Character Table info for L3(2) × S3
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Name:
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L3(2)xS3
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Group order:
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1008 = 24 ⋅ 32 ⋅ 7
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Number of classes:
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18
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InfoText value:
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normalizer of a radical 3-subgroup in M24 and He,
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Group constructions in GAP:
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DirectProduct( "L3(2)", "S3" )
,
SmallGroup( 1008, 883 )
,
TransitiveGroup( 21, 27 )
,
TransitiveGroup( 24, 2671 )
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Stored class fusions from this table:
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He,
M24
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Stored class fusions to this table:
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2.F4(2)M5,
26:(L3(2) × S3),
26+6:(S3 × L3(2)),
[220]:(S3 × L3(2))