1045 groups of order 288

Groups of order 288

		d	ρ	Label	ID
C₂₈₈	Cyclic group	288	1	C288	288,2
D₁₄₄	Dihedral group	144	2+	D144	288,6
Dic₇₂	Dicyclic group; = C₉ ⋊₁ Q₃₂	288	2-	Dic72	288,8
PSO₄⁺ (𝔽₃)	Projective special orthogonal group of + type on 𝔽₃⁴; = A₄ ⋊S₄ = Hol(A₄)	12	9+	PSO+(4,3)	288,1026
Ω₄⁺ (𝔽₃)	Omega group of + type on 𝔽₃⁴; = SL₂(𝔽₃)⋊A₄	24	4+	Omega+(4,3)	288,860
A₄≀C₂	Wreath product of A₄ by C₂	8	6+	A4wrC2	288,1025
D₆≀C₂	Wreath product of D₆ by C₂	12	4+	D6wrC2	288,889
Dic₃≀C₂	Wreath product of Dic₃ by C₂	24	4-	Dic3wrC2	288,389
C₂²⋊F₉	The semidirect product of C₂² and F₉ acting via F₉/C₃²⋊C₄=C₂	24	8+	C2^2:F9	288,867
D₁₂⋊D₆	4^th semidirect product of D₁₂ and D₆ acting via D₆/C₃=C₂²	24	8+	D12:D6	288,574
D₁₂⋊₅D₆	5^th semidirect product of D₁₂ and D₆ acting via D₆/C₃=C₂²	24	8+	D12:5D6	288,585
C₆²⋊₈D₄	5^th semidirect product of C₆² and D₄ acting via D₄/C₂=C₂²	24		C6^2:8D4	288,629
C₆²⋊D₄	2^nd semidirect product of C₆² and D₄ acting faithfully	24	8+	C6^2:D4	288,890
D₁₂⋊₁₈D₆	2^nd semidirect product of D₁₂ and D₆ acting via D₆/C₆=C₂	24	4+	D12:18D6	288,473
D₁₂⋊₂₃D₆	7^th semidirect product of D₁₂ and D₆ acting via D₆/C₆=C₂	24	4	D12:23D6	288,954
D₁₂⋊₂₇D₆	3^rd semidirect product of D₁₂ and D₆ acting through Inn(D₁₂)	24	4+	D12:27D6	288,956
D₁₂⋊₁₃D₆	7^th semidirect product of D₁₂ and D₆ acting via D₆/S₃=C₂	24	8+	D12:13D6	288,962
C₆²⋊Q₈	1^st semidirect product of C₆² and Q₈ acting faithfully	24	8+	C6^2:Q8	288,895
Dic₆⋊D₆	4^th semidirect product of Dic₆ and D₆ acting via D₆/C₃=C₂²	24	8+	Dic6:D6	288,578
D₁₂⋊₄Dic₃	4^th semidirect product of D₁₂ and Dic₃ acting via Dic₃/C₆=C₂	24	4	D12:4Dic3	288,216
Dic₆⋊₁₂D₆	6^th semidirect product of Dic₆ and D₆ acting via D₆/S₃=C₂	24	8+	Dic6:12D6	288,960
C₃²⋊2₊¹⁺⁴	The semidirect product of C₃² and 2₊¹⁺⁴ acting via 2₊¹⁺⁴/C₂³=C₂²	24	4	C3^2:ES+(2,2)	288,978
C₄⋊F₉	The semidirect product of C₄ and F₉ acting via F₉/C₃²⋊C₄=C₂	36	8	C4:F9	288,864
F₉⋊C₄	The semidirect product of F₉ and C₄ acting via C₄/C₂=C₂	36	8	F9:C4	288,843
C₄²⋊D₉	The semidirect product of C₄² and D₉ acting via D₉/C₃=S₃	36	6+	C4^2:D9	288,67
C₁₂⋊S₄	1^st semidirect product of C₁₂ and S₄ acting via S₄/A₄=C₂	36	6+	C12:S4	288,909
D₆⋊S₄	1^st semidirect product of D₆ and S₄ acting via S₄/A₄=C₂	36	6	D6:S4	288,857
