The chaos game demonstrates how a perfect fractal shape (Sierpinski triangle) emerges from simple random rules: repeatedly picking a random corner, moving halfway toward it, and repeating thousands of times transforms pure noise into a self-similar pattern where each corner contains three smaller copies of the original shape, each half the size.
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Chaos Game: From Random Dots to the Sierpinski TriangleHinzugefügt:
Three rules.
Can they create a perfect shape?
Pick a random corner.
Move halfway. [music] Repeat.
At first, pure noise.
But after thousands of jumps, a perfect fractal triangle.
But why?
Look at any corner.
Three copies.
Each one half the size.
This is the only shape unchanged by all three rules.
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