What if GS Unicode wasn't just made of pixels?  What if it had a better, more appealing width/height ratio?  What if it utilized the new FS inventory?  And what if I wasn't way too ambitious/crazy in making this?  No idea, but I'm eager to find out!

I've split this font series up by plane (though as of yet only the fonts for Plane 0 and F exist), since .ttf files have a technical limit of 65,535 glyphs.

Things that are planned but not implemented yet are listed as [TBA] (to be added).

This font (Plane 0) should also serve as the hub for most major updates (like those relating to the series as a whole).

Links to planes:

Plane 0: [THIS FONT]
Plane 1: [TBA]
Plane 2: [TBA]
Plane 3: [TBA]
Plane E: [TBA]
Plane F: here
Plane 10: [TBA]

PUA assignments:

E000~E07F - Tengwar
E080~E0FF - Cirth
E100~E62F - <unassigned>
E630~E64F - Seussian Latin Extensions
E650~E88F - <unassigned>
E890~E8DF - Aurebesh
E8E0~EB9F - <unassigned>
EBA0~EBDF - Cistercian Numerals
EBE0~EFFF - <unassigned>
F000~F2FF - Latin Orthographic Extensions
F300~F7BF - <unassigned>
F7C0~F7FF - Kana Orthographic Extensions [TBA]
F800~F8CF - <unassigned>
F8D0~F8FF - Klingon

Additional PUA assignments in supplemental planes, which will be put in their respective fonts:

F0000~F1FAF - <unassigned>
F1FB0~F1FFF - Muric [TBA]
F2000~F235F - canIPA [TBA]
F2360~10FFFF - <unassigned>

Blocks listed [TBA] are subject to change in length and location, while those that aren't are (theoretically) stabilized à la UTC policies.

Feel free to recommend PUA assignments!

Also, it's more than likely I won't know every script well enough that there won't be any mistakes.  If/when I make a mistake, please tell me and I'll do my best to fix it!

Finished! (Took me 3 days)

Private use characters are encoded in Variation Selectors and Latin Ext. D.

(Inspied by The TI-92 Font)

Version 1.1

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A font designed and optimized for writing very small and dense math equations, especially those related to ESOSVM. This should make cramming equations onto a small canvas much easier.

I included A-Z and a-z so you can write with the font or use the letters to declare variable names. So it isn't just a "pure math" font like most other mathematics fonts I have seen around.

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DIAGRAMMING PIECES

These are still being drawn and tested. The sizes these have to be will depend on the sizes of all other glyphs, so these pieces will be made last.

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ANIMA OPERATORS

` - skein

@ - infH (infinitude of harmony)

# - infD (infinitude of dissonance)

_ - rskamacha

Ó - Palkyl's number

Ô - Marräd's number

Õ - Ehnetahinian void

Ö - Quanta/Phenom interface

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LILTS

& - aShift

* - kShift

Ø - Phlogistian

Ù - Quintessential

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PHENOMS

ÀÁÂÃÄÅÆÇÈÉÊËÌÍÎÏÐ - quanta

Ñ - Marinanian constant

Ò - Dheenian constant

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A pixel-for-pixel recreation of the font on TI-83 and black and white TI-84 graphing calculators, remapped to Unicode. There are lots of TI fonts already on FontStruct, but this is the only one that features the full set of 249 characters, including semigraphics characters. Everything that doesn't have a Unicode BMP codepoint has been mapped to Control Pictures because FontStruct doesn't support the Private Use Area.

NEW FOR 2021: Now that FontStruct supports all of Unicode 13, I’ve mapped more characters to the newly available Supplemental Multilingual Plane. The characters that still have no Unicode equivalent have been moved to the Private Use Area starting at U+E000. Due to a FontStruct bug, these characters don’t show up on this preview page, but they will be in the font if you download it.

Source for characters: http://tibasicdev.wikidot.com/83lgfont

<<<Softer Version>>>

Cryptographic Font utilizing a proprietary binary matrix algorithm designed by Joshua Michael Conci ©

This font and the symbols therein are direct results of the binary code for the letters, numbers, and special characters acting as seeds for a matrix code.

Every character is unique even if they "appear" similar. The top and bottom horizontal lines indicate the binary code for the associated letter. Black squares are 1 and spaces are 0.

Cryptographic Font utilizing a proprietary binary matrix algorithm designed by Joshua Michael Conci © 2017

This font and the symbols therein are direct results of the binary code for the letters, numbers, and special characters acting as seeds for a matrix code.

Every character is unique even if they "appear" similar. The top and bottom horizontal lines indicate the binary code for the associated letter. Black squares are 1 and spaces are 0.