Toby Howard 🇺🇦🇪🇺さんのイラストまとめ

Bug fractal. z=Q(P(z)), where P(z)=z^(10-z)+z+c, Q(z)=tan(z) + c, #creativeCoding #Processing #fractals #generativeart #digitalArt #mathart

Blossomy fractal. z= sin(1/z)+c, glitching zr=log(|zi|), zi=log(|zr|) after each iteration. #creativeCoding #Processing #fractals #generative #digitalArt #mathart

z=sin(z^2)+c, glitching zr=log(|zi|), zi=log(|zr|) after each iteration. #creativeCoding #Processing #fractals #generative #digitalArt #mathart

@NonEuclideanDr1 @Magnog3n Here's my take on that! 🤠

z= z^z+c. #creativeCoding #Processing #fractals #generative #digitalArt #mathart

If |z|<|c|, z=z^-c; if |z| =ish |c|, z=z^2; if |z|>|c|, z=z^2+c. #creativeCoding #Processing #fractals #generative #digitalArt #mathart

Twitter damage. z=tan(z^2+c), glitching zr=log(|zi|), zi=log(|zr|) after each iteration. #creativeCoding #Processing #fractals #generative #digitalArt #mathart

Splosh. z=z^2+c, then z=sin(tan(z))+c. #creativeCoding #Processing #fractals #generative #digitalArt #mathart

zr=(k*zr-zr^3-2zi^2)+cr, zi=(k*zi-3*zi*zr^2s)+ci. #fractals #generative #digitalArt #Processing #creativeCoding

VHS infinity. x=kx(1-x), y=ky(1-y). #generative #digitalArt #Processing #creativeCoding