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DodecaFoam! by Chaim Goodman-Strauss and Daniel Krech
This dodecahedron is filled with tiny dodecahedra, giving recipe for filling all of space with dodecas! This symmetry is closely related to that of the three-dimensional Penrose tiles, and generalizes to dimension 4 (but no higher).
How to make it: Mathematica wrote the production rules, a program by Dan Krech iterated the rules, GeomView set up the pictures and RenderMan rendered the final result.
Image created: June 1995
Copyright © June 1995 by The Geometry Center, University of Minnesota. All rights reserved. For permission to use this image, contact permission@geom.umn.edu.
External viewing: small (100x100 5k gif), medium (500x437 109k gif), or original size (1692x1478 2,974k tiff).
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Created: Thu Jun 25 15:09:39 CDT 1998
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Last modified: Thu Jun 25 15:09:39 CDT 1998
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