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English: This seems to be the densest tiling known: twelve triangles meeting at a point. It can be considered as made up of units of eight octahedra surrounding a central octahedral hole. The eight octahedra form a truncated cube unit. The enclosing cubes are truncated 3/8 of the cube edge from each corner, and the recessed central vertices are 1/8 of the cube edge in from the center. By omitting one opposing pair of octahedra we obtain the basic unit of the preceding 10 x 3 tiling.
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Source Own work [1] Steven Dutch
Author Fasol8

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current20:39, 26 December 2016Thumbnail for version as of 20:39, 26 December 2016300 × 300 (8 KB)Fasol8 (talk | contribs)Cross-wiki upload from en.wikipedia.org

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