: L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<864.0,492.0>> * sinNy.virama: L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<866.0,492.0>> * sinNy.virama: L<<864.0,492.0>--<866.0,492.0>> -> L<<866.0,492.0>--<866.0,492.0>> * sinNyI: L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<864.0,492.0>> * sinNyI: L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<866.0,492.0>> * sinNyI: L<<864.0,492.0>--<866.0,492.0>> -> L<<866.0,492.0>--<866.0,492.0>> * sinNyI: L<<866.0,492.0>--<866.0,492.0>> -> L<<866.0,492.0>--<867.0,492.0>> * sinNyIi: L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<864.0,492.0>> * sinNyIi: L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<866.0,492.0>> * sinNyUu: L<<845.0,490.0>--<845.0,490.0>> -> L<<845.0,490.0>--<845.0,490.0>> * sinNya (U+0DA4): L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<864.0,492.0>> * sinNya (U+0DA4): L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<866.0,492.0>> * sinNya (U+0DA4): L<<864.0,492.0>--<866.0,492.0>> -> L<<866.0,492.0>--<866.0,492.0>> * sinNya.reph: L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<864.0,492.0>> * sinNya.reph: L<<864.0,492.0>--<864.0,492.0>> -> L<<864.0,492.0>--<866.0,492.0>> * sinNya.reph: L<<864.0,492.0>--<866.0,492.0>> -> L<<866.0,492.0>--<866.0,492.0>> * sinShUu: L<<486.0,63.0>--<486.0,68.0>> -> L<<486.0,68.0>--<486.0,69.0>> * sinTUu: L<<536.0,83.0>--<537.0,83.0>> -> L<<537.0,83.0>--<537.0,83.0>> * trademark (U+2122): L<<240.0,572.0>--<293.0,571.0>> -> L<<293.0,571.0>--<342.0,572.0>> * trademark (U+2122): L<<448.0,572.0>--<495.0,571.0>> -> L<<495.0,571.0>--<548.0,572.0>> * u111EC (U+111EC): L<<664.0,271.0>--<664.0,269.0>> -> L<<664.0,269.0>--<664.0,268.0>> * uni018F (U+018F): L<<427.0,275.0>--<212.0,256.0>> -> L<<212.0,256.0>--<120.0,255.0>> * uni0205 (U+0205): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni0207 (U+0207): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni0DE6 (U+0DE6): L<<73.0,0.0>--<75.0,143.0>> -> L<<75.0,143.0>--<77.0,340.0>> * uni1E43 (U+1E43): L<<506.0,297.0>--<504.0,187.0>> -> L<<504.0,187.0>--<501.0,91.0>> * uni1E43 (U+1E43): L<<787.0,297.0>--<785.0,187.0>> -> L<<785.0,187.0>--<782.0,91.0>> * uni1EB9 (U+1EB9): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni1EBB (U+1EBB): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni1EBD (U+1EBD): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni1EBF (U+1EBF): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni1EC1 (U+1EC1): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni1EC3 (U+1EC3): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni1EC5 (U+1EC5): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * uni1EC7 (U+1EC7): L<<132.0,262.0>--<292.0,278.0>> -> L<<292.0,278.0>--<341.0,278.0>> * w (U+0077): L<<280.0,460.0>--<379.0,458.0>> -> L<<379.0,458.0>--<487.0,460.0>> * wacute (U+1E83): L<<280.0,460.0>--<379.0,458.0>> -> L<<379.0,458.0>--<487.0,460.0>> * wcircumflex (U+0175): L<<280.0,460.0>--<379.0,458.0>> -> L<<379.0,458.0>--<487.0,460.0>> * wdieresis (U+1E85): L<<280.0,460.0>--<379.0,458.0>> -> L<<379.0,458.0>--<487.0,460.0>> * wgrave (U+1E81): L<<280.0,460.0>--<379.0,458.0>> -> L<<379.0,458.0>--<487.0,460.0>>
Do outlines contain any jaggy segments?
Check ID: <FontBakeryCheck:com.google.fonts/check/outline_jaggy_segments>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
The following glyphs have jaggy segments:
[code: found-jaggy-segments]* Eng (U+014A): L<<176.0,555.0>--<178.0,551.0>>/B<<178.0,551.0>-<177.0,554.0>-<177.0,554.0>> = 8.130102354155916 * fi (U+FB01): L<<296.0,453.0>--<299.0,438.0>>/L<<299.0,438.0>--<297.0,454.0>> = 4.184916125118319 * lvakuru (U+EC7F): B<<304.0,318.5>-<292.0,326.0>-<284.0,326.0>>/B<<284.0,326.0>-<312.0,331.0>-<330.0,318.0>> = 10.124671655397806 * sinAi (U+0D93): B<<605.5,210.0>-<636.0,243.0>-<682.0,262.0>>/B<<682.0,262.0>-<618.0,248.0>-<570.5,227.0>> = 10.103666086968094 * sinB.virama: L<<222.0,696.0>--<256.0,705.0>>/B<<256.0,705.0>-<236.0,702.0>-<229.0,699.0>> = 6.2957143604074775 * sinBR.virama: L<<222.0,696.0>--<256.0,705.0>>/B<<256.0,705.0>-<236.0,702.0>-<229.0,699.0>> = 6.2957143604074775 * sinBh.virama: B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinBhI: B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinBhIi: B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinBhR.virama: B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinBhRI: B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinBhRIi: B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinBhRa: B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinBha (U+0DB7): B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinBha.reph: B<<129.5,244.5>-<151.0,277.0>-<187.0,295.0>>/B<<187.0,295.0>-<132.0,283.0>-<91.5,264.0>> = 14.257035359650056 * sinC.virama: B<<128.5,233.5>-<159.0,268.0>-<197.0,287.0>>/B<<197.0,287.0>-<140.0,273.0>-<99.0,255.5>> = 12.765565781058578 * sinCI: B<<116.5,220.0>-<140.0,248.0>-<173.0,265.0>>/B<<173.0,265.0>-<124.0,251.0>-<88.0,235.5>> = 11.309932474020195 * sinCIi: B<<146.0,215.0>-<174.0,247.0>-<211.0,265.0>>/B<<211.0,265.0>-<158.0,251.0>-<118.0,234.5>> = 11.14553324481428 * sinCR.virama: B<<128.5,233.5>-<159.0,268.0>-<197.0,287.0>>/B<<197.0,287.0>-<140.0,273.0>-<99.0,255.5>> = 12.765565781058578 * sinCRI: B<<116.5,220.0>-<140.0,248.0>-<173.0,265.0>>/B<<173.0,265.0>-<124.0,251.0>-<88.0,235.5>> = 11.309932474020195 * sinCRIi: B<<146.0,215.0>-<174.0,247.0>-<211.0,265.0>>/B<<211.0,265.0>-<158.0,251.0>-<118.0,234.5>> = 11.14553324481428 * sinCRa: B<<128.5,233.5>-<159.0,268.0>-<197.0,287.0>>/B<<197.0,287.0>-<140.0,273.0>-<99.0,255.5>> = 12.765565781058578 * sinCU: B<<128.5,233.5>-<159.0,268.0>-<197.0,287.0>>/B<<197.0,287.0>-<140.0,273.0>-<99.0,255.5>> = 12.765565781058578 * sinCUu: B<<128.5,233.5>-<159.0,268.0>-<197.0,287.0>>/B<<197.0,287.0>-<140.0,273.0>-<99.0,255.5>> = 