Polytopes
Nondegenerate
None.
Degenerate
- {2,2,2,3,2,7}*672
- {2,2,2,7,2,3}*672
- {2,2,3,2,2,7}*672
- {2,2,3,2,7,2}*672
- {2,2,3,2,14}*672
- {2,2,6,2,7}*672
- {2,2,6,14}*672
- {2,2,7,2,2,3}*672
- {2,2,7,2,3,2}*672
- {2,2,7,2,6}*672
- {2,2,14,2,3}*672
- {2,2,14,6}*672
- {2,3,2,2,2,7}*672
- {2,3,2,2,7,2}*672
- {2,3,2,2,14}*672
- {2,3,2,7,2,2}*672
- {2,3,2,14,2}*672
- {2,6,2,2,7}*672
- {2,6,2,7,2}*672
- {2,6,2,14}*672
- {2,6,14,2}*672
- {2,7,2,2,2,3}*672
- {2,7,2,2,3,2}*672
- {2,7,2,2,6}*672
- {2,7,2,3,2,2}*672
- {2,7,2,6,2}*672
- {2,14,2,2,3}*672
- {2,14,2,3,2}*672
- {2,14,2,6}*672
- {2,14,6,2}*672
- {3,2,2,2,2,7}*672
- {3,2,2,2,7,2}*672
- {3,2,2,2,14}*672
- {3,2,2,7,2,2}*672
- {3,2,2,14,2}*672
- {3,2,7,2,2,2}*672
- {3,2,14,2,2}*672
- {6,2,2,2,7}*672
- {6,2,2,7,2}*672
- {6,2,2,14}*672
- {6,2,7,2,2}*672
- {6,2,14,2}*672
- {6,14,2,2}*672
- {7,2,2,2,2,3}*672
- {7,2,2,2,3,2}*672
- {7,2,2,2,6}*672
- {7,2,2,3,2,2}*672
- {7,2,2,6,2}*672
- {7,2,3,2,2,2}*672
- {7,2,6,2,2}*672
- {14,2,2,2,3}*672
- {14,2,2,3,2}*672
- {14,2,2,6}*672
- {14,2,3,2,2}*672
- {14,2,6,2}*672
- {14,6,2,2}*672
Other Groups of Order 672
- SmallGroup(672,220) — 1 nondegenerate, 0 degenerate
- SmallGroup(672,392) — 2 nondegenerate, 2 degenerate
- SmallGroup(672,396) — 2 nondegenerate, 2 degenerate
- SmallGroup(672,620) — 2 nondegenerate, 0 degenerate
- SmallGroup(672,947) — 2 nondegenerate, 0 degenerate
- SmallGroup(672,968) — 0 nondegenerate, 2 degenerate
- SmallGroup(672,975) — 2 nondegenerate, 2 degenerate
- SmallGroup(672,1054) — 2 nondegenerate, 0 degenerate
- SmallGroup(672,1080) — 4 nondegenerate, 0 degenerate
- SmallGroup(672,1086) — 2 nondegenerate, 0 degenerate
- SmallGroup(672,1140) — 0 nondegenerate, 12 degenerate
- SmallGroup(672,1141) — 0 nondegenerate, 12 degenerate
- SmallGroup(672,1150) — 6 nondegenerate, 14 degenerate
- SmallGroup(672,1235) — 0 nondegenerate, 3 degenerate
- SmallGroup(672,1237) — 0 nondegenerate, 12 degenerate
- SmallGroup(672,1254) — 81 nondegenerate, 56 degenerate
- SmallGroup(672,1260) — 10 nondegenerate, 48 degenerate
- SmallGroup(672,1263) — 2 nondegenerate, 18 degenerate
- SmallGroup(672,1265) — 1 nondegenerate, 0 degenerate
- SmallGroup(672,1271) — 0 nondegenerate, 56 degenerate (this group)
- SmallGroup(672,1279) — 0 nondegenerate, 9 degenerate