![]() ![]() ![]() In short I think it would be so cool for people to be able to see these relations for real, and play around with them. these should cover more of the Archimedean solids. I would also add expansion (e) so you can get the expanded cube, or rhombicuboctahedron (eC), then add truncation (t). I think a good place to start would be Conway Notation, this notation describes a wide range of transformations and categorises polyhedrons by them, for example the icosahedron is a snub tetrahedron (sT) the dodecahedron is a gyro tetrahedron (gT) the cube is a join tetrahedron (jT) and the octahedron is an ambo tetrahedron (aT). hopefully we can get enough commands to generate all the Archimedian, Catalan and Johnson Solids. For example finding the dual of a polyhedron or it's truncation. ![]() Millions of people around the world use GeoGebra to learn math and science. Hey, I'm kind of geeking out hard over polytopes and how they connect to each other and was thinking it would be cool if GeoGebra added commands so that I could generate polyhedrons based on various transformations. GeoGebra Classic with geometry, 3D, CAS, spreadsheet and probability calculator GeoGebra Classic joins graphing, geometry, 3D, spreadsheets, computer algebra and probability in one easy-to-use and powerful package. ![]()
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