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The chaos game from randomness to self-similarity and fractals the chaos game is a way to create fractals using a regular n-gon, an initial point inside the polygon and a fraction distance r in this example, using (n, r) = (3, 1/2) will result in the Sierpinski triangle steps 1) choose a random point P within the triangle 2) choose a random corner C 3) draw a point M halfway between P and C 4) let P = M 5) repeat steps 2, 3, 4 forever autoplay #iterations: |