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In his seminal work, Fractals: Form, Chance and Dimension and The Fractal Geometry of Nature, he argued that seemingly random mathematical shapes in fact followed a pattern if broken down into a single repeating shape. "If you cut one of the florets of a cauliflower, you see the whole cauliflower but smaller," he said.
His mathematical principle I don't think I can understand, but the shape of a cauliflower is repeated over and over in the florets, well, this I do seem to notice when I cook.
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