Finite Group Databasebeta

Groups of order 11214

← order 11213 order 11215 →

32 groups of order 11214.

SmallGroups	group
(11214, 1)	C₂×C₇×C₉×C₈₉ #26014234
(11214, 2)	C₂×C₇⋊C₉×C₈₉ #26014235
(11214, 3)	C₇×C₉×D₈₉ #26014236
(11214, 4)	C₉×D₇×C₈₉ #26014237
(11214, 5)	C₉×D₆₂₃ #26014238
(11214, 6)	C₇×D₉×C₈₉ #26014239
(11214, 7)	C₇×D₈₀₁ #26014240
(11214, 8)	C₈₉×D₆₃ #26014241
(11214, 9)	D₅₆₀₇ #26014242
(11214, 10)	C₇⋊C₉×D₈₉ #26014243
(11214, 11)	C₈₉×D₇⋊C₉ #26014244
(11214, 12)	(C₇⋊C₉)⋊D₈₉ #26014245
(11214, 13)	C₂×C₃²×C₇×C₈₉ #26014246
(11214, 14)	C₃×AGL(1,𝔽₇)×C₈₉ #26014247
(11214, 15)	C₃×ΓL(1,𝔽₈)⋊D₈₉ #26014248
(11214, 16)	C₃×ΓL(1,𝔽₈)×D₈₉ #26014249
(11214, 17)	C₈₉×C₃⋊AGL(1,𝔽₇) #26014250
(11214, 18)	C₃⋊(ΓL(1,𝔽₈)⋊D₈₉) #26014251
(11214, 19)	D₃×ΓL(1,𝔽₈)×C₈₉ #26014252
(11214, 20)	ΓL(1,𝔽₈)×D₂₆₇ #26014253
(11214, 21)	C₂×C₃×ΓL(1,𝔽₈)×C₈₉ #26014254
(11214, 22)	C₃⋊D₁₈₆₉ #26014255
(11214, 23)	C₈₉×C₃⋊D₂₁ #26014256
(11214, 24)	C₇×C₃⋊D₂₆₇ #26014257
(11214, 25)	C₇×C₃⋊D₃×C₈₉ #26014258
(11214, 26)	C₃×D₁₈₆₉ #26014259
(11214, 27)	C₃×D₂₁×C₈₉ #26014260
(11214, 28)	C₃×C₇×D₂₆₇ #26014261
(11214, 29)	C₃×D₃×C₇×C₈₉ #26014262
(11214, 30)	C₃²×D₆₂₃ #26014263
(11214, 31)	C₃²×D₇×C₈₉ #26014264
(11214, 32)	C₃²×C₇×D₈₉ #26014265

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