Tetradecahedral dischilliaoctacosioctacontachoron

The tetradecahedral dischilliaoctacosioctacontachoron is a convex isochoric polychoron with 2880 identical cells.

Each cell of this polychoron is completely asymmetric, with 1 octagon, 1 hexagon, 2 pentagons, 6 tetragons, and 4 triangles for faces.

Isogonal derivatives
Substitution by vertices of these following elements will produce these convex isogonal polychora:
 * Unnamed cell (2880): Antipodial omnisnub bitetrahedral diacositetracontachoron
 * Mirror-symmetric octagon (1440): Omnisnub tetrahedral hecatonicosachoron
 * Mirror-symmetric hexagon (1440): Omnisnub tetrahedral hecatonicosachoron
 * Kite (1440): Omnisnub tetrahedral hecatonicosachoron
 * Edge (960): Bitetratetrahedral diacositetracontachoron
 * Vertex (240): Bitetrahedral diacositetracontachoron
 * Vertex (720): Snub bitetrahedral diacositetracontachoron
 * Vertex (960): Bitetratetrahedral diacositetracontachoron
 * Vertex (1440): Omnisnub tetrahedral hecatonicosachoron