Dic₃⋊S₄	The semidirect product of Dic₃ and S₄ acting via S₄/A₄=C₂	36	6	Dic3:S4	288,855
C₂²⋊D₃₆	The semidirect product of C₂² and D₃₆ acting via D₃₆/C₁₂=S₃	36	6+	C2^2:D36	288,334
A₄⋊D₁₂	The semidirect product of A₄ and D₁₂ acting via D₁₂/D₆=C₂	36	6+	A4:D12	288,858
C₂⁴⋊D₉	3^rd semidirect product of C₂⁴ and D₉ acting via D₉/C₃=S₃	36	6	C2^4:D9	288,836
C₂⁴⋊C₁₈	1^st semidirect product of C₂⁴ and C₁₈ acting via C₁₈/C₃=C₆	36	6	C2^4:C18	288,73
C₄²⋊₂C₁₈	2^nd semidirect product of C₄² and C₁₈ acting via C₁₈/C₃=C₆	36	6	C4^2:2C18	288,75
Dic₃⋊₂S₄	The semidirect product of Dic₃ and S₄ acting through Inn(Dic₃)	36	6	Dic3:2S4	288,854
C₄⋊PSU₃(𝔽₂)	The semidirect product of C₄ and PSU₃(𝔽₂) acting via PSU₃(𝔽₂)/C₃²⋊C₄=C₂	36	8	C4:PSU(3,2)	288,893
PSU₃(𝔽₂)⋊C₄	The semidirect product of PSU₃(𝔽₂) and C₄ acting via C₄/C₂=C₂	36	8	PSU(3,2):C4	288,842
C₃²⋊D₁₆	The semidirect product of C₃² and D₁₆ acting via D₁₆/C₄=D₄	48	8+	C3^2:D16	288,382
C₃⋊D₄₈	The semidirect product of C₃ and D₄₈ acting via D₄₈/D₂₄=C₂	48	4+	C3:D48	288,194
C₂₄⋊₁D₆	1^st semidirect product of C₂₄ and D₆ acting via D₆/C₃=C₂²	48	4+	C24:1D6	288,442
C₂₄⋊₉D₆	9^th semidirect product of C₂₄ and D₆ acting via D₆/C₃=C₂²	48	4	C24:9D6	288,444
C₂₄⋊₄D₆	4^th semidirect product of C₂₄ and D₆ acting via D₆/C₃=C₂²	48	4	C24:4D6	288,445
C₂₄⋊₆D₆	6^th semidirect product of C₂₄ and D₆ acting via D₆/C₃=C₂²	48	4	C24:6D6	288,446
C₃²⋊SD₃₂	The semidirect product of C₃² and SD₃₂ acting via SD₃₂/C₄=D₄	48	8+	C3^2:SD32	288,383
D₂₄⋊S₃	2^nd semidirect product of D₂₄ and S₃ acting via S₃/C₃=C₂	48	4	D24:S3	288,443
D₂₄⋊₅S₃	5^th semidirect product of D₂₄ and S₃ acting via S₃/C₃=C₂	48	4	D24:5S3	288,458
D₆⋊D₁₂	1^st semidirect product of D₆ and D₁₂ acting via D₁₂/C₁₂=C₂	48		D6:D12	288,554
D₆⋊₄D₁₂	1^st semidirect product of D₆ and D₁₂ acting via D₁₂/D₆=C₂	48		D6:4D12	288,570
D₆⋊₅D₁₂	2^nd semidirect product of D₆ and D₁₂ acting via D₁₂/D₆=C₂	48		D6:5D12	288,571
D₁₂⋊₉D₆	3^rd semidirect product of D₁₂ and D₆ acting via D₆/S₃=C₂	48	8-	D12:9D6	288,580
D₁₂⋊₆D₆	6^th semidirect product of D₁₂ and D₆ acting via D₆/C₃=C₂²	48	8+	D12:6D6	288,587
C₂₄⋊D₆	14^th semidirect product of C₂₄ and D₆ acting via D₆/C₃=C₂²	48	4	C24:D6	288,439
C₁₂⋊₇D₁₂	1^st semidirect product of C₁₂ and D₁₂ acting via D₁₂/D₆=C₂	48		C12:7D12	288,557
