| 41. | Every snub polyhedron however can appear in the polyhedral prism based on them.
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| 42. | This polyhedron can be considered a rectified great dodecahedron.
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| 43. | Below is an illustration of this polyhedron with one face drawn in yellow.
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| 44. | Actually, I think I can see how to construct such a polyhedron.
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| 45. | The term " toroid " Is also used to describe a toroidal polyhedron.
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| 46. | The Bellows theorem says that a flexible polyhedron has constant volume when flexed.
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| 47. | Unless it turns the polyhedron inside-out or something :-).
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| 48. | :None of the references at the bottom of regular polyhedron work out?
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| 49. | :Possibly what the OP is looking for is Polyhedron and Platonic solid.
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| 50. | Any convex polyhedron's surface has Euler characteristic
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