simpligons
Simpligons are a geometric concept introduced by John Conway, a mathematician and logician, in the 1950s. They represent a generalization of polygons, which are two-dimensional shapes with straight edges. Simpligons are similar to polygons but have vertices that are not necessarily straight lines.
A simplignon is a flat shape with the general form of a finite sequence of bounded lines
Conway initially explored simpligons as a part of his work on Atkin's theorem, a result in number
The name "simplignon" itself reflects the shape's connection to the concept of simplicity. This step in geometric