C₁₂⋊D₁₂	1^st semidirect product of C₁₂ and D₁₂ acting via D₁₂/C₆=C₂²	48		C12:D12	288,559
C₁₂⋊₂D₁₂	2^nd semidirect product of C₁₂ and D₁₂ acting via D₁₂/C₆=C₂²	48		C12:2D12	288,564
C₆²⋊₃C₈	1^st semidirect product of C₆² and C₈ acting via C₈/C₂=C₄	48		C6^2:3C8	288,435
C₆²⋊₄D₄	1^st semidirect product of C₆² and D₄ acting via D₄/C₂=C₂²	48		C6^2:4D4	288,624
C₆²⋊₅D₄	2^nd semidirect product of C₆² and D₄ acting via D₄/C₂=C₂²	48		C6^2:5D4	288,625
C₆²⋊₆D₄	3^rd semidirect product of C₆² and D₄ acting via D₄/C₂=C₂²	48		C6^2:6D4	288,626
C₆²⋊₇D₄	4^th semidirect product of C₆² and D₄ acting via D₄/C₂=C₂²	48		C6^2:7D4	288,628
D₁₂⋊₂₀D₆	4^th semidirect product of D₁₂ and D₆ acting via D₆/C₆=C₂	48	4	D12:20D6	288,471
D₁₂⋊₂₄D₆	8^th semidirect product of D₁₂ and D₆ acting via D₆/C₆=C₂	48	4	D12:24D6	288,955
D₁₂⋊₁₂D₆	6^th semidirect product of D₁₂ and D₆ acting via D₆/S₃=C₂	48	8-	D12:12D6	288,961
D₁₂⋊₁₅D₆	9^th semidirect product of D₁₂ and D₆ acting via D₆/S₃=C₂	48	8-	D12:15D6	288,967
D₁₂⋊₁₆D₆	10^th semidirect product of D₁₂ and D₆ acting via D₆/S₃=C₂	48	8+	D12:16D6	288,968
C₆²⋊₃Q₈	1^st semidirect product of C₆² and Q₈ acting via Q₈/C₂=C₂²	48		C6^2:3Q8	288,612
C₆²⋊₄Q₈	2^nd semidirect product of C₆² and Q₈ acting via Q₈/C₂=C₂²	48		C6^2:4Q8	288,630
Dic₆⋊₃D₆	3^rd semidirect product of Dic₆ and D₆ acting via D₆/C₃=C₂²	48	8+	Dic6:3D6	288,573
D₁₂⋊₂Dic₃	2^nd semidirect product of D₁₂ and Dic₃ acting via Dic₃/C₆=C₂	48	4	D12:2Dic3	288,217
Dic₁₂⋊S₃	2^nd semidirect product of Dic₁₂ and S₃ acting via S₃/C₃=C₂	48	4	Dic12:S3	288,449
Dic₃⋊₄D₁₂	1^st semidirect product of Dic₃ and D₁₂ acting through Inn(Dic₃)	48		Dic3:4D12	288,528
Dic₃⋊D₁₂	1^st semidirect product of Dic₃ and D₁₂ acting via D₁₂/D₆=C₂	48		Dic3:D12	288,534
Dic₃⋊₅D₁₂	2^nd semidirect product of Dic₃ and D₁₂ acting through Inn(Dic₃)	48		Dic3:5D12	288,542
Dic₃⋊₃D₁₂	2^nd semidirect product of Dic₃ and D₁₂ acting via D₁₂/D₆=C₂	48		Dic3:3D12	288,558
C₃²⋊₃M₅(2)	The semidirect product of C₃² and M₅(2) acting via M₅(2)/C₈=C₄	48	4	C3^2:3M5(2)	288,413
GL₂(𝔽₃)⋊S₃	1^st semidirect product of GL₂(𝔽₃) and S₃ acting via S₃/C₃=C₂	48	4+	GL(2,3):S3	288,847
D₈⋊D₉	2^nd semidirect product of D₈ and D₉ acting via D₉/C₉=C₂	72	4	D8:D9	288,121
C₈⋊D₁₈	1^st semidirect product of C₈ and D₁₈ acting via D₁₈/C₉=C₂²	72	4+	C8:D18	288,118
