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A zonohedron that has 14 faces (eight regular hexagons and six squares) and 36 edges and is an Archimedean solid.
1990, , Peter Pearce, Structure in Nature Is a Strategy for Design, page 5:
The closest packing of truncated octahedra can be considered to be a denser packing than that of the rhombic dodecahedron because in a space filling array each truncated octahedron is surrounded by 14 others corresponding to its 14 faces, while the rhombic dodecahedron is only surrounded by 12 like cells.
1996, Serge Miguet, Annick Montanvert, editors, Discrete Geometry for Computer Imagery: 6th International Workshop, page 184:
The K-complex is built by taking the truncated octahedrons as 3-cells, and its faces, edges and vertex respectively as 2-cells, 1-cells, and 0-cells.
2007, Rebecca L. Wolfe, Novel Gold Monolayer Protected Clusters: Synthesis, Characterization, Separation, and Functionalization, PhD Thesis, page 29,
Many proposed MPC cores, including Au140 and Au225, are truncated octahedrons, referred to as TO+ because the shapes are (0 < n - m = 4), where n is the number of atoms between (111) facets and m is the number of atoms between (111) and (100) facets.
