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.
GS Unicode is a project I'm working on so (almost) all languages get support! With 13,137 non-spacing characters, this font is technically finished, but will be going under legibility renovations. Please tell me if some of the characters aren't working. I'll try to fix them as best as I can!
~This "is" MC font, except it has two times better quality and I added much more glyphs! Please tell me what characters should I add next :)
18/08 - Added "Basic Greek" letters and fixed some mistakes.
20/08 - Added Coptic and the rest of Greek; completed "More Latin."
21/08 - Added breve to small and capital A-Breve; completed Latin-A; added Hebrew letters; whole IPA supplement
06/09 - Fixed some mistakes
05/10 - Added Georgian and Arabic single letter forms
7&9/10 - Fixed some mistakes
21/11 - Added Arrows and UCASE
22/11 - "Extended Latin-B" Completed!
24/11 - Added Katakana and redid the "§" symbol.
WHAT SHOULD I MAKE NEXT?
Let's play dominoes! All 49 tiles in the basic set are here, from double-blank to double-6. (There is no good way to map these tiles onto alphanumerics, so you kind of have to hunt for a particular tile until you get to know where they are. The doubles are on the corresponding number keys; e.g., double-4 is on the 4 key. The remaining were mapped on a grid with sequential letters. Caps and lower case are inverse tiles; e.g., 5-3 is on the q key, while 3-5 is Q.) Enjoy!
this is a pixelated version of a font I previously handwrote that you can find here along all my other fonts
A simple symbol font. Some of the symbols are also their latin letter counterparts, made to look like it belongs (this was on purpose), while others have a false relation (B).