is the member of a parallelohedron, generated from three line segments that are not all parallel to a common plane. The cube is the special case of a parallelepiped for having the most symmetric form, generated by three perpendicular unit-length line segments. In three-dimensional space, the cubic honeycomb is the only proper regular space-filling tessellation. It is self-dual.

Related honeycombs

The rectified cubic honeycomb or rectified cubic cellulation

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