This page is part of the Atlas of Small Regular Polytopes Atlas Canonical Name : {9,2,40}*1440
if this polytope has a name. Group : SmallGroup(1440,339) Rank : 4 Schlafli Type : {9,2,40} Number of vertices, edges, etc : 9, 9, 40, 40 Order of s0s1s2s3 : 360 Order of s0s1s2s3s2s1 : 2 Special Properties :
Degenerate
Universal
Orientable
Flat Related Polytopes : Facet Vertex Figure Dual Facet Of :
None in this Atlas Vertex Figure Of :
None in this Atlas Quotients (Maximal Quotients in Boldface) :
2-fold quotients : {9,2,20}*720
3-fold quotients : {3,2,40}*480
4-fold quotients : {9,2,10}*360
5-fold quotients : {9,2,8}*288
6-fold quotients : {3,2,20}*240
8-fold quotients : {9,2,5}*180
10-fold quotients : {9,2,4}*144
12-fold quotients : {3,2,10}*120
15-fold quotients : {3,2,8}*96
20-fold quotients : {9,2,2}*72
24-fold quotients : {3,2,5}*60
30-fold quotients : {3,2,4}*48
60-fold quotients : {3,2,2}*24 Covers (Minimal Covers in Boldface) :
None in this atlas. Permutation Representation (GAP) :