C₂₄⋊₃D₆	3^rd semidirect product of C₂₄ and D₆ acting via D₆/C₃=C₂²	72		C24:3D6	288,765
C₂₄⋊₈D₆	8^th semidirect product of C₂₄ and D₆ acting via D₆/C₃=C₂²	72		C24:8D6	288,768
C₂₄⋊₇D₆	7^th semidirect product of C₂₄ and D₆ acting via D₆/C₃=C₂²	72		C24:7D6	288,771
D₇₂⋊C₂	6^th semidirect product of D₇₂ and C₂ acting faithfully	72	4+	D72:C2	288,124
D₄⋊D₁₈	2^nd semidirect product of D₄ and D₁₈ acting via D₁₈/C₁₈=C₂	72	4+	D4:D18	288,160
D₄⋊₆D₁₈	2^nd semidirect product of D₄ and D₁₈ acting through Inn(D₄)	72	4	D4:6D18	288,358
D₄⋊₈D₁₈	4^th semidirect product of D₄ and D₁₈ acting through Inn(D₄)	72	4+	D4:8D18	288,363
C₃⋊U₂(𝔽₃)	The semidirect product of C₃ and U₂(𝔽₃) acting via U₂(𝔽₃)/C₄.A₄=C₂	72	4	C3:U(2,3)	288,404
C₄²⋊₄D₉	3^rd semidirect product of C₄² and D₉ acting via D₉/C₉=C₂	72	2	C4^2:4D9	288,12
C₂⁴⋊₄D₉	1^st semidirect product of C₂⁴ and D₉ acting via D₉/C₉=C₂	72		C2^4:4D9	288,163
C₄²⋊C₁₈	1^st semidirect product of C₄² and C₁₈ acting via C₁₈/C₃=C₆	72	6	C4^2:C18	288,74
C₁₂²⋊C₂	7^th semidirect product of C₁₂² and C₂ acting faithfully	72		C12^2:C2	288,280
Q₈⋊₃Dic₉	2^nd semidirect product of Q₈ and Dic₉ acting via Dic₉/C₁₈=C₂	72	4	Q8:3Dic9	288,44
A₄⋊Dic₆	The semidirect product of A₄ and Dic₆ acting via Dic₆/C₁₂=C₂	72	6-	A4:Dic6	288,907
C₂²⋊₃D₃₆	The semidirect product of C₂² and D₃₆ acting via D₃₆/D₁₈=C₂	72		C2^2:3D36	288,92
C₂³⋊₂D₁₈	1^st semidirect product of C₂³ and D₁₈ acting via D₁₈/C₉=C₂²	72		C2^3:2D18	288,147
C₆²⋊₁₂D₄	9^th semidirect product of C₆² and D₄ acting via D₄/C₂=C₂²	72		C6^2:12D4	288,739
C₆²⋊₁₃D₄	10^th semidirect product of C₆² and D₄ acting via D₄/C₂=C₂²	72		C6^2:13D4	288,794
C₆²⋊₂₄D₄	3^rd semidirect product of C₆² and D₄ acting via D₄/C₂²=C₂	72		C6^2:24D4	288,810
Dic₁₈⋊C₄	4^th semidirect product of Dic₁₈ and C₄ acting via C₄/C₂=C₂	72	4	Dic18:C4	288,32
D₃₆⋊₆C₂²	4^th semidirect product of D₃₆ and C₂² acting via C₂²/C₂=C₂	72	4	D36:6C2^2	288,143
C₂³⋊₂Dic₉	The semidirect product of C₂³ and Dic₉ acting via Dic₉/C₉=C₄	72	4	C2^3:2Dic9	288,41
2₊¹⁺⁴⋊C₉	1^st semidirect product of 2₊¹⁺⁴ and C₉ acting via C₉/C₃=C₃	72	4	ES+(2,2):C9	288,348
2₊¹⁺⁴⋊₂C₉	2^nd semidirect product of 2₊¹⁺⁴ and C₉ acting via C₉/C₃=C₃	72	4	ES+(2,2):2C9	288,351
C₃²⋊₈2₊¹⁺⁴	2^nd semidirect product of C₃² and 2₊¹⁺⁴ acting via 2₊¹⁺⁴/C₂×D₄=C₂	72		C3^2:8ES+(2,2)	288,1009
