This piece is based on chaotic strange attractors of polynomial equations.

It searches a very large space of coefficients (about 25^200) for a strage attractor that would be visibly renderable
It is almost impossible to get the same attractor twice.

The math is derived from the excellent book "Strange Attractors: Creating patterns in chaos" by Julien C Sprott.

Press "S" to save a 4096x4096 image


For those who mint an edition, I will provide them a free one off curated image NFT on request - the curated ones are hand selected pieces that look really stunning, from 1000s of iterations.

Contact me on Twitter after minting to get them.


Note: The previous genTK "Law of stange attraction" had a bug with palette selection. I will be sending replacements from this one to the owners of those tokens