Character Table info for 2.M12
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Name:
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2.M12
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Group order:
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190080 = 27 ⋅ 33 ⋅ 5 ⋅ 11
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Number of classes:
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26
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InfoText value:
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origin: ATLAS of finite groups, tests: 1.o.r., pow[2,3,5,11]
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Duplicates:
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2.A12M8
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Maximal subgroups:
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Stored Sylow p normalizers:
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Available Brauer tables:
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Atlas representations:
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15 available
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Group constructions in GAP:
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AtlasGroup( "2.M12" )
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PerfectGroup( 190080, 1 )
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TransitiveGroup( 24, 18440 )
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Stored class fusions from this table:
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2.A12,
2.M12.2,
36:2M12,
M12
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Stored class fusions to this table:
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2.A4 × S3,
2.L2(11),
2 × M11,
A6.D8,
2 × 32.2.S4,
4Y(2 × A5):2,
(2 × Q8).S4,
2.(42:D12),
2.M12N2,
2.M12N5,
2 × 32.2.S4,
2 × 11:5,
2 × M11,
2 × M12N3,
36:2M12,
A6.D8