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| has gloss | eng: In geometry, the Möbius configuration is a configuration in Euclidean space consisting of two mutually inscribed tetrahedra: each vertex of one tetrahedron lies on a face plane of the other tetrahedron and vice versa. Thus, for the resulting system of eight points and eight planes, each point lies on four planes (the three planes defining it as a vertex of a tetrahedron and the fourth plane from the other tetrahedron that it lies on), and each plane contains four points (the three tetrahedron vertices of its face, and the vertex from the other tetrahedron that lies on it). |
| lexicalization | eng: Moebius configuration |
| lexicalization | eng: Möbius configuration |
| instance of | c/Configurations |
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