12.765565781058578 * sinCa (U+0DA0): B<<128.5,233.5>-<159.0,268.0>-<197.0,287.0>>/B<<197.0,287.0>-<140.0,273.0>-<99.0,255.5>> = 12.765565781058578 * sinCa.reph: B<<128.5,233.5>-<159.0,268.0>-<197.0,287.0>>/B<<197.0,287.0>-<140.0,273.0>-<99.0,255.5>> = 12.765565781058578 * sinDV.virama: B<<409.0,719.0>-<406.0,719.0>-<403.0,718.0>>/L<<403.0,718.0>--<409.0,719.0>> = 8.972626614896358 * sinDV.virama: L<<335.0,702.0>--<363.0,708.0>>/B<<363.0,708.0>-<347.0,706.0>-<341.0,704.0>> = 4.969740728110216 * sinDV.virama: L<<403.0,718.0>--<409.0,719.0>>/B<<409.0,719.0>-<406.0,719.0>-<403.0,718.0>> = 9.462322208025613 * sinDd.virama: B<<119.5,233.5>-<146.0,271.0>-<190.0,291.0>>/B<<190.0,291.0>-<136.0,276.0>-<102.5,257.5>> = 8.919843783662243 * sinDdI: B<<155.5,226.5>-<183.0,244.0>-<215.0,255.0>>/B<<215.0,255.0>-<153.0,240.0>-<107.0,219.5>> = 5.369865291827683 * sinDdIi: B<<198.0,232.0>-<238.0,249.0>-<277.0,260.0>>/B<<277.0,260.0>-<200.0,247.0>-<142.5,222.5>> = 6.168228939920462 * sinDdR.virama: B<<119.5,233.5>-<146.0,271.0>-<190.0,291.0>>/B<<190.0,291.0>-<136.0,276.0>-<102.5,257.5>> = 8.919843783662243 * sinDdRI: B<<155.5,226.5>-<183.0,244.0>-<215.0,255.0>>/B<<215.0,255.0>-<153.0,240.0>-<107.0,219.5>> = 5.369865291827683 * sinDdRIi: B<<198.0,232.0>-<238.0,249.0>-<277.0,260.0>>/B<<277.0,260.0>-<200.0,247.0>-<142.5,222.5>> = 6.168228939920462 * sinDdRa: B<<119.5,233.5>-<146.0,271.0>-<190.0,291.0>>/B<<190.0,291.0>-<136.0,276.0>-<102.5,257.5>> = 8.919843783662243 * sinDdU: B<<98.5,233.5>-<125.0,271.0>-<169.0,291.0>>/B<<169.0,291.0>-<115.0,276.0>-<81.5,257.5>> = 8.919843783662243 * sinDdUu: B<<119.5,233.5>-<146.0,271.0>-<190.0,291.0>>/B<<190.0,291.0>-<136.0,276.0>-<102.5,257.5>> = 8.919843783662243 * sinDda (U+0DA9): B<<119.5,233.5>-<146.0,271.0>-<190.0,291.0>>/B<<190.0,291.0>-<136.0,276.0>-<102.5,257.5>> = 8.919843783662243 * sinDda.reph: B<<119.5,233.5>-<146.0,271.0>-<190.0,291.0>>/B<<190.0,291.0>-<136.0,276.0>-<102.5,257.5>> = 8.919843783662243 * sinDdh.virama: B<<154.0,247.0>-<181.0,265.0>-<212.0,276.0>>/B<<212.0,276.0>-<148.0,263.0>-<100.0,241.5>> = 8.054663583380213 * sinDdhI: B<<154.0,247.0>-<181.0,265.0>-<212.0,276.0>>/B<<212.0,276.0>-<148.0,263.0>-<100.0,241.5>> = 8.054663583380213 * sinDdhIi: B<<154.0,247.0>-<181.0,265.0>-<212.0,276.0>>/B<<212.0,276.0>-<148.0,263.0>-<100.0,241.5>> = 8.054663583380213 * sinDdhU: B<<154.0,247.0>-<181.0,265.0>-<212.0,276.0>>/B<<212.0,276.0>-<148.0,263.0>-<100.0,241.5>> = 8.054663583380213 * sinDdhUu: B<<154.0,247.0>-<181.0,265.0>-<212.0,276.0>>/B<<212.0,276.0>-<148.0,263.0>-<100.0,241.5>> = 8.054663583380213 * sinDdha (U+0DAA): B<<154.0,247.0>-<181.0,265.0>-<212.0,276.0>>/B<<212.0,276.0>-<148.0,263.0>-<100.0,241.5>> = 8.054663583380213 * sinDdha.reph: B<<154.0,247.0>-<181.0,265.0>-<212.0,276.0>>/B<<212.0,276.0>-<148.0,263.0>-<100.0,241.5>> = 8.054663583380213 * sinDh.virama: B<<290.0,666.0>-<287.0,666.0>-<283.0,664.0>>/L<<283.0,664.0>--<290.0,666.0>> = 10.619655276155106 * sinDh.virama: L<<216.0,648.0>--<240.0,654.0>>/B<<240.0,654.0>-<226.0,652.0>-<221.0,650.0>> = 5.906141113770497 * sinDhR.virama: B<<290.0,666.0>-<287.0,666.0>-<283.0,664.0>>/L<<283.0,664.0>--<290.0,666.0>> = 10.619655276155106 * sinDhR.virama: L<<216.0,648.0>--<240.0,654.0>>/B<<240.0,654.0>-<226.0,652.0>-<221.0,650.0>> = 5.906141113770497 * sinE (U+0D91): B<<134.5,210.0>-<165.0,243.0>-<211.0,262.0>>/B<<211.0,262.0>-<147.0,248.0>-<99.5,227.0>> = 10.103666086968094 * sinEe (U+0D92): B<<114.5,210.0>-<145.0,243.0>-<191.0,262.0>>/B<<191.0,262.0>-<127.0,248.0>-<79.5,227.0>> = 10.103666086968094 * sinI (U+0D89): B<<509.5,26.0>-<445.0,-22.0>-<333.0,-51.0>>/B<<333.0,-51.0>-<346.0,-50.0>-<360.0,-48.5>> = 10.11799460385907 * sinIi (U+0D8A): B<<206.5,424.5>-<168.0,399.0>-<143.0,375.0>>/B<<143.0,375.0>-<170.0,400.0>-<216.0,424.0>> = 1.0334588338579653 * sinJh.virama: B<<269.0,286.0>-<251.0,272.0>-<239.0,261.0>>/B<<239.0,261.0>-<276.0,288.0>-<327.0,311.0>> = 6.391106228521098 * sinJh.virama: B<<767.0,666.0>-<764.0,666.0>-<760.0,664.0>>/L<<760.0,664.0>--<767.0,666.0>> = 10.619655276155106 * sinJh.virama: L<<693.0,648.0>--<717.0,654.0>>/B<<717.0,654.0>-<703.0,652.0>-<698.0,650.0>> = 5.906141113770497 * sinJhI: B<<258.0,286.0>-<240.0,272.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 6.391106228521098 * sinJhIi: B<<258.0,286.0>-<240.0,272.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 6.391106228521098 * sinJhR.virama: B<<269.0,286.0>-<251.0,272.0>-<239.0,261.0>>/B<<239.0,261.0>-<276.0,288.0>-<327.0,311.0>> = 6.391106228521098 * sinJhR.virama: B<<767.0,666.0>-<764.0,666.0>-<760.0,664.0>>/L<<760.0,664.0>--<767.0,666.0>> = 10.619655276155106 * sinJhR.virama: L<<693.0,648.0>--<717.0,654.0>>/B<<717.0,654.0>-<703.0,652.0>-<698.0,650.0>> = 5.906141113770497 * sinJhRI: B<<258.0,286.0>-<240.0,272.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 6.391106228521098 * sinJhRIi: B<<258.0,286.0>-<240.0,272.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 6.391106228521098 * sinJhRa: B<<284.0,306.0>-<244.0,277.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 8.880659150520234 * sinJhU: B<<284.0,306.0>-<244.0,277.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 8.880659150520234 * sinJhUu: B<<284.0,306.0>-<244.0,277.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 8.880659150520234 * sinJha (U+0DA3): B<<284.0,306.0>-<244.0,277.