╓───╖
║ ! ║
╙─┬─╜ ┌───╖ ╔═══╗
┌─────┴─────┤ > ╟──╢ 2 ║
│ ╘═╤═╝ ╚═══╝
╔════╗ ┌───╖ │ │
║ −1 ╟──┤ + ╟─┴─┐ │
╚════╝ ╘═╤═╝ │ │
┌─┴─╖ │ ╔═══╗ │
│ ! ║ │ ║ 1 ║ │
╘═╤═╝ │ ╚═╤═╝ │
│ ┌─┴─╖ ┌─┴─╖ │
│ │ × ╟──┤ ? ╟──┘
│ ╘═╤═╝ ╘═╤═╝
└─────┘ │
The language is called Funciton (pronounced: /ˈfʌŋkɪtɒn/) and the above example demonstrates the factorial function.I made this language over 10 years ago, but earlier this year I've been making YouTube videos in which I describe it in excruciating detail: https://youtube.com/playlist?list=PLkG32PHxWoJaetjKUMVRONWLg...
For my next video, I want to show in detail how the interpreter works. For this purpose I'm creating an elaborate animation. You'll notice that the latest video is already several months old; this is because this animation is more work than I bargained for, and I got a little burned out by it. Nevertheless, I persevere and the video will come out whenever I may finish it.
Language specification: https://esolangs.org/wiki/Funciton
Interpreter: https://codeberg.org/Timwi/Funciton