C₃²⋊C₃₂	The semidirect product of C₃² and C₃₂ acting via C₃₂/C₄=C₈	96	8	C3^2:C32	288,373
C₃²⋊Q₃₂	The semidirect product of C₃² and Q₃₂ acting via Q₃₂/C₄=D₄	96	8-	C3^2:Q32	288,384
D₂₄⋊₇S₃	The semidirect product of D₂₄ and S₃ acting through Inn(D₂₄)	96	4-	D24:7S3	288,455
D₆⋊₂D₁₂	2^nd semidirect product of D₆ and D₁₂ acting via D₁₂/C₁₂=C₂	96		D6:2D12	288,556
C₃²⋊₂C₃₂	The semidirect product of C₃² and C₃₂ acting via C₃₂/C₈=C₄	96	4	C3^2:2C32	288,188
C₃²⋊₂D₁₆	1^st semidirect product of C₃² and D₁₆ acting via D₁₆/C₈=C₂²	96	4	C3^2:2D16	288,193
C₃²⋊₂Q₃₂	1^st semidirect product of C₃² and Q₃₂ acting via Q₃₂/C₈=C₂²	96	4	C3^2:2Q32	288,198
C₃²⋊₃Q₃₂	2^nd semidirect product of C₃² and Q₃₂ acting via Q₃₂/C₈=C₂²	96	4-	C3^2:3Q32	288,199
D₆⋊Dic₆	1^st semidirect product of D₆ and Dic₆ acting via Dic₆/C₁₂=C₂	96		D6:Dic6	288,499
D₆⋊₆Dic₆	2^nd semidirect product of D₆ and Dic₆ acting via Dic₆/C₁₂=C₂	96		D6:6Dic6	288,504
D₆⋊₇Dic₆	3^rd semidirect product of D₆ and Dic₆ acting via Dic₆/C₁₂=C₂	96		D6:7Dic6	288,505
D₆⋊₁Dic₆	1^st semidirect product of D₆ and Dic₆ acting via Dic₆/Dic₃=C₂	96		D6:1Dic6	288,535
D₆⋊₂Dic₆	2^nd semidirect product of D₆ and Dic₆ acting via Dic₆/Dic₃=C₂	96		D6:2Dic6	288,541
D₆⋊₃Dic₆	3^rd semidirect product of D₆ and Dic₆ acting via Dic₆/Dic₃=C₂	96		D6:3Dic6	288,544
D₆⋊₄Dic₆	4^th semidirect product of D₆ and Dic₆ acting via Dic₆/Dic₃=C₂	96		D6:4Dic6	288,547
C₁₂⋊₃Dic₆	1^st semidirect product of C₁₂ and Dic₆ acting via Dic₆/Dic₃=C₂	96		C12:3Dic6	288,566
C₁₂⋊Dic₆	1^st semidirect product of C₁₂ and Dic₆ acting via Dic₆/C₆=C₂²	96		C12:Dic6	288,567
C₃²⋊₃SD₃₂	2^nd semidirect product of C₃² and SD₃₂ acting via SD₃₂/C₈=C₂²	96	4-	C3^2:3SD32	288,196
D₁₂⋊₃Dic₃	3^rd semidirect product of D₁₂ and Dic₃ acting via Dic₃/C₆=C₂	96		D12:3Dic3	288,210
D₁₂⋊Dic₃	5^th semidirect product of D₁₂ and Dic₃ acting via Dic₃/C₆=C₂	96		D12:Dic3	288,546
Dic₆⋊Dic₃	3^rd semidirect product of Dic₆ and Dic₃ acting via Dic₃/C₆=C₂	96		Dic6:Dic3	288,213
Dic₃⋊₅Dic₆	1^st semidirect product of Dic₃ and Dic₆ acting through Inn(Dic₃)	96		Dic3:5Dic6	288,485
Dic₃⋊₆Dic₆	2^nd semidirect product of Dic₃ and Dic₆ acting through Inn(Dic₃)	96		Dic3:6Dic6	288,492
Dic₃⋊Dic₆	1^st semidirect product of Dic₃ and Dic₆ acting via Dic₆/C₁₂=C₂	96		Dic3:Dic6	288,514