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 8.880659150520234 * sinJha.reph: B<<284.0,306.0>-<244.0,277.0>-<228.0,261.0>>/B<<228.0,261.0>-<265.0,288.0>-<316.0,311.0>> = 8.880659150520234 * sinK.virama: B<<281.5,281.0>-<266.0,269.0>-<257.0,260.0>>/B<<257.0,260.0>-<281.0,278.0>-<312.0,294.5>> = 8.13010235415596 * sinKI: B<<281.5,281.0>-<266.0,269.0>-<257.0,260.0>>/B<<257.0,260.0>-<281.0,278.0>-<312.0,294.5>> = 8.13010235415596 * sinKIi: B<<281.5,281.0>-<266.0,269.0>-<257.0,260.0>>/B<<257.0,260.0>-<281.0,278.0>-<312.0,294.5>> = 8.13010235415596 * sinKRI: B<<281.5,281.0>-<266.0,269.0>-<257.0,260.0>>/B<<257.0,260.0>-<281.0,278.0>-<312.0,294.5>> = 8.13010235415596 * sinKRIi: B<<281.5,281.0>-<266.0,269.0>-<257.0,260.0>>/B<<257.0,260.0>-<281.0,278.0>-<312.0,294.5>> = 8.13010235415596 * sinKRa: B<<281.5,281.0>-<266.0,269.0>-<257.0,260.0>>/B<<257.0,260.0>-<281.0,278.0>-<312.0,294.5>> = 8.13010235415596 * sinKSs.virama: B<<281.0,286.0>-<263.0,272.0>-<252.0,261.0>>/B<<252.0,261.0>-<289.0,288.0>-<339.5,311.0>> = 8.880659150520193 * sinKSsI: B<<296.0,286.0>-<278.0,272.0>-<267.0,261.0>>/B<<267.0,261.0>-<304.0,288.0>-<354.5,311.0>> = 8.880659150520193 * sinKSsIi: B<<296.0,286.0>-<278.0,272.0>-<267.0,261.0>>/B<<267.0,261.0>-<304.0,288.0>-<354.5,311.0>> = 8.880659150520193 * sinKSsU: B<<296.0,286.0>-<278.0,272.0>-<267.0,261.0>>/B<<267.0,261.0>-<304.0,288.0>-<354.5,311.0>> = 8.880659150520193 * sinKSsUu: B<<296.0,286.0>-<278.0,272.0>-<267.0,261.0>>/B<<267.0,261.0>-<304.0,288.0>-<354.5,311.0>> = 8.880659150520193 * sinKSsa.reph: B<<296.0,286.0>-<278.0,272.0>-<267.0,261.0>>/B<<267.0,261.0>-<304.0,288.0>-<354.5,311.0>> = 8.880659150520193 * sinKSsa: B<<296.0,286.0>-<278.0,272.0>-<267.0,261.0>>/B<<267.0,261.0>-<304.0,288.0>-<354.5,311.0>> = 8.880659150520193 * sinKU: B<<261.5,288.5>-<246.0,276.0>-<237.0,268.0>>/B<<237.0,268.0>-<262.0,285.0>-<292.5,301.5>> = 7.417837204132778 * sinKUu: B<<263.0,291.0>-<248.0,279.0>-<239.0,271.0>>/B<<239.0,271.0>-<276.0,297.0>-<325.0,319.5>> = 6.537722549544061 * sinKV.virama: B<<267.0,286.0>-<249.0,272.0>-<238.0,261.0>>/B<<238.0,261.0>-<275.0,288.0>-<325.5,311.0>> = 8.880659150520193 * sinKV.virama: B<<739.0,719.0>-<736.0,719.0>-<733.0,718.0>>/L<<733.0,718.0>--<739.0,719.0>> = 8.972626614896358 * sinKV.virama: L<<665.0,702.0>--<693.0,708.0>>/B<<693.0,708.0>-<677.0,706.0>-<671.0,704.0>> = 4.969740728110216 * sinKV.virama: L<<733.0,718.0>--<739.0,719.0>>/B<<739.0,719.0>-<736.0,719.0>-<733.0,718.0>> = 9.462322208025613 * sinKVI: B<<296.0,265.0>-<278.0,251.0>-<267.0,240.0>>/B<<267.0,240.0>-<304.0,267.0>-<354.5,290.0>> = 8.880659150520193 * sinKVIi: B<<296.0,265.0>-<278.0,251.0>-<267.0,240.0>>/B<<267.0,240.0>-<304.0,267.0>-<354.5,290.0>> = 8.880659150520193 * sinKVU: B<<296.5,285.0>-<279.0,272.0>-<268.0,260.0>>/B<<268.0,260.0>-<305.0,287.0>-<355.0,309.5>> = 11.370212072519402 * sinKVUu: B<<297.0,291.5>-<280.0,278.0>-<269.0,267.0>>/B<<269.0,267.0>-<305.0,294.0>-<355.5,316.0>> = 8.13010235415596 * sinKVa.reph: B<<267.0,286.0>-<249.0,272.0>-<238.0,261.0>>/B<<238.0,261.0>-<275.0,288.0>-<325.5,311.0>> = 8.880659150520193 * sinKVa: B<<267.0,286.0>-<249.0,272.0>-<238.0,261.0>>/B<<238.0,261.0>-<275.0,288.0>-<325.5,311.0>> = 8.880659150520193 * sinKa (U+0D9A): B<<281.5,281.0>-<266.0,269.0>-<257.0,260.0>>/B<<257.0,260.0>-<281.0,278.0>-<312.0,294.5>> = 8.13010235415596 * sinKa.reph: B<<281.5,281.0>-<266.0,269.0>-<257.0,260.0>>/B<<257.0,260.0>-<281.0,278.0>-<312.0,294.5>> = 8.13010235415596 * sinKh.virama: B<<176.5,652.5>-<186.0,674.0>-<194.0,688.0>>/L<<194.0,688.0>--<189.0,681.0>> = 5.792796495032087 * sinKhR.virama: B<<176.5,652.5>-<186.0,674.0>-<194.0,688.0>>/L<<194.0,688.0>--<189.0,681.0>> = 5.792796495032087 * sinKundaliya (U+0DF4): B<<460.5,72.0>-<453.0,118.0>-<450.0,171.0>>/B<<450.0,171.0>-<445.0,145.0>-<437.5,110.0>> = 14.125227350760875 * sinKundaliya (U+0DF4): B<<562.0,109.0>-<558.0,152.0>-<555.0,217.0>>/B<<555.0,217.0>-<553.0,190.0>-<546.5,152.0>> = 6.878940093123571 * sinKundaliya (U+0DF4): B<<590.5,181.5>-<592.0,141.0>-<597.0,88.0>>/B<<597.0,88.0>-<603.0,141.0>-<616.0,191.0>> = 11.848128138692037 * sinKundaliya (U+0DF4): B<<817.0,151.0>-<819.0,122.0>-<820.0,109.0>>/B<<820.0,109.0>-<821.0,123.0>-<829.5,149.5>> = 8.484322134970332 * sinKundaliya (U+0DF4): B<<880.0,196.5>-<880.0,201.0>-<881.0,205.0>>/B<<881.0,205.0>-<869.0,171.0>-<857.5,134.5>> = 5.403791360249728 * sinM.virama: B<<292.0,709.0>-<289.0,709.0>-<286.0,708.0>>/L<<286.0,708.0>--<292.0,709.0>> = 8.972626614896358 * sinM.virama: L<<218.0,692.0>--<246.0,698.0>>/B<<246.0,698.0>-<230.0,696.0>-<224.0,694.0>> = 4.969740728110216 * sinM.virama: L<<286.0,708.0>--<292.0,709.0>>/B<<292.0,709.0>-<289.0,709.0>-<286.0,708.0>> = 9.462322208025613 * sinMR.virama: B<<292.0,709.0>-<289.0,709.0>-<286.0,708.0>>/L<<286.0,708.0>--<292.0,709.0>> = 8.972626614896358 * sinMR.virama: L<<218.0,692.0>--<246.0,698.0>>/B<<246.0,698.0>-<230.0,696.0>-<224.0,694.0>> = 4.969740728110216 * sinMR.virama: L<<286.0,708.0>--<292.0,709.0>>/B<<292.0,709.0>-<289.0,709.0>-<286.0,708.0>> = 9.462322208025613 * sinMb.virama: L<<218.0,690.0>--<235.0,694.0>>/B<<235.0,694.0>-<227.0,693.0>-<222.5,691.5>> = 6.115503566285384 * sinN.virama: B<<258.0,264.0>-<248.0,253.0>-<239.0,242.0>>/B<<239.0,242.0>-<278.0,272.0>-<319.0,294.0>> = 13.142001108672124 * sinND.virama: B<<288.5,281.5>-<280.0,273.0>-<271.0,264.0>>/B<<271.0,264.0>-<307.0,290.0>-<344.0,308.5>> = 9.162347045721626 * sinNDI: B<<288.5,281.5>-<280.0,273.0>-<271.0,264.0>>/B<<271.0,264.0>-<307.0,290.0>-<344.0,308.5>> = 9.162347045721626 * sinNDIi: B<<288.5,281.5>-<280.0,273.0>-<271.0,264.0>>/B<<271.0,264.0>-<307.0,290.0>-<344.0,308.5>> = 9.162347045721626 * sinNDRI: B<<284.0,274.5>-<274.0,263.0>-<264.0,251.0>>/B<<264.0,251.0>-<304.0,282.0>-<345.0,304.5>> = 12.418744601780118 * sinNDRIi: B<<284.0,274.5>-<274.0,263.0>-<264.0,251.0>>/B<<264.0,251.0>-<304.0,282.0>-<345.0,304.5>> = 12.418744601780118 * sinNDRa: B<<284.0,274.5>-<274.0,263.0>-<264.0,251.0>>/B<<264.0,251.0>-<304.0,282.0>-<345.0,304.5>> = 12.418744601780118 * sinNDU: B<<285.0,259.0>-<275.0,248.0>-<265.0,236.0>>/B<<265.0,236.0>-<304.0,266.0>-<345.0,288.0>> = 12.625836878907275 * sinNDUu: B<<285.0,274.5>-<275.0,263.0>-<264.0,251.0>>/B<<264.0,251.0>-<304.0,281.0>-<345.0,303.0>> = 