Releases: aliftype/qahiri
Releases · aliftype/qahiri
Version 3.00
- Add dots below final and isolated yeh
- Make Latin space wider
- Various small fixes
Version 2.00
Fix rendering issues with overlapping components.
Version 1.01
- Preparing for release on Google Fonts.
- Switch license to OFL.
- New alternates for ر.
- Fix bad ligature anchors.
- Fix some dot clashes.
- Support Persian and Urdu.
- Support many punctuation characters.
- Support Latin, add a modern Latin design that matches the Arabic and harmonizes with it.
Version 1.008
- Various kerning and spacing improvements.
- Add “onum” feature for digits with descenders.
- Add an additional alternate ٧ and ٨.
- Add additional alternate medial ح glyphs.
Version 1.007
- Add an alternate medial and final ha' that preceding glyphs attach to its top right instead of staying on the baseline, to imitate old manuscripts. This variant is not the default.
- Various kerning and dot positioning improvements.
- Fix fa' with dot below code point, to be U+06A2 instead of U+06A3.
- Add
meta
table to help Windows show what languages the font supports.
Version 1.006
- Fix medial lam/final ya’ connection.
- Move dots below initial ba’ to the left if there is room.
Version 1.005
- Improve dots position above fa’/qaf.
- Fix broken shaping on macOS (Core Text).
Version 1.004
- Scale the font by up about 133% so it does not look unusually small.
Version 1.003
- Avoid clash between waw and dots below initial ba’, like we do for ra’.
- Actually include ligature carets in the generated font.
- Remove spurious anchors from the dummy
empty
glyph. - Make ascender fields in the various tables mach, font ascender is now 600 em units as it was actually intended.
- Build a CID-keyed font to save a bit of space. Glyph names in this font are not of much value.
- Build the font with
glyphsLib
,fontTools
, and AFDKO. Autohint withpsautohint
Version 1.002
- Add Arabic and Latin to
OS/2
Unicode ranges, to fix installation on older versions of Windows. - Make the cascading seen the default.
- Improve positioning of dots below beh.