Imagine, Geometry -- tetrahedron


These pages are to give flight to your imagination. According to Buckminster Fuller, when something manifests locally in our consensus universe, that something is a tetrahedron. That is, it pops out from the undivided on its way to division into icosahedral complexities. That tetrahedron has a twoness about it, an inside and an outside, so it is not really one.

tetrahedron with colored facestetrahedron, back faces coloredtetrahedron, front faces coloredTLM In the ritual space of geometry, I have lots to do with tetrahedrons. Here are tets with colored front faces, back faces and all four faces. See also a model of a duo-tet. It will take awhile to build these pages and link them in.

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