Pumping non-duals
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There are many ways a platonic solid fits elegantly inside another platonic solid, both duals and non-duals.
And you can make them all pump!
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Update: 11/12/2013
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Image 3.04: pumping tetrahedron and octahedron; and their intersecting volume
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Posted: 07/12/2013
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On the right: the morphing intersection volume of a tetrahedron and octahedron. It moves from octahedron to truncated tetrahedron (archimedean) to tetrahedron.
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Update: 11/12/2013
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Image 3.03: pumping cube and tetrahedron
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Posted: 11/11/2013
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Image 3.02: spinning and pumping cube and icosahedron
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Posted: 02/11/2013
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Image 3.01: pumping cube and dodecahedron
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Posted: 01/11/2013
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ALL CONTENT © 2012-2015 FRANCIS JONCKHEERE
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