Stericated 7-orthoplexes

In seven-dimensional geometry, a stericated 7-orthoplex is a convex uniform 7-polytope with 4th order truncations (sterication) of the regular 7-orthoplex.

There are 24 unique sterication for the 7-orthoplex with permutations of truncations, cantellations, and runcinations. 14 are more simply constructed from the 7-cube.

This polytope is one of 127 uniform 7-polytopes with B7 symmetry.

Alternate names

 * Small cellated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Cellitruncated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Bicellitruncated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Cellirhombated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Celligreatorhombated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Bicelligreatorhombated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Celliprismated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Celliprismatotruncated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Celliprismatorhombated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)

Alternate names

 * Great cellated hecatonicosoctaexon (acronym: ) (Jonathan Bowers)