10.61965527615514 * sinNDa.reph: B<<288.5,281.5>-<280.0,273.0>-<271.0,264.0>>/B<<271.0,264.0>-<307.0,290.0>-<344.0,308.5>> = 9.162347045721626 * sinNDa: B<<288.5,281.5>-<280.0,273.0>-<271.0,264.0>>/B<<271.0,264.0>-<307.0,290.0>-<344.0,308.5>> = 9.162347045721626 * sinNDh.virama: B<<276.0,265.5>-<266.0,254.0>-<255.0,242.0>>/B<<255.0,242.0>-<295.0,272.0>-<336.0,294.0>> = 10.61965527615514 * sinNDh.virama: B<<723.0,666.0>-<720.0,666.0>-<716.0,664.0>>/L<<716.0,664.0>--<723.0,666.0>> = 10.619655276155106 * sinNDh.virama: L<<649.0,648.0>--<673.0,654.0>>/B<<673.0,654.0>-<659.0,652.0>-<654.0,650.0>> = 5.906141113770497 * sinNDhI: B<<285.0,265.5>-<275.0,254.0>-<264.0,242.0>>/B<<264.0,242.0>-<304.0,272.0>-<345.0,294.0>> = 10.61965527615514 * sinNDhIi: B<<285.0,265.5>-<275.0,254.0>-<264.0,242.0>>/B<<264.0,242.0>-<304.0,272.0>-<345.0,294.0>> = 10.61965527615514 * sinNDhU: B<<260.0,265.5>-<250.0,254.0>-<239.0,242.0>>/B<<239.0,242.0>-<279.0,272.0>-<320.0,294.0>> = 10.61965527615514 * sinNDhUu: B<<255.0,265.5>-<245.0,254.0>-<234.0,242.0>>/B<<234.0,242.0>-<274.0,272.0>-<315.0,294.0>> = 10.61965527615514 * sinNDha.reph: B<<255.0,265.5>-<245.0,254.0>-<234.0,242.0>>/B<<234.0,242.0>-<274.0,272.0>-<315.0,294.0>> = 10.61965527615514 * sinNDha: B<<255.0,265.5>-<245.0,254.0>-<234.0,242.0>>/B<<234.0,242.0>-<274.0,272.0>-<315.0,294.0>> = 10.61965527615514 * sinNI: B<<258.0,264.0>-<248.0,253.0>-<239.0,242.0>>/B<<239.0,242.0>-<278.0,272.0>-<319.0,294.0>> = 13.142001108672124 * sinNIi: B<<258.0,264.0>-<248.0,253.0>-<239.0,242.0>>/B<<239.0,242.0>-<278.0,272.0>-<319.0,294.0>> = 13.142001108672124 * sinNTh.virama: B<<288.0,282.0>-<287.0,281.0>-<284.0,279.0>>/B<<284.0,279.0>-<312.0,295.0>-<338.5,305.5>> = 3.9451862290374176 * sinNThI: B<<311.0,282.0>-<310.0,281.0>-<307.0,279.0>>/B<<307.0,279.0>-<335.0,295.0>-<361.5,305.5>> = 3.9451862290374176 * sinNThIi: B<<311.0,282.0>-<310.0,281.0>-<307.0,279.0>>/B<<307.0,279.0>-<335.0,295.0>-<361.5,305.5>> = 3.9451862290374176 * sinNThU: B<<312.0,291.0>-<310.0,289.0>-<306.0,285.0>>/B<<306.0,285.0>-<334.0,303.0>-<361.5,314.0>> = 12.26477372789237 * sinNThU: B<<335.5,397.5>-<330.0,381.0>-<321.0,365.0>>/B<<321.0,365.0>-<350.0,396.0>-<383.0,424.0>> = 13.73309402421234 * sinNThUu: B<<311.0,291.0>-<310.0,290.0>-<307.0,288.0>>/B<<307.0,288.0>-<335.0,304.0>-<361.5,314.5>> = 3.9451862290374176 * sinNTha.reph: B<<311.0,282.0>-<310.0,281.0>-<307.0,279.0>>/B<<307.0,279.0>-<335.0,295.0>-<361.5,305.5>> = 3.9451862290374176 * sinNTha: B<<311.0,282.0>-<310.0,281.0>-<307.0,279.0>>/B<<307.0,279.0>-<335.0,295.0>-<361.5,305.5>> = 3.9451862290374176 * sinNU: B<<258.0,264.0>-<248.0,253.0>-<239.0,242.0>>/B<<239.0,242.0>-<278.0,272.0>-<319.0,294.0>> = 13.142001108672124 * sinNUu: B<<258.0,264.0>-<248.0,253.0>-<239.0,242.0>>/B<<239.0,242.0>-<278.0,272.0>-<319.0,294.0>> = 13.142001108672124 * sinNV.virama: B<<285.0,251.0>-<275.0,240.0>-<265.0,228.0>>/B<<265.0,228.0>-<305.0,258.0>-<345.5,280.0>> = 13.324531261890755 * sinNV.virama: B<<712.0,719.0>-<709.0,719.0>-<706.0,718.0>>/L<<706.0,718.0>--<712.0,719.0>> = 8.972626614896358 * sinNV.virama: L<<638.0,702.0>--<666.0,708.0>>/B<<666.0,708.0>-<650.0,706.0>-<644.0,704.0>> = 4.969740728110216 * sinNV.virama: L<<706.0,718.0>--<712.0,719.0>>/B<<712.0,719.0>-<709.0,719.0>-<706.0,718.0>> = 9.462322208025613 * sinNVI: B<<285.0,251.0>-<275.0,240.0>-<265.0,228.0>>/B<<265.0,228.0>-<305.0,258.0>-<345.5,280.0>> = 13.324531261890755 * sinNVIi: B<<285.5,249.5>-<276.0,239.0>-<266.0,227.0>>/B<<266.0,227.0>-<305.0,257.0>-<346.0,278.5>> = 12.625836878907275 * sinNVU: B<<274.0,267.5>-<264.0,256.0>-<254.0,244.0>>/B<<254.0,244.0>-<294.0,274.0>-<335.0,296.5>> = 13.324531261890755 * sinNVU: B<<506.0,142.0>-<506.0,146.0>-<506.0,149.0>>/B<<506.0,149.0>-<488.0,73.0>-<424.5,30.5>> = 13.324531261890783 * sinNVUu: B<<285.0,274.5>-<275.0,263.0>-<264.0,251.0>>/B<<264.0,251.0>-<304.0,281.0>-<345.0,303.0>> = 10.61965527615514 * sinNVa.reph: B<<285.0,251.0>-<275.0,240.0>-<265.0,228.0>>/B<<265.0,228.0>-<305.0,258.0>-<345.5,280.0>> = 13.324531261890755 * sinNVa: B<<285.0,251.0>-<275.0,240.0>-<265.0,228.0>>/B<<265.0,228.0>-<305.0,258.0>-<345.5,280.0>> = 13.324531261890755 * sinNa (U+0DB1): B<<258.0,264.0>-<248.0,253.0>-<239.0,242.0>>/B<<239.0,242.0>-<278.0,272.0>-<319.0,294.0>> = 13.142001108672124 * sinNa.reph: B<<258.0,264.0>-<248.0,253.0>-<239.0,242.0>>/B<<239.0,242.0>-<278.0,272.0>-<319.0,294.0>> = 13.142001108672124 * sinNndd.virama: B<<250.5,233.5>-<277.0,271.0>-<321.0,291.0>>/B<<321.0,291.0>-<267.0,276.0>-<233.5,257.5>> = 8.919843783662243 * sinNnddI: B<<280.5,226.5>-<308.0,244.0>-<340.0,255.0>>/B<<340.0,255.0>-<278.0,240.0>-<232.0,219.5>> = 5.369865291827683 * sinNnddIi: B<<322.0,232.0>-<362.0,249.0>-<401.0,260.0>>/B<<401.0,260.0>-<324.0,247.0>-<266.5,222.5>> = 6.168228939920462 * sinNnddU: B<<244.5,233.5>-<271.0,271.0>-<315.0,291.0>>/B<<315.0,291.0>-<261.0,276.0>-<227.5,257.5>> = 8.919843783662243 * sinNnddUu: B<<250.5,233.5>-<277.0,271.0>-<321.0,291.0>>/B<<321.0,291.0>-<267.0,276.0>-<233.5,257.5>> = 8.919843783662243 * sinNndda (U+0DAC): B<<240.5,233.5>-<267.0,271.0>-<311.0,291.0>>/B<<311.0,291.0>-<257.0,276.0>-<223.5,257.5>> = 8.919843783662243 * sinNndda.reph: B<<240.5,233.5>-<267.0,271.0>-<311.0,291.0>>/B<<311.0,291.0>-<257.0,276.0>-<223.5,257.5>> = 8.919843783662243 * sinNy.virama: B<<393.5,289.0>-<377.0,276.0>-<368.0,268.0>>/B<<368.0,268.0>-<393.0,286.0>-<424.5,303.0>> = 5.879652082133404 * sinNyI: B<<393.5,289.0>-<377.0,276.0>-<368.0,268.0>>/B<<368.0,268.0>-<393.0,286.0>-<424.5,303.0>> = 5.879652082133404 * sinNyIi: B<<393.5,289.0>-<377.0,276.0>-<368.0,268.0>>/B<<368.0,268.0>-<393.0,286.0>-<424.5,303.0>> = 5.879652082133404 * sinNyR.virama: B<<400.0,294.5>-<381.0,280.0>-<370.0,269.0>>/B<<370.0,269.0>-<407.0,296.0>-<458.5,319.5>> = 8.880659150520193 * sinNyRI: