Polytopes for Group SmallGroup(1440,5853)

Polytopes

Nondegenerate

• {3,10,6}*1440
• {5,6,6}*1440b
• {5,10,6}*1440
• {6,6,5}*1440b
• {6,6,10}*1440c
• {6,6,10}*1440d
• {6,10}*1440f
• {6,10,3}*1440
• {6,10,5}*1440
• {6,10,6}*1440c
• {6,10,6}*1440d
• {6,10,6}*1440e
• {6,10,6}*1440f
• {6,10,10}*1440a
• {6,10,10}*1440b
• {6,30}*1440e
• {6,30}*1440f
• {10,6}*1440f
• {10,6,6}*1440c
• {10,6,6}*1440d
• {10,10,6}*1440a
• {10,10,6}*1440b
• {10,30}*1440
• {30,6}*1440e
• {30,6}*1440f
• {30,10}*1440

Degenerate

• {2,2,3,2,3,5}*1440
• {2,2,3,2,5,3}*1440
• {2,2,3,2,5,5}*1440
• {2,2,3,5,2,3}*1440
• {2,2,3,10}*1440
• {2,2,3,15}*1440
• {2,2,5,3,2,3}*1440
• {2,2,5,5,2,3}*1440
• {2,2,6,15}*1440
• {2,2,10,3}*1440
• {2,2,10,15}*1440
• {2,2,15,3}*1440
• {2,2,15,6}*1440
• {2,2,15,10}*1440
• {2,3,2,2,3,5}*1440
• {2,3,2,2,5,3}*1440
• {2,3,2,2,5,5}*1440
• {2,3,2,3,5}*1440
• {2,3,2,3,5,2}*1440
• {2,3,2,3,10}*1440a
• {2,3,2,3,10}*1440b
• {2,3,2,5,3}*1440
• {2,3,2,5,3,2}*1440
• {2,3,2,5,5}*1440
• {2,3,2,5,5,2}*1440
• {2,3,2,5,6}*1440b
• {2,3,2,5,6}*1440c
• {2,3,2,5,10}*1440a
• {2,3,2,5,10}*1440b
• {2,3,2,6,5}*1440b
• {2,3,2,6,5}*1440c
• {2,3,2,10,3}*1440a
• {2,3,2,10,3}*1440b
• {2,3,2,10,5}*1440a
• {2,3,2,10,5}*1440b
• {2,3,5,2,2,3}*1440
• {2,3,5,2,3}*1440
• {2,3,5,2,3,2}*1440
• {2,3,5,2,6}*1440
• {2,3,10}*1440b
• {2,3,10,2}*1440
• {2,3,10,2,3}*1440a
• {2,3,10,2,3}*1440b
• {2,3,10,6}*1440
• {2,3,15,2}*1440
• {2,3,30}*1440
• {2,5,3,2,2,3}*1440
• {2,5,3,2,3}*1440
• {2,5,3,2,3,2}*1440
• {2,5,3,2,6}*1440
• {2,5,5,2,2,3}*1440
• {2,5,5,2,3}*1440
• {2,5,5,2,3,2}*1440
• {2,5,5,2,6}*1440
• {2,5,6,2,3}*1440b
• {2,5,6,2,3}*1440c
• {2,5,6,6}*1440b
• {2,5,10,2,3}*1440a
• {2,5,10,2,3}*1440b
• {2,5,10,6}*1440
• {2,6,2,3,5}*1440
• {2,6,2,5,3}*1440
• {2,6,2,5,5}*1440
• {2,6,5,2,3}*1440b
• {2,6,5,2,3}*1440c
• {2,6,6,5}*1440b
• {2,6,10}*1440b
• {2,6,10}*1440c
• {2,6,10,3}*1440
• {2,6,10,5}*1440
• {2,6,15}*1440c
• {2,6,15}*1440d
• {2,6,15,2}*1440
• {2,6,30}*1440a
• {2,6,30}*1440b
• {2,10,3}*1440b
• {2,10,3,2}*1440
• {2,10,3,2,3}*1440a
