Group : Sym(7)
Order : 5040
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Total number of polytopes : 44
Number of polytopes of rank 3 : 35
| Polytopes |
References |
| {
3 ,
10 } |
[ 25 ]
|
| {
3 ,
12 } |
[ 30 ]
|
| {
4 ,
7 } |
[ 3, 4, 9 ]
|
| {
4 ,
10 } |
[ 6 ]
|
| {
4 ,
12 } |
[ 5, 31 ]
|
| {
5 ,
6 } |
[ 13 ]
|
| {
5 ,
7 } |
[ 11, 12 ]
|
| {
5 ,
10 } |
[ 14 ]
|
| {
6 ,
6 } |
[ 2 ]
|
| {
6 ,
7 } |
[ 1, 7, 10, 15, 16 ]
|
| {
6 ,
10 } |
[ 17, 23 ]
|
| {
6 ,
12 } |
[ 8, 18 ]
|
| {
7 ,
7 } |
[ 33, 34, 35 ]
|
| {
7 ,
10 } |
[ 20, 21 ]
|
| {
7 ,
12 } |
[ 27, 28, 29 ]
|
| {
10 ,
10 } |
[ 22 ]
|
| {
10 ,
12 } |
[ 19, 24 ]
|
| {
12 ,
12 } |
[ 26, 32 ]
|
Number of polytopes of rank 4 : 7
| Polytopes |
References |
| {
3 ,
6 ,
5 } |
[ 36 ]
|
| {
3 ,
6 ,
6 } |
[ 39 ]
|
| {
4 ,
3 ,
6 } |
[ 37 ]
|
| {
5 ,
3 ,
6 } |
[ 42 ]
|
| {
5 ,
4 ,
6 } |
[ 40 ]
|
| {
5 ,
5 ,
6 } |
[ 41 ]
|
| {
6 ,
4 ,
6 } |
[ 38 ]
|
Number of polytopes of rank 5 : 1
| Polytopes |
References |
| {
3 ,
3 ,
6 ,
4 } |
[ 43 ]
|
Number of polytopes of rank 6 : 1
| Polytopes |
References |
| {
3 ,
3 ,
3 ,
3 ,
3 } |
[ 44 ]
|