CSU₂(𝔽₃)⋊S₃	1^st semidirect product of CSU₂(𝔽₃) and S₃ acting via S₃/C₃=C₂	96	4	CSU(2,3):S3	288,844
D₁₈⋊C₈	The semidirect product of D₁₈ and C₈ acting via C₈/C₄=C₂	144		D18:C8	288,27
C₉⋊D₁₆	The semidirect product of C₉ and D₁₆ acting via D₁₆/D₈=C₂	144	4+	C9:D16	288,33
C₄₈⋊S₃	6^th semidirect product of C₄₈ and S₃ acting via S₃/C₃=C₂	144		C48:S3	288,273
D₈⋊₃D₉	The semidirect product of D₈ and D₉ acting through Inn(D₈)	144	4-	D8:3D9	288,122
C₁₆⋊D₉	3^rd semidirect product of C₁₆ and D₉ acting via D₉/C₉=C₂	144	2	C16:D9	288,5
C₄⋊D₃₆	The semidirect product of C₄ and D₃₆ acting via D₃₆/D₁₈=C₂	144		C4:D36	288,105
C₃₆⋊₇D₄	1^st semidirect product of C₃₆ and D₄ acting via D₄/C₂²=C₂	144		C36:7D4	288,140
C₃₆⋊₂D₄	2^nd semidirect product of C₃₆ and D₄ acting via D₄/C₂=C₂²	144		C36:2D4	288,148
C₃₆⋊D₄	3^rd semidirect product of C₃₆ and D₄ acting via D₄/C₂=C₂²	144		C36:D4	288,150
C₁₄₄⋊C₂	2^nd semidirect product of C₁₄₄ and C₂ acting faithfully	144	2	C144:C2	288,7
C₉⋊SD₃₂	The semidirect product of C₉ and SD₃₂ acting via SD₃₂/Q₁₆=C₂	144	4+	C9:SD32	288,35
D₁₈⋊D₄	1^st semidirect product of D₁₈ and D₄ acting via D₄/C₄=C₂	144		D18:D4	288,94
D₃₆⋊C₄	5^th semidirect product of D₃₆ and C₄ acting via C₄/C₂=C₂	144		D36:C4	288,103
D₇₂⋊₇C₂	The semidirect product of D₇₂ and C₂ acting through Inn(D₇₂)	144	2	D72:7C2	288,115
D₇₂⋊₅C₂	5^th semidirect product of D₇₂ and C₂ acting faithfully	144	4+	D72:5C2	288,129
C₁₂⋊₄D₁₂	1^st semidirect product of C₁₂ and D₁₂ acting via D₁₂/C₁₂=C₂	144		C12:4D12	288,731
C₁₂⋊₃D₁₂	3^rd semidirect product of C₁₂ and D₁₂ acting via D₁₂/C₆=C₂²	144		C12:3D12	288,752
C₆²⋊₇C₈	3^rd semidirect product of C₆² and C₈ acting via C₈/C₄=C₂	144		C6^2:7C8	288,305
D₁₈⋊Q₈	1^st semidirect product of D₁₈ and Q₈ acting via Q₈/C₄=C₂	144		D18:Q8	288,106
D₁₈⋊₂Q₈	2^nd semidirect product of D₁₈ and Q₈ acting via Q₈/C₄=C₂	144		D18:2Q8	288,107
Q₁₆⋊D₉	2^nd semidirect product of Q₁₆ and D₉ acting via D₉/C₉=C₂	144	4	Q16:D9	288,128
D₁₈⋊₃Q₈	3^rd semidirect product of D₁₈ and Q₈ acting via Q₈/C₄=C₂	144		D18:3Q8	288,156
C₄²⋊₂D₉	1^st semidirect product of C₄² and D₉ acting via D₉/C₉=C₂	144		C4^2:2D9	288,82
C₄²⋊₆D₉	5^th semidirect product of C₄² and D₉ acting via D₉/C₉=C₂	144		C4^2:6D9	288,84
