- edge-planing) of the
regular 5-cell. The
cantellated 5-cell or
small rhombated pentachoron is a
uniform 4-polytope. It has 30 vertices, 90 edges, 80...
- /
Cantellated dodecacontachoron /
Cantellated polydodecahedron Small rhombated hecatonicosachoron (Acronym srahi) (George
Olshevsky and
Jonathan Bowers)...
- 24-cell family. The
cantellated tesseract,
bicantellated 16-cell, or
small rhombated tesseract is a
convex uniform 4-polytope or 4-dimensional
polytope bounded...
-
including permutations with truncations. The
cantellated 24-cell or
small rhombated icositetrachoron is a
uniform 4-polytope. The
boundary of the cantellated...
- truncations. Six are most
simply constructible from the dual 7-cube.
Small rhombated hecatonicosoctaexon (acronym: sarz) (Jonathan Bowers)
Small birhombated...
- 35}, has half the
vertices of a
runcinated 7-cube, t0,3{4,35}.
Small rhombated hemihepteract (Acronym sirhesa) (Jonathan Bowers) The
Cartesian coordinates...
- Half of them are more
easily constructed from the dual 5-orthoplex
Small rhombated penteract (Acronym: sirn) (Jonathan Bowers) The
Cartesian coordinates...
-
degrees of
cantellation for the 6-simplex,
including truncations.
Small rhombated heptapeton (Acronym: sril) (Jonathan Bowers) The
vertices of the cantellated...
-
rectified 5-cells, and 15
tetrahedral prisms).
Cantellated hexateron Small rhombated hexateron (Acronym: sarx) (Jonathan Bowers) The
vertices of the cantellated...
-
unique runcic for the 6-cube.
Cantellated 6-demicube/demihexeract
Small rhombated hemihexeract (Acronym sirhax) (Jonathan Bowers) The
Cartesian coordinates...
