Category Archives: eye-candy

mutant dragons

In 2007 I thought of a pretty way to paint a square so that all pixels are different, but similar colors are clustered. For each pixel, set x,y to its coordinates; if their sum is odd, set the low bit … Continue reading

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fun with colors

Here, have a couple of Python scripts. Each creates an image file, 2^12 pixels square, each pixel of a different color. colorshuffle.py puts the coordinates of each pixel in Gray code, assigns each bit to one of the color channels, … Continue reading

Posted in eye-candy, neep-neep | 3 Comments

as many as it takes

allRGB: images in which each of 16 million colors occurs exactly once. (Found at MathPuzzle.) I see I’m not the only one to think of the Hilbert curve idea, but I’ll post two others. In unrelated news, I was surprised … Continue reading

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i got tired of looking at grey ribbons

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more chainmail

This image, which I made a few years ago, is based on a tiling of the hyperbolic plane with triangles whose angles are π/2, π/3, π/7. Other than the 7, which can be changed to any higher integer, I couldn’t … Continue reading

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if MCE were alive

My strip representation of the hyperbolic plane inspired Vladimir Bulatov to explore weirder conformal mappings thereof. (Conformal means angles are preserved.)

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Hilbert’s palette

A space-filling path through this square is matched to an analogous path through the color-cube. I had this idea in mind for years but the algorithm for Hilbert’s curve defeated me; then I stumbled on Steve Witham’s Python code, and … Continue reading

Posted in eye-candy, mathematics | 4 Comments