Polytopes for Group SmallGroup(1200,944)

Polytopes

Nondegenerate

• {3,10,10}*1200
• {5,6}*1200b
• {5,6,10}*1200b
• {5,10}*1200a
• {5,10}*1200b
• {5,10,10}*1200
• {5,30}*1200b
• {6,5}*1200b
• {6,10}*1200a
• {6,10}*1200b
• {10,5}*1200a
• {10,5}*1200b
• {10,6}*1200a
• {10,6}*1200b
• {10,6,5}*1200b
• {10,10}*1200a
• {10,10}*1200b
• {10,10}*1200c
• {10,10}*1200d
• {10,10,3}*1200
• {10,10,5}*1200
• {10,15}*1200a
• {10,15}*1200b
• {10,30}*1200b
• {10,30}*1200c
• {15,10}*1200a
• {15,10}*1200b
• {30,5}*1200b
• {30,10}*1200b
• {30,10}*1200c

Degenerate

• {2,3,5,2,5}*1200
• {2,5,2,3,5}*1200
• {2,5,2,5,3}*1200
• {2,5,2,5,5}*1200
• {2,5,3,2,5}*1200
• {2,5,5}*1200
• {2,5,5,2,5}*1200
• {2,5,6}*1200
• {2,5,10}*1200
• {2,5,15}*1200
• {2,6,5}*1200
• {2,10,5}*1200
• {2,10,15}*1200
• {2,15,5}*1200
• {2,15,10}*1200
• {3,5,2,2,5}*1200
• {3,5,2,5}*1200
• {3,5,2,5,2}*1200
• {3,5,2,10}*1200
• {3,10,2,5}*1200a
• {3,10,2,5}*1200b
• {5,2,2,3,5}*1200
• {5,2,2,5,3}*1200
• {5,2,2,5,5}*1200
• {5,2,3,5}*1200
• {5,2,3,5,2}*1200
• {5,2,3,10}*1200a
• {5,2,3,10}*1200b
• {5,2,5,3}*1200
• {5,2,5,3,2}*1200
• {5,2,5,5}*1200
• {5,2,5,5,2}*1200
• {5,2,5,6}*1200b
• {5,2,5,6}*1200c
• {5,2,5,10}*1200a
• {5,2,5,10}*1200b
• {5,2,6,5}*1200b
• {5,2,6,5}*1200c
• {5,2,10,3}*1200a
• {5,2,10,3}*1200b
• {5,2,10,5}*1200a
• {5,2,10,5}*1200b
• {5,3,2,2,5}*1200
• {5,3,2,5}*1200
• {5,3,2,5,2}*1200
• {5,3,2,10}*1200
• {5,5,2}*1200
• {5,5,2,2,5}*1200
• {5,5,2,5}*1200
• {5,5,2,5,2}*1200
• {5,5,2,10}*1200
• {5,6,2}*1200
• {5,6,2,5}*1200b
• {5,6,2,5}*1200c
• {5,10,2}*1200
• {5,10,2,5}*1200a
• {5,10,2,5}*1200b
• {5,15,2}*1200
• {6,5,2}*1200
• {6,5,2,5}*1200b
• {6,5,2,5}*1200c
• {10,2,3,5}*1200
• {10,2,5,3}*1200
• {10,2,5,5}*1200
• {10,3,2,5}*1200a
• {10,3,2,5}*1200b
• {10,5,2}*1200
• {10,5,2,5}*1200a
• {10,5,2,5}*1200b
• {10,15,2}*1200
• {15,5,2}*1200
• {15,10,2}*1200

Other Groups of Order 1200

All groups of order 1200

• SmallGroup(1200,69) — 1 nondegenerate, 0 degenerate
• SmallGroup(1200,130) — 2 nondegenerate, 2 degenerate
• SmallGroup(1200,131) — 2 nondegenerate, 2 degenerate
• SmallGroup(1200,171) — 0 nondegenerate, 2 degenerate
• SmallGroup(1200,173) — 2 nondegenerate, 2 degenerate
• SmallGroup(1200,195) — 4 nondegenerate, 6 degenerate
• SmallGroup(1200,198) — 6 nondegenerate, 4 degenerate
• SmallGroup(1200,203) — 0 nondegenerate, 30 degenerate
• SmallGroup(1200,208) — 0 nondegenerate, 7 degenerate
• SmallGroup(1200,513) — 4 nondegenerate, 0 degenerate
• SmallGroup(1200,514) — 4 nondegenerate, 0 degenerate
• SmallGroup(1200,522) — 8 nondegenerate, 0 degenerate
• SmallGroup(1200,637) — 2 nondegenerate, 0 degenerate
• SmallGroup(1200,639) — 4 nondegenerate, 0 degenerate
• SmallGroup(1200,841) — 2 nondegenerate, 2 degenerate
• SmallGroup(1200,842) — 4 nondegenerate, 2 degenerate
• SmallGroup(1200,856) — 4 nondegenerate, 0 degenerate
• SmallGroup(1200,941) — 24 nondegenerate, 16 degenerate
• SmallGroup(1200,944) — 30 nondegenerate, 72 degenerate (this group)
• SmallGroup(1200,961) — 6 nondegenerate, 6 degenerate
• SmallGroup(1200,980) — 0 nondegenerate, 30 degenerate
• SmallGroup(1200,983) — 8 nondegenerate, 4 degenerate
• SmallGroup(1200,985) — 10 nondegenerate, 0 degenerate
• SmallGroup(1200,1002) — 2 nondegenerate, 4 degenerate
• SmallGroup(1200,1006) — 7 nondegenerate, 55 degenerate
• SmallGroup(1200,1028) — 0 nondegenerate, 40 degenerate