B<<398.0,293.5>-<378.0,278.0>-<368.0,268.0>>/B<<368.0,268.0>-<392.0,286.0>-<424.0,303.0>> = 8.13010235415596 * sinNyRIi: B<<434.0,293.5>-<414.0,278.0>-<404.0,268.0>>/B<<404.0,268.0>-<428.0,286.0>-<460.0,303.0>> = 8.13010235415596 * sinNyRa: B<<398.0,293.5>-<378.0,278.0>-<368.0,268.0>>/B<<368.0,268.0>-<392.0,286.0>-<424.0,303.0>> = 8.13010235415596 * sinNyU: B<<393.5,289.0>-<377.0,276.0>-<368.0,268.0>>/B<<368.0,268.0>-<393.0,286.0>-<424.5,303.0>> = 5.879652082133404 * sinNyUu: B<<399.0,292.5>-<385.0,281.0>-<375.0,273.0>>/B<<375.0,273.0>-<412.0,299.0>-<461.0,321.0>> = 3.563991467063822 * sinNya (U+0DA4): B<<393.5,289.0>-<377.0,276.0>-<368.0,268.0>>/B<<368.0,268.0>-<393.0,286.0>-<424.5,303.0>> = 5.879652082133404 * sinNya.reph: B<<393.5,289.0>-<377.0,276.0>-<368.0,268.0>>/B<<368.0,268.0>-<393.0,286.0>-<424.5,303.0>> = 5.879652082133404 * sinR.virama: B<<206.5,424.5>-<168.0,399.0>-<143.0,375.0>>/B<<143.0,375.0>-<170.0,400.0>-<216.0,424.0>> = 1.0334588338579653 * sinRAae: B<<206.5,424.5>-<168.0,399.0>-<143.0,375.0>>/B<<143.0,375.0>-<170.0,400.0>-<216.0,424.0>> = 1.0334588338579653 * sinRAe: B<<199.5,434.0>-<152.0,404.0>-<123.0,375.0>>/B<<123.0,375.0>-<150.0,400.0>-<196.0,424.0>> = 2.2025981617654704 * sinRI: B<<230.5,424.5>-<192.0,399.0>-<167.0,375.0>>/B<<167.0,375.0>-<194.0,400.0>-<240.0,424.0>> = 1.0334588338579653 * sinRIi: B<<206.5,424.5>-<168.0,399.0>-<143.0,375.0>>/B<<143.0,375.0>-<170.0,400.0>-<216.0,424.0>> = 1.0334588338579653 * sinRU: B<<206.5,424.5>-<168.0,399.0>-<143.0,375.0>>/B<<143.0,375.0>-<170.0,400.0>-<216.0,424.0>> = 1.0334588338579653 * sinRUu: B<<216.5,424.5>-<178.0,399.0>-<153.0,375.0>>/B<<153.0,375.0>-<180.0,400.0>-<226.0,424.0>> = 1.0334588338579653 * sinRa (U+0DBB): B<<206.5,424.5>-<168.0,399.0>-<143.0,375.0>>/B<<143.0,375.0>-<170.0,400.0>-<216.0,424.0>> = 1.0334588338579653 * sinS.virama: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSI: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSIi: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSR.virama: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSRI: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSRIi: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSRa: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSU: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSUu: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSa (U+0DC3): B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinSa.reph: B<<121.5,246.5>-<157.0,284.0>-<207.0,305.0>>/B<<207.0,305.0>-<144.0,294.0>-<98.0,273.5>> = 12.878222517507803 * sinT.virama: B<<258.0,297.0>-<227.0,273.0>-<211.0,256.0>>/B<<211.0,256.0>-<219.0,263.0>-<223.0,265.5>> = 5.549779423218771 * sinT.virama: B<<264.5,372.5>-<255.0,350.0>-<243.0,331.0>>/B<<243.0,331.0>-<245.0,333.0>-<248.0,336.0>> = 12.724355685422363 * sinT.virama: B<<62.0,62.0>-<60.0,59.0>-<59.0,55.0>>/B<<59.0,55.0>-<59.0,56.0>-<51.0,60.5>> = 14.036243467926484 * sinTI: B<<258.0,297.0>-<227.0,273.0>-<211.0,256.0>>/B<<211.0,256.0>-<219.0,263.0>-<223.0,265.5>> = 5.549779423218771 * sinTI: B<<264.5,372.5>-<255.0,350.0>-<243.0,331.0>>/B<<243.0,331.0>-<245.0,333.0>-<248.0,336.0>> = 12.724355685422363 * sinTI: B<<62.0,62.0>-<60.0,59.0>-<59.0,55.0>>/B<<59.0,55.0>-<59.0,56.0>-<51.0,60.5>> = 14.036243467926484 * sinTIi: B<<258.0,297.0>-<227.0,273.0>-<211.0,256.0>>/B<<211.0,256.0>-<219.0,263.0>-<223.0,265.5>> = 5.549779423218771 * sinTIi: B<<264.5,372.5>-<255.0,350.0>-<243.0,331.0>>/B<<243.0,331.0>-<245.0,333.0>-<248.0,336.0>> = 12.724355685422363 * sinTIi: B<<62.0,62.0>-<60.0,59.0>-<59.0,55.0>>/B<<59.0,55.0>-<59.0,56.0>-<51.0,60.5>> = 14.036243467926484 * sinTR.virama: B<<258.0,297.0>-<227.0,273.0>-<211.0,256.0>>/B<<211.0,256.0>-<219.0,263.0>-<223.0,265.5>> = 5.549779423218771 * sinTR.virama: B<<264.5,372.5>-<255.0,350.0>-<243.0,331.0>>/B<<243.0,331.0>-<245.0,333.0>-<248.0,336.0>> = 12.724355685422363 * sinTR.virama: B<<62.0,62.0>-<60.0,59.0>-<59.0,55.0>>/B<<59.0,55.0>-<59.0,56.0>-<51.0,60.5>> = 14.036243467926484 * sinTRI: B<<270.0,297.0>-<239.0,273.0>-<223.0,256.0>>/B<<223.0,256.0>-<231.0,263.0>-<235.0,265.5>> = 5.549779423218771 * sinTRI: B<<276.5,372.5>-<267.0,350.0>-<255.0,331.0>>/B<<255.0,331.0>-<257.0,333.0>-<260.0,336.0>> = 12.724355685422363 * sinTRI: B<<74.0,62.0>-<72.0,59.0>-<71.0,55.0>>/B<<71.0,55.0>-<71.0,56.0>-<63.0,60.5>> = 14.036243467926484 * sinTRIi: B<<258.0,297.0>-<227.0,273.0>-<211.0,256.0>>/B<<211.0,256.0>-<219.0,263.0>-<223.0,265.5>> = 5.549779423218771 * sinTRIi: B<<264.5,372.5>-<255.0,350.0>-<243.0,331.0>>/B<<243.0,331.0>-<245.0,333.0>-<248.0,336.0>> = 12.724355685422363 * sinTRIi: B<<62.0,62.0>-<60.0,59.0>-<59.0,55.0>>/B<<59.0,55.0>-<59.0,56.0>-<51.0,60.5>> = 14.036243467926484 * sinTRa: B<<258.0,297.0>-<227.0,273.0>-<211.0,256.0>>/B<<211.0,256.0>-<219.0,263.0>-<223.0,265.5>> = 5.549779423218771 * sinTRa: B<<264.5,372.5>-<255.0,350.0>-<243.0,331.0>>/B<<243.0,331.0>-<245.0,333.0>-<248.0,336.0>> = 12.724355685422363 * sinTRa: B<<62.0,62.0>-<60.0,59.0>-<59.0,55.0>>/B<<59.0,55.0>-<59.0,56.0>-<51.0,60.5>> = 14.036243467926484 * sinTTh.virama: B<<258.5,278.0>-<244.0,265.0>-<236.0,257.0>>/B<<236.0,257.0>-<252.0,269.0>-<266.5,277.5>> = 8.13010235415596 * sinTTh.virama: B<<290.0,374.0>-<281.0,352.0>-<269.0,333.0>>/B<<269.0,333.0>-<271.0,335.0>-<273.0,337.0>> = 12.724355685422363 * sinTTh.virama: B<<85.0,59.0>-<83.0,55.0>-<82.0,51.0>>/B<<82.0,51.0>-<82.0,52.0>-<74.0,56.5>> = 14.036243467926484 * sinTThI: B<<258.5,278.0>-<244.0,265.0>-<236.0,257.0>>/B<<236.0,257.0>-<252.0,269.0>-<266.5,277.5>> = 8.13010235415596 * sinTThI: B<<290.0,374.0>-<281.0,352.0>-<269.0,333.0>>/B<<269.0,333.0>-<271.0,335.0>-<273.0,337.0>> = 12.724355685422363 * sinTThI: B<<85.0,59.0>-<83.0,55.0>-<82.0,51.0>>/B<<82.0,51.0>-<82.0,52.0>-<74.0,56.5>> = 14.036243467926484 * sinTThIi: B<<258.5,278.0>-<244.0,265.0>-<236.0,257.0>>/B<<236.0,257.0>-<252.0,269.0>-<266.5,277.5>> = 