Amazed to see this! Interesting in collaborating? Also did you see Tironcalc:
github.com/ironcalc/Tir...

That's the spirit!

This means that (from a cold start) 583k. Once uncompressed it is 2.8MB and the whole thing loaded in 269ms. Of course you only download all this once, from there on it is cached by your browser.

One of the most complicated theorems in all mathematics is the classification of finite simple groups. Turns out there are infinite series of finite simple groups. And a set of 26 "sporadic" groups. Of course, the monster is the 26th, by far the wildest of them all.

But there are second kind groups that have only a finite amount of elements. Like the symmetries of a square. We can rotate the square 90, 180, 270 or 360 degrees.

A Group is a kind of mathematical construct that represent the symmetries of an object. There are continuous groups, like the group of rotations that are a symmetries of a football ball. In mathematics we call that group SO(3, R) and lies at the foundations of mechanics, both classical and quantum