• {2,10,3,2,3}*1440b
• {2,10,5,2,3}*1440a
• {2,10,5,2,3}*1440b
• {2,10,6}*1440b
• {2,10,6}*1440c
• {2,10,15}*1440
• {2,10,15,2}*1440
• {2,10,30}*1440a
• {2,10,30}*1440b
• {2,15,3,2}*1440
• {2,15,6}*1440c
• {2,15,6}*1440d
• {2,15,6,2}*1440
• {2,15,10}*1440
• {2,15,10,2}*1440
• {2,30,3}*1440
• {2,30,6}*1440a
• {2,30,6}*1440b
• {2,30,10}*1440a
• {2,30,10}*1440b
• {3,2,2,2,3,5}*1440
• {3,2,2,2,5,3}*1440
• {3,2,2,2,5,5}*1440
• {3,2,2,3,5}*1440
• {3,2,2,3,5,2}*1440
• {3,2,2,3,10}*1440a
• {3,2,2,3,10}*1440b
• {3,2,2,5,3}*1440
• {3,2,2,5,3,2}*1440
• {3,2,2,5,5}*1440
• {3,2,2,5,5,2}*1440
• {3,2,2,5,6}*1440b
• {3,2,2,5,6}*1440c
• {3,2,2,5,10}*1440a
• {3,2,2,5,10}*1440b
• {3,2,2,6,5}*1440b
• {3,2,2,6,5}*1440c
• {3,2,2,10,3}*1440a
• {3,2,2,10,3}*1440b
• {3,2,2,10,5}*1440a
• {3,2,2,10,5}*1440b
• {3,2,3,5,2}*1440
• {3,2,3,5,2,2}*1440
• {3,2,3,10}*1440
• {3,2,3,10,2}*1440a
• {3,2,3,10,2}*1440b
• {3,2,5,3,2}*1440
• {3,2,5,3,2,2}*1440
• {3,2,5,5,2}*1440
• {3,2,5,5,2,2}*1440
• {3,2,5,6}*1440b
• {3,2,5,6,2}*1440b
• {3,2,5,6,2}*1440c
• {3,2,5,10}*1440
• {3,2,5,10,2}*1440a
• {3,2,5,10,2}*1440b
• {3,2,6,5}*1440b
• {3,2,6,5,2}*1440b
• {3,2,6,5,2}*1440c
• {3,2,6,10}*1440c
• {3,2,6,10}*1440d
• {3,2,6,10}*1440e
• {3,2,6,10}*1440f
• {3,2,10,3}*1440
• {3,2,10,3,2}*1440a
• {3,2,10,3,2}*1440b
• {3,2,10,5}*1440
• {3,2,10,5,2}*1440a
• {3,2,10,5,2}*1440b
• {3,2,10,6}*1440c
• {3,2,10,6}*1440d
• {3,2,10,6}*1440e
• {3,2,10,6}*1440f
• {3,2,10,10}*1440a
• {3,2,10,10}*1440b
• {3,2,10,10}*1440c
• {3,2,10,10}*1440d
• {3,5,2,2,2,3}*1440
• {3,5,2,2,3}*1440
• {3,5,2,2,3,2}*1440
• {3,5,2,2,6}*1440
• {3,5,2,3,2}*1440
• {3,5,2,3,2,2}*1440
• {3,5,2,6}*1440
• {3,5,2,6,2}*1440
• {3,10,2}*1440b
• {3,10,2,2}*1440
• {3,10,2,2,3}*1440a
• {3,10,2,2,3}*1440b
• {3,10,2,3}*1440
• {3,10,2,3,2}*1440a
• {3,10,2,3,2}*1440b
• {3,10,2,6}*1440a
• {3,10,2,6}*1440b
• {3,10,6,2}*1440
• {3,15,2,2}*1440
• {3,30,2}*1440
• {5,3,2,2,2,3}*1440
• {5,3,2,2,3}*1440
• {5,3,2,2,3,2}*1440
• {5,3,2,2,6}*1440
• {5,3,2,3,2}*1440
• {5,3,2,3,2,2}*1440
• {5,3,2,6}*1440