8.13010235415596 * sinTThIi: B<<290.0,374.0>-<281.0,352.0>-<269.0,333.0>>/B<<269.0,333.0>-<271.0,335.0>-<273.0,337.0>> = 12.724355685422363 * sinTThIi: B<<85.0,59.0>-<83.0,55.0>-<82.0,51.0>>/B<<82.0,51.0>-<82.0,52.0>-<74.0,56.5>> = 14.036243467926484 * sinTThU: B<<258.5,285.5>-<244.0,272.0>-<236.0,264.0>>/B<<236.0,264.0>-<252.0,277.0>-<266.5,286.0>> = 5.906141113770497 * sinTThU: B<<289.0,380.5>-<279.0,358.0>-<267.0,338.0>>/B<<267.0,338.0>-<270.0,341.0>-<273.0,344.0>> = 14.036243467926457 * sinTThU: B<<85.0,67.0>-<83.0,63.0>-<82.0,59.0>>/B<<82.0,59.0>-<82.0,60.0>-<74.0,64.5>> = 14.036243467926484 * sinTThUu: B<<258.5,286.5>-<244.0,273.0>-<236.0,265.0>>/B<<236.0,265.0>-<252.0,278.0>-<266.5,286.5>> = 5.906141113770497 * sinTThUu: B<<290.0,383.0>-<281.0,361.0>-<269.0,342.0>>/B<<269.0,342.0>-<271.0,344.0>-<273.0,346.0>> = 12.724355685422363 * sinTThUu: B<<85.0,68.0>-<83.0,64.0>-<82.0,60.0>>/B<<82.0,60.0>-<82.0,61.0>-<74.0,65.5>> = 14.036243467926484 * sinTTha.reph: B<<258.5,278.0>-<244.0,265.0>-<236.0,257.0>>/B<<236.0,257.0>-<252.0,269.0>-<266.5,277.5>> = 8.13010235415596 * sinTTha.reph: B<<290.0,374.0>-<281.0,352.0>-<269.0,333.0>>/B<<269.0,333.0>-<271.0,335.0>-<273.0,337.0>> = 12.724355685422363 * sinTTha.reph: B<<85.0,59.0>-<83.0,55.0>-<82.0,51.0>>/B<<82.0,51.0>-<82.0,52.0>-<74.0,56.5>> = 14.036243467926484 * sinTTha: B<<258.5,278.0>-<244.0,265.0>-<236.0,257.0>>/B<<236.0,257.0>-<252.0,269.0>-<266.5,277.5>> = 8.13010235415596 * sinTTha: B<<290.0,374.0>-<281.0,352.0>-<269.0,333.0>>/B<<269.0,333.0>-<271.0,335.0>-<273.0,337.0>> = 12.724355685422363 * sinTTha: B<<85.0,59.0>-<83.0,55.0>-<82.0,51.0>>/B<<82.0,51.0>-<82.0,52.0>-<74.0,56.5>> = 14.036243467926484 * sinTU: B<<230.5,282.0>-<219.0,272.0>-<211.0,263.0>>/B<<211.0,263.0>-<219.0,270.0>-<223.0,273.0>> = 7.180535497720208 * sinTU: B<<264.5,381.0>-<255.0,359.0>-<243.0,339.0>>/B<<243.0,339.0>-<245.0,342.0>-<248.0,344.0>> = 2.726310993906212 * sinTU: B<<62.0,70.0>-<60.0,66.0>-<59.0,62.0>>/B<<59.0,62.0>-<59.0,63.0>-<51.0,67.5>> = 14.036243467926484 * sinTUu: B<<258.0,306.0>-<226.0,281.0>-<211.0,264.0>>/B<<211.0,264.0>-<219.0,271.0>-<223.0,274.0>> = 7.390409209287742 * sinTUu: B<<264.5,381.5>-<255.0,359.0>-<243.0,340.0>>/B<<243.0,340.0>-<245.0,342.0>-<248.0,345.0>> = 12.724355685422363 * sinTUu: B<<62.0,72.0>-<60.0,68.0>-<59.0,64.0>>/B<<59.0,64.0>-<59.0,65.0>-<51.0,69.5>> = 14.036243467926484 * sinTV.virama: B<<120.0,53.0>-<118.0,49.0>-<117.0,45.0>>/B<<117.0,45.0>-<117.0,46.0>-<109.0,51.0>> = 14.036243467926484 * sinTV.virama: B<<293.5,271.5>-<279.0,258.0>-<271.0,250.0>>/B<<271.0,250.0>-<287.0,264.0>-<301.5,272.5>> = 3.8140748342903783 * sinTV.virama: B<<324.0,368.0>-<314.0,345.0>-<302.0,325.0>>/B<<302.0,325.0>-<305.0,328.0>-<308.0,331.0>> = 14.036243467926457 * sinTV.virama: B<<760.0,719.0>-<757.0,719.0>-<754.0,718.0>>/L<<754.0,718.0>--<760.0,719.0>> = 8.972626614896358 * sinTV.virama: L<<686.0,702.0>--<714.0,708.0>>/B<<714.0,708.0>-<698.0,706.0>-<692.0,704.0>> = 4.969740728110216 * sinTV.virama: L<<754.0,718.0>--<760.0,719.0>>/B<<760.0,719.0>-<757.0,719.0>-<754.0,718.0>> = 9.462322208025613 * sinTVI: B<<246.5,278.0>-<232.0,265.0>-<224.0,257.0>>/B<<224.0,257.0>-<240.0,269.0>-<254.5,277.5>> = 8.13010235415596 * sinTVI: B<<277.5,374.0>-<268.0,352.0>-<256.0,332.0>>/B<<256.0,332.0>-<258.0,335.0>-<261.0,337.0>> = 2.726310993906212 * sinTVI: B<<73.0,59.0>-<71.0,55.0>-<70.0,51.0>>/B<<70.0,51.0>-<70.0,52.0>-<62.0,56.5>> = 14.036243467926484 * sinTVIi: B<<253.5,278.0>-<239.0,265.0>-<231.0,257.0>>/B<<231.0,257.0>-<247.0,269.0>-<261.5,278.0>> = 8.13010235415596 * sinTVIi: B<<284.5,374.0>-<275.0,352.0>-<263.0,332.0>>/B<<263.0,332.0>-<265.0,335.0>-<268.0,337.0>> = 2.726310993906212 * sinTVIi: B<<80.0,59.0>-<78.0,55.0>-<77.0,51.0>>/B<<77.0,51.0>-<77.0,52.0>-<69.0,56.5>> = 14.036243467926484 * sinTVU: B<<253.5,285.5>-<239.0,272.0>-<231.0,264.0>>/B<<231.0,264.0>-<247.0,278.0>-<261.5,286.5>> = 3.8140748342903783 * sinTVU: B<<80.0,67.0>-<78.0,64.0>-<77.0,60.0>>/B<<77.0,60.0>-<77.0,61.0>-<69.0,65.5>> = 14.036243467926484 * sinTVUu: B<<253.5,286.5>-<239.0,273.0>-<231.0,265.0>>/B<<231.0,265.0>-<247.0,278.0>-<261.5,286.5>> = 5.906141113770497 * sinTVUu: B<<80.0,68.0>-<78.0,64.0>-<77.0,60.0>>/B<<77.0,60.0>-<77.0,61.0>-<69.0,65.5>> = 14.036243467926484 * sinTVa.reph: B<<246.5,278.0>-<232.0,265.0>-<224.0,257.0>>/B<<224.0,257.0>-<240.0,269.0>-<254.5,277.5>> = 8.13010235415596 * sinTVa.reph: B<<73.0,59.0>-<71.0,55.0>-<70.0,51.0>>/B<<70.0,51.0>-<70.0,52.0>-<62.0,56.5>> = 14.036243467926484 * sinTVa: B<<246.5,278.0>-<232.0,265.0>-<224.0,257.0>>/B<<224.0,257.0>-<240.0,269.0>-<254.5,277.5>> = 8.13010235415596 * sinTVa: B<<73.0,59.0>-<71.0,55.0>-<70.0,51.0>>/B<<70.0,51.0>-<70.0,52.0>-<62.0,56.5>> = 14.036243467926484 * sinTa (U+0DAD): B<<258.0,297.0>-<227.0,273.0>-<211.0,256.0>>/B<<211.0,256.0>-<219.0,263.0>-<223.0,265.5>> = 5.549779423218771 * sinTa (U+0DAD): B<<264.5,372.5>-<255.0,350.0>-<243.0,331.0>>/B<<243.0,331.0>-<245.0,333.0>-<248.0,336.0>> = 12.724355685422363 * sinTa (U+0DAD): B<<62.0,62.0>-<60.0,59.0>-<59.0,55.0>>/B<<59.0,55.0>-<59.0,56.0>-<51.0,60.5>> = 14.036243467926484 * sinTa.reph: B<<258.0,297.0>-<227.0,273.0>-<211.0,256.0>>/B<<211.0,256.0>-<219.0,263.0>-<223.0,265.5>> = 5.549779423218771 * sinTa.reph: B<<264.5,372.5>-<255.0,350.0>-<243.0,331.0>>/B<<243.0,331.0>-<245.0,333.0>-<248.0,336.0>> = 12.724355685422363 * sinTa.reph: B<<62.0,62.0>-<60.0,59.0>-<59.0,55.0>>/B<<59.0,55.0>-<59.0,56.0>-<51.0,60.5>> = 14.036243467926484 * sinV.virama: B<<275.0,719.0>-<272.0,719.0>-<269.0,718.0>>/L<<269.0,718.0>--<275.0,719.0>> = 8.972626614896358 * sinV.virama: L<<201.0,702.0>--<229.0,708.0>>/B<<229.0,708.0>-<213.0,706.0>-<207.0,704.0>> = 4.969740728110216 * sinV.virama: L<<269.0,718.0>--<275.0,719.0>>/B<<275.0,719.0>-<272.0,719.0>-<269.0,718.0>> = 9.462322208025613 * sinVR.virama: B<<275.0,719.0>-<272.0,719.0>-<269.0,718.0>>/L<<269.0,718.0>--<275.0,719.0>> = 8.972626614896358 * sinVR.virama: L<<201.0,702.0>--<229.0,708.0>>/B<<229.0,708.0>-<213.0,706.0>-<207.0,704.0>> = 4.969740728110216 * sinVR.virama: L<<269.0,718.0>--<275.0,719.0>>/B<<275.0,719.0>-<272.0,719.0>-<269.0,718.0>> = 9.462322208025613 * trademark (U+2122): B<<315.0,531.5>-<312.0,543.0>-<311.0,548.0>>/L<<311.0,548.0>--<309.0,487.0>> = 13.18780992130553 * u111E5 (U+111E5): B<<533.0,316.0>-<580.0,261.0>-<604.0,171.0>>/B<<604.0,171.0>-<603.0,202.0>-<618.5,225.0>> = 13.083806912142956 * u111E9 (U+111E9): B<<973.0,306.5>-<1015.0,217.0>-<1033.0,112.0>>/L<<1033.0,112.0>--<1033.0,424.0>> = 9.727578551401587 * u111EF (U+111EF): B<<745.0,271.0>-<755.0,230.0>-<760.0,190.0>>/L<<760.0,190.0>--<760.0,421.0>> = 7.125016348901757 * u111F3 (U+111F3): B<<1038.0,269.0>-<1048.0,228.0>-<1054.0,187.0>>/L<<1054.0,187.0>--<1054.0,421.0>> = 8.325650330426804 * uni0DE8 (U+0DE8): B<<580.5,122.0>-<577.0,104.0>-<576.0,98.0>>/L<<576.0,98.0>--<576.0,99.0>> = 9.462322208025613 * uni0DE8 (U+0DE8): L<<576.0,98.0>--<576.0,99.0>>/B<<576.0,99.0>-<569.0,67.0>-<559.5,38.5>> = 12.33908727832618 * uni0DE9 (U+0DE9): B<<580.5,122.0>-<577.0,104.0>-<576.0,98.0>>/L<<576.0,98.0>--<576.0,99.0>> = 9.462322208025613 * uni0DE9 (U+0DE9): L<<576.0,98.0>--<576.0,99.0>>/B<<576.0,99.0>-<569.0,67.0>-<559.5,38.5>> = 12.33908727832618 * uni0DEF (U+0DEF): B<<580.5,122.0>-<577.0,104.0>-<576.0,98.0>>/L<<576.0,98.0>--<576.0,99.0>> = 9.462322208025613 * uni0DEF (U+0DEF): L<<576.0,98.0>--<576.0,99.0>>/B<<576.0,99.0>-<569.0,67.0>-<559.5,38.5>> = 12.33908727832618
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⚠️ WARN
The following glyphs have semi-vertical/semi-horizontal lines:
[code: found-semi-vertical]* D (U+0044): L<<263.0,1.0>--<25.0,0.0>> * Dcaron (U+010E): L<<263.0,1.0>--<25.0,0.0>> * Dcroat (U+0110): L<<263.0,1.0>--<25.0,0.0>> * Eng (U+014A): L<<269.0,0.0>--<30.0,-1.0>> * Eth (U+00D0): L<<263.0,1.0>--<25.0,0.0>> * ae (U+00E6): L<<719.0,225.0>--<414.0,223.0>> * aeacute (U+01FD): L<<719.0,225.0>--<414.0,223.0>> * bracketleft (U+005B): L<<62.0,633.0>--<222.0,632.0>> * bracketright (U+005D): L<<138.0,632.0>--<298.0,633.0>> * e (U+0065): L<<436.0,225.0>--<131.0,223.0>> * eacute (U+00E9): L<<436.0,225.0>--<131.0,223.0>> * ebreve (U+0115): L<<436.0,225.0>--<131.0,223.0>> * ecaron (U+011B): L<<436.0,225.0>--<131.0,223.0>> * ecircumflex (U+00EA): L<<436.0,225.0>--<131.0,223.0>> * edieresis (U+00EB): L<<436.0,225.0>--<131.0,223.0>> * edotaccent (U+0117): L<<436.0,225.0>--<131.0,223.0>> * egrave (U+00E8): L<<436.0,225.0>--<131.0,223.0>> * emacron (U+0113): L<<436.0,225.0>--<131.0,223.0>> * eogonek (U+0119): L<<436.0,225.0>--<131.0,223.0>> * kgreenlandic (U+0138): L<<347.0,0.0>--<122.0,-1.0>> * oe (U+0153): L<<786.0,225.0>--<481.0,223.0>> * sinBUu: L<<653.0,206.0>--<655.0,-156.0>> * sinBhR.virama: L<<581.0,471.0>--<583.0,713.0>> * sinDDhUu: L<<763.0,110.0>--<765.0,-238.0>> * sinDU: L<<454.0,-240.0>--<196.0,-242.0>> * sinDVU: L<<699.0,179.0>--<697.0,-215.0>> * sinDVUu: L<<676.0,132.0>--<673.0,-255.0>> * sinDdUu: L<<673.0,196.0>--<675.0,-168.0>> * sinDdhUu: L<<653.0,144.0>--<655.0,-238.0>> * sinDhUu: L<<633.0,217.0>--<635.0,-198.0>> * sinFR.virama: L<<519.0,458.0>--<521.0,719.0>> * sinFUu.alt: L<<631.0,154.0>--<633.0,-190.0>> * sinFUu: L<<677.0,201.0>--<680.0,-167.0>> * sinGhR.virama: L<<567.0,486.0>--<569.0,719.0>> * sinGhUu: L<<673.0,110.0>--<675.0,-248.0>> * sinJhUu: L<<1093.0,263.0>--<1095.0,-158.0>> * sinKSsUu: L<<1100.0,144.0>--<1102.0,-218.0>> * sinKVU: L<<1051.0,179.0>--<1049.0,-215.0>> * sinKVUu: L<<1034.0,132.0>--<1031.0,-255.0>> * sinKhUu: L<<640.0,225.0>--<642.0,-183.0>> * sinMU: L<<633.0,223.0>--<631.0,-212.0>> * sinMatraAa.virama: L<<131.0,435.0>--<132.0,719.0>> * sinMatraUu.alt3: L<<19.0,218.0>--<22.0,-208.0>> * sinMatraUu.alt: L<<23.0,195.0>--<25.0,-209.0>> * sinMbUu: L<<663.0,118.0>--<665.0,-238.0>> * sinNDU: L<<908.0,-240.0>--<650.0,-242.0>> * sinNDhUu: L<<1032.0,106.0>--<1034.0,-228.0>> * sinNUu: L<<783.0,131.0>--<786.0,-248.0>> * sinNVU: L<<1027.0,179.0>--<1025.0,-215.0>> * sinNVUu: L<<1006.0,132.0>--<1003.0,-255.0>> * sinNdU: L<<547.0,-240.0>--<289.0,-242.0>> * sinNnUu: L<<924.0,256.0>--<927.0,-188.0>> * sinNnddUu: L<<804.0,196.0>--<806.0,-168.0>> * sinNyU: L<<1035.0,-240.0>--<777.0,-242.0>> * sinPUu: L<<597.0,153.0>--<599.0,-228.0>> * sinPf.virama: L<<467.0,612.0>--<468.0,739.0>> * sinPfR.virama: L<<468.0,612.0>--<469.0,739.0>> * sinPfUu: L<<631.0,154.0>--<633.0,-190.0>> * sinR.virama: L<<54.0,300.0>--<57.0,764.0>> * sinSUu: L<<684.0,115.0>--<686.0,-238.0>> * sinSsUu: L<<594.0,144.0>--<596.0,-218.0>> * sinTThUu: L<<1016.0,172.0>--<1013.0,-211.0>> * sinTVU: L<<1006.0,179.0>--<1004.0,-215.0>> * sinTVUu: L<<1014.0,132.0>--<1011.0,-255.0>> * sinTtTthUu: L<<754.0,157.0>--<751.0,-213.0>> * sinVU: L<<565.0,179.0>--<563.0,-215.0>> * sterling (U+00A3): L<<430.0,1.0>--<52.0,0.0>> * uni018F (U+018F): L<<33.0,322.0>--<426.0,324.0>> * uni01C4 (U+01C4): L<<263.0,1.0>--<25.0,0.0>> * uni01C5 (U+01C5): L<<263.0,1.0>--<25.0,0.0>> * uni0205 (U+0205): L<<436.0,225.0>--<131.0,223.0>> * uni0207 (U+0207): L<<436.0,225.0>--<131.0,223.0>> * uni0259 (U+0259): L<<55.0,223.0>--<360.0,224.0>> * uni1E0C (U+1E0C): L<<263.0,1.0>--<25.0,0.0>> * uni1EB9 (U+1EB9): L<<436.0,225.0>--<131.0,223.0>> * uni1EBB (U+1EBB): L<<436.0,225.0>--<131.0,223.0>> * uni1EBD (U+1EBD): L<<436.0,225.0>--<131.0,223.0>> * uni1EBF (U+1EBF): L<<436.0,225.0>--<131.0,223.0>> * uni1EC1 (U+1EC1): L<<436.0,225.0>--<131.0,223.0>> * uni1EC3 (U+1EC3): L<<436.0,225.0>--<131.0,223.0>> * uni1EC5 (U+1EC5): L<<436.0,225.0>--<131.0,223.0>> * uni1EC7 (U+1EC7): L<<436.0,225.0>--<131.0,223.0>>
Shaping Checks
⚠️⏩⏩⏩Ensure soft_dotted characters lose their dot when combined with marks that replace the dot.
