Monday, September 12, 2016

[shgifulx] De Bruijn sphere

Draw a pattern onto a sphere so that every small localized segment of the pattern is unique.  Probably subdivisions of an icosahedron (triangles) or dual (pentagons and hexagons).  You get to choose what is meant by "small localized segment".

Inspired by the De Bruijn torus, but we do not require every subpattern appear, only that every subpattern be different from the rest.

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