• {5,3,2,6,2}*1440
• {5,5,2,2,2,3}*1440
• {5,5,2,2,3}*1440
• {5,5,2,2,3,2}*1440
• {5,5,2,2,6}*1440
• {5,5,2,3,2}*1440
• {5,5,2,3,2,2}*1440
• {5,5,2,6}*1440
• {5,5,2,6,2}*1440
• {5,6,2,2,3}*1440b
• {5,6,2,2,3}*1440c
• {5,6,2,3}*1440b
• {5,6,2,3,2}*1440b
• {5,6,2,3,2}*1440c
• {5,6,2,6}*1440b
• {5,6,2,6}*1440c
• {5,6,6,2}*1440b
• {5,10,2,2,3}*1440a
• {5,10,2,2,3}*1440b
• {5,10,2,3}*1440
• {5,10,2,3,2}*1440a
• {5,10,2,3,2}*1440b
• {5,10,2,6}*1440a
• {5,10,2,6}*1440b
• {5,10,6,2}*1440
• {6,2,2,3,5}*1440
• {6,2,2,5,3}*1440
• {6,2,2,5,5}*1440
• {6,2,3,5}*1440
• {6,2,3,5,2}*1440
• {6,2,3,10}*1440a
• {6,2,3,10}*1440b
• {6,2,5,3}*1440
• {6,2,5,3,2}*1440
• {6,2,5,5}*1440
• {6,2,5,5,2}*1440
• {6,2,5,6}*1440b
• {6,2,5,6}*1440c
• {6,2,5,10}*1440a
• {6,2,5,10}*1440b
• {6,2,6,5}*1440b
• {6,2,6,5}*1440c
• {6,2,10,3}*1440a
• {6,2,10,3}*1440b
• {6,2,10,5}*1440a
• {6,2,10,5}*1440b
• {6,5,2,2,3}*1440b
• {6,5,2,2,3}*1440c
• {6,5,2,3}*1440b
• {6,5,2,3,2}*1440b
• {6,5,2,3,2}*1440c
• {6,5,2,6}*1440b
• {6,5,2,6}*1440c
• {6,6,5,2}*1440b
• {6,10,2}*1440b
• {6,10,2}*1440c
• {6,10,2,3}*1440c
• {6,10,2,3}*1440d
• {6,10,2,3}*1440e
• {6,10,2,3}*1440f
• {6,10,3,2}*1440
• {6,10,5,2}*1440
• {6,15,2}*1440c
• {6,15,2}*1440d
• {6,15,2,2}*1440
• {6,30,2}*1440a
• {6,30,2}*1440b
• {10,3,2}*1440b
• {10,3,2,2}*1440
• {10,3,2,2,3}*1440a
• {10,3,2,2,3}*1440b
• {10,3,2,3}*1440
• {10,3,2,3,2}*1440a
• {10,3,2,3,2}*1440b
• {10,3,2,6}*1440a
• {10,3,2,6}*1440b
• {10,5,2,2,3}*1440a
• {10,5,2,2,3}*1440b
• {10,5,2,3}*1440
• {10,5,2,3,2}*1440a
• {10,5,2,3,2}*1440b
• {10,5,2,6}*1440a
• {10,5,2,6}*1440b
• {10,6,2}*1440b
• {10,6,2}*1440c
• {10,6,2,3}*1440c
• {10,6,2,3}*1440d
• {10,6,2,3}*1440e
• {10,6,2,3}*1440f
• {10,10,2,3}*1440a
• {10,10,2,3}*1440b
• {10,10,2,3}*1440c
• {10,10,2,3}*1440d
• {10,15,2}*1440
• {10,15,2,2}*1440
• {10,30,2}*1440a
• {10,30,2}*1440b
• {15,3,2,2}*1440
• {15,6,2}*1440c
• {15,6,2}*1440d
• {15,6,2,2}*1440
• {15,10,2}*1440
• {15,10,2,2}*1440
• {30,3,2}*1440
• {30,6,2}*1440a
• {30,6,2}*1440b
• {30,10,2}*1440a
• {30,10,2}*1440b