Check ID: <FontBakeryCheck:com.google.fonts/check/soft_dotted>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
The dot of soft dotted characters used in orthographies must disappear in the following strings: į̀ į́ į̂ į̃ į̄ į̌ ị̀ ị́ ị̂ ị̃ ị̄
The dot of soft dotted characters should disappear in other cases, for example: į̆ į̇ į̈ į̉ į̊ į̋ į̏ į̑ į̒ į̛̀ į̛́ į̛̂ į̛̃ į̛̄ į̛̆ į̛̇ į̛̈ į̛̉ į̛̊ į̛̋
Your font fully covers the following languages that require the soft-dotted feature: Dutch (Latn, 31,709,104 speakers), Lithuanian (Latn, 2,357,094 speakers), Ebira (Latn, 2,200,000 speakers), Ekpeye (Latn, 226,000 speakers), Igbo (Latn, 27,823,640 speakers).
Your font does not cover the following languages that require the soft-dotted feature: Gulay (Latn, 250,478 speakers), Belarusian (Cyrl, 10,064,517 speakers), Bafut (Latn, 158,146 speakers), South Central Banda (Latn, 244,000 speakers), Sar (Latn, 500,000 speakers), Makaa (Latn, 221,000 speakers), Ejagham (Latn, 120,000 speakers), Mundani (Latn, 34,000 speakers), Koonzime (Latn, 40,000 speakers), Ma’di (Latn, 584,000 speakers), Vute (Latn, 21,000 speakers), Southern Kisi (Latn, 360,000 speakers), Basaa (Latn, 332,940 speakers), Lugbara (Latn, 2,200,000 speakers), Yala (Latn, 200,000 speakers), Zapotec (Latn, 490,000 speakers), Aghem (Latn, 38,843 speakers), Kom (Latn, 360,685 speakers), Mango (Latn, 77,000 speakers), Ukrainian (Cyrl, 29,273,587 speakers), Mfumte (Latn, 79,000 speakers), Navajo (Latn, 166,319 speakers), Nzakara (Latn, 50,000 speakers), Ijo, Southeast (Latn, 2,471,000 speakers), Ngbaka (Latn, 1,020,000 speakers), Bete-Bendi (Latn, 100,000 speakers), Dan (Latn, 1,099,244 speakers), Fur (Latn, 1,230,163 speakers), Avokaya (Latn, 100,000 speakers), Dii (Latn, 71,000 speakers), Kpelle, Guinea (Latn, 622,000 speakers), Cicipu (Latn, 44,000 speakers), Nateni (Latn, 100,000 speakers).
[code: soft-dotted]
Article Checks
⚠️
EXPERIMENTAL CHECK - Since 2024/Mar/25
Validate location, size and resolution of article images.
Check ID: <FontBakeryCheck:com.google.fonts/check/article/images>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
Family metadata at fonts/ttf does not have an article.
[code: lacks-article]
Metadata Checks
⚠️⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩Check for codepoints not covered by METADATA subsets.
Check ID: <FontBakeryCheck:com.google.fonts/check/metadata/unreachable_subsetting>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
The following codepoints supported by the font are not covered by any subsets defined in the font's metadata file, and will never be served. You can solve this by either manually adding additional subset declarations to METADATA.pb, or by editing the glyphset definitions.
- U+02C7 CARON: try adding one of: tifinagh, yi, canadian-aboriginal
- U+02C9 MODIFIER LETTER MACRON: not included in any glyphset definition
- U+02D8 BREVE: try adding one of: yi, canadian-aboriginal
- U+02D9 DOT ABOVE: try adding one of: yi, canadian-aboriginal
- U+02DB OGONEK: try adding one of: yi, canadian-aboriginal
- U+02DD DOUBLE ACUTE ACCENT: not included in any glyphset definition
- U+0302 COMBINING CIRCUMFLEX ACCENT: try adding one of: coptic, math, cherokee, tifinagh
- U+0306 COMBINING BREVE: try adding one of: tifinagh, old-permic
- U+0307 COMBINING DOT ABOVE: try adding one of: math, canadian-aboriginal, syriac, tifinagh, tai-le, old-permic, malayalam, coptic
- U+030A COMBINING RING ABOVE: try adding syriac
- U+030B COMBINING DOUBLE ACUTE ACCENT: try adding one of: cherokee, osage
- U+030C COMBINING CARON: try adding one of: cherokee, tai-le
- U+030F COMBINING DOUBLE GRAVE ACCENT: not included in any glyphset definition
- U+0311 COMBINING INVERTED BREVE: try adding coptic
- U+0312 COMBINING TURNED COMMA ABOVE: not included in any glyphset definition
- U+031B COMBINING HORN: not included in any glyphset definition
- U+0324 COMBINING DIAERESIS BELOW: try adding one of: cherokee, syriac
- U+0326 COMBINING COMMA BELOW: not included in any glyphset definition
- U+0327 COMBINING CEDILLA: not included in any glyphset definition
- U+0328 COMBINING OGONEK: not included in any glyphset definition
- U+032E COMBINING BREVE BELOW: try adding syriac
- U+0331 COMBINING MACRON BELOW: try adding one of: tifinagh, syriac, caucasian-albanian, cherokee, gothic
- U+2219 BULLET OPERATOR: try adding one of: yi, math, symbols, tai-tham
- U+EC7F : not included in any glyphset definition
- U+FB01 LATIN SMALL LIGATURE FI: not included in any glyphset definition
- U+FB02 LATIN SMALL LIGATURE FL: not included in any glyphset definition
Or you can add the above codepoints to one of the subsets supported by the font:
[code: unreachable-subsetting]latin,latin-ext,sinhala,vietnamese
Font File Checks
⚠️⚠️⚠️⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩⏩ℹ️ℹ️ℹ️ℹ️Is there kerning info for non-ligated sequences?
Check ID: <FontBakeryCheck:com.google.fonts/check/kerning_for_non_ligated_sequences>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
GPOS table lacks kerning info for the following non-ligated sequences:
[code: lacks-kern-info]- f + f - f + i - f + l - sinRU + comma - sinRUu + comma - sinRUu + period
Are there caret positions declared for every ligature?
Check ID: <FontBakeryCheck:com.google.fonts/check/ligature_carets>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
This font lacks caret position values for ligature glyphs on its GDEF table.
[code: lacks-caret-pos]
Ensure fonts have ScriptLangTags declared on the 'meta' table.
Check ID: <FontBakeryCheck:com.google.fonts/check/meta/script_lang_tags>
⚠️ Maname-Regular.ttf
-
⚠️ WARN
This font file does not have a 'meta' table.
[code: lacks-meta-table]