page_title: Compound of ten tetrahedra
section_title: As a compound
hierarchical_section_title: Compound of ten tetrahedra / As a compound
caption_attribution_description: English: Spherical model of regular compound polyhedron, edges color each polyhedra
context_page_description: The compound of ten tetrahedra is one of the five regular polyhedral compounds. This polyhedron can be seen as either a stellation of the icosahedron or a compound. This compound was first described by Edmund Hess in 1876.
  It can be seen as a faceting of a regular dodecahedron.
context_section_description: It can also be seen as the compound of ten tetrahedra with full icosahedral symmetry (Iₕ). It is one of five regular compounds constructed from identical Platonic solids.
  It shares the same vertex arrangement as a dodecahedron.
  The compound of five tetrahedra represents two chiral halves of this compound (it can therefore be seen as a "compound of two compounds of five tetrahedra").
  It can be made from the compound of five cubes by replacing each cube with a stella octangula on the cube's vertices (which results in a "compound of five compounds of two tetrahedra").
caption: As a spherical tiling
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