David Fontaine wrote:
> 
> Lars Luthman wrote:
> 
> > You could probably use rhombidodecahedrons (phew!). They look like hexagons
> > from one angle and squares from another angle. I'm pretty sure they would
> > fit into each other nicely, but I haven't really tried.
> 
> Of all regular polyhedra, only cubes tesselate, I believe...
> Try saying small rhombic triacontahedron three times fast! (Or small
> hexagrammic hexecontahedron...)
> 
	True, but rhombidodecahedrons aren't regular polyhedra :)

		Jerome
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