Other Groups of Order 1440

All groups of order 1440

• SmallGroup(1440,160) — 1 nondegenerate, 0 degenerate
• SmallGroup(1440,327) — 2 nondegenerate, 2 degenerate
• SmallGroup(1440,339) — 2 nondegenerate, 2 degenerate
• SmallGroup(1440,552) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,848) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,869) — 0 nondegenerate, 2 degenerate
• SmallGroup(1440,875) — 2 nondegenerate, 2 degenerate
• SmallGroup(1440,1522) — 4 nondegenerate, 0 degenerate
• SmallGroup(1440,1528) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,1583) — 0 nondegenerate, 12 degenerate
• SmallGroup(1440,1584) — 0 nondegenerate, 12 degenerate
• SmallGroup(1440,1593) — 6 nondegenerate, 14 degenerate
• SmallGroup(1440,1663) — 0 nondegenerate, 3 degenerate
• SmallGroup(1440,1665) — 0 nondegenerate, 12 degenerate
• SmallGroup(1440,1992) — 4 nondegenerate, 0 degenerate
• SmallGroup(1440,1994) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,2296) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,3578) — 2 nondegenerate, 2 degenerate
• SmallGroup(1440,3583) — 4 nondegenerate, 2 degenerate
• SmallGroup(1440,3806) — 4 nondegenerate, 0 degenerate
• SmallGroup(1440,3811) — 4 nondegenerate, 0 degenerate
• SmallGroup(1440,4569) — 6 nondegenerate, 32 degenerate
• SmallGroup(1440,4571) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,4575) — 2 nondegenerate, 18 degenerate
• SmallGroup(1440,4577) — 1 nondegenerate, 0 degenerate
• SmallGroup(1440,4583) — 0 nondegenerate, 56 degenerate
• SmallGroup(1440,4588) — 0 nondegenerate, 9 degenerate
• SmallGroup(1440,4602) — 20 nondegenerate, 0 degenerate
• SmallGroup(1440,4612) — 20 nondegenerate, 0 degenerate
• SmallGroup(1440,4641) — 18 nondegenerate, 6 degenerate
• SmallGroup(1440,4642) — 10 nondegenerate, 0 degenerate
• SmallGroup(1440,4764) — 6 nondegenerate, 0 degenerate
• SmallGroup(1440,4778) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,4851) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,4866) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,5181) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,5199) — 4 nondegenerate, 0 degenerate
• SmallGroup(1440,5282) — 10 nondegenerate, 18 degenerate
• SmallGroup(1440,5284) — 5 nondegenerate, 11 degenerate
• SmallGroup(1440,5324) — 2 nondegenerate, 8 degenerate
• SmallGroup(1440,5328) — 0 nondegenerate, 4 degenerate
• SmallGroup(1440,5358) — 8 nondegenerate, 8 degenerate
• SmallGroup(1440,5360) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,5361) — 2 nondegenerate, 0 degenerate
• SmallGroup(1440,5675) — 0 nondegenerate, 12 degenerate
• SmallGroup(1440,5676) — 0 nondegenerate, 16 degenerate
• SmallGroup(1440,5685) — 8 nondegenerate, 18 degenerate
• SmallGroup(1440,5712) — 2 nondegenerate, 8 degenerate
• SmallGroup(1440,5841) — 21 nondegenerate, 0 degenerate
• SmallGroup(1440,5842) — 43 nondegenerate, 22 degenerate
• SmallGroup(1440,5843) — 71 nondegenerate, 48 degenerate
• SmallGroup(1440,5848) — 15 nondegenerate, 18 degenerate
• SmallGroup(1440,5849) — 53 nondegenerate, 170 degenerate
• SmallGroup(1440,5853) — 26 nondegenerate, 290 degenerate (this group)
• SmallGroup(1440,5871) — 16 nondegenerate, 42 degenerate
• SmallGroup(1440,5890) — 6 nondegenerate, 42 degenerate
• SmallGroup(1440,5900) — 14 nondegenerate, 40 degenerate
• SmallGroup(1440,5901) — 10 nondegenerate, 48 degenerate
• SmallGroup(1440,5921) — 0 nondegenerate, 10 degenerate
• SmallGroup(1440,5924) — 0 nondegenerate, 177 degenerate
• SmallGroup(1440,5949) — 0 nondegenerate, 70 degenerate