C₄²⋊₇D₉	6^th semidirect product of C₄² and D₉ acting via D₉/C₉=C₂	144		C4^2:7D9	288,85
C₄²⋊₃D₉	2^nd semidirect product of C₄² and D₉ acting via D₉/C₉=C₂	144		C4^2:3D9	288,86
C₃²⋊₅D₁₆	2^nd semidirect product of C₃² and D₁₆ acting via D₁₆/C₁₆=C₂	144		C3^2:5D16	288,274
C₃²⋊₇D₁₆	2^nd semidirect product of C₃² and D₁₆ acting via D₁₆/D₈=C₂	144		C3^2:7D16	288,301
C₆²⋊₆Q₈	4^th semidirect product of C₆² and Q₈ acting via Q₈/C₂=C₂²	144		C6^2:6Q8	288,735
C₁₂²⋊₆C₂	6^th semidirect product of C₁₂² and C₂ acting faithfully	144		C12^2:6C2	288,732
C₁₂²⋊₂C₂	2^nd semidirect product of C₁₂² and C₂ acting faithfully	144		C12^2:2C2	288,733
D₄⋊Dic₉	1^st semidirect product of D₄ and Dic₉ acting via Dic₉/C₁₈=C₂	144		D4:Dic9	288,40
Dic₉⋊₄D₄	1^st semidirect product of Dic₉ and D₄ acting through Inn(Dic₉)	144		Dic9:4D4	288,91
SD₁₆⋊D₉	2^nd semidirect product of SD₁₆ and D₉ acting via D₉/C₉=C₂	144	4-	SD16:D9	288,125
SD₁₆⋊₃D₉	The semidirect product of SD₁₆ and D₉ acting through Inn(SD₁₆)	144	4	SD16:3D9	288,126
Dic₉⋊D₄	2^nd semidirect product of Dic₉ and D₄ acting via D₄/C₂²=C₂	144		Dic9:D4	288,149
C₆²⋊₁₉D₄	3^rd semidirect product of C₆² and D₄ acting via D₄/C₄=C₂	144		C6^2:19D4	288,787
C₆²⋊₁₄D₄	11^st semidirect product of C₆² and D₄ acting via D₄/C₂=C₂²	144		C6^2:14D4	288,796
C₆²⋊₁₀Q₈	3^rd semidirect product of C₆² and Q₈ acting via Q₈/C₄=C₂	144		C6^2:10Q8	288,781
C₃²⋊₈SD₃₂	2^nd semidirect product of C₃² and SD₃₂ acting via SD₃₂/D₈=C₂	144		C3^2:8SD32	288,302
2_-¹⁺⁴⋊C₉	The semidirect product of 2_-¹⁺⁴ and C₉ acting via C₉/C₃=C₃	144	4	ES-(2,2):C9	288,349
C₁₂²⋊₁₆C₂	16^th semidirect product of C₁₂² and C₂ acting faithfully	144		C12^2:16C2	288,729
C₃²⋊₁₀SD₃₂	2^nd semidirect product of C₃² and SD₃₂ acting via SD₃₂/Q₁₆=C₂	144		C3^2:10SD32	288,303
C₂²⋊₂Dic₁₈	The semidirect product of C₂² and Dic₁₈ acting via Dic₁₈/Dic₉=C₂	144		C2^2:2Dic18	288,88
C₃²⋊₇2_-¹⁺⁴	2^nd semidirect product of C₃² and 2_-¹⁺⁴ acting via 2_-¹⁺⁴/C₂×Q₈=C₂	144		C3^2:7ES-(2,2)	288,1012
C₃²⋊₉2_-¹⁺⁴	2^nd semidirect product of C₃² and 2_-¹⁺⁴ acting via 2_-¹⁺⁴/C₄○D₄=C₂	144		C3^2:9ES-(2,2)	288,1015
C₉⋊C₃₂	The semidirect product of C₉ and C₃₂ acting via C₃₂/C₁₆=C₂	288	2	C9:C32	288,1
C₃₆⋊Q₈	The semidirect product of C₃₆ and Q₈ acting via Q₈/C₂=C₂²	288		C36:Q8	288,98
C₃₆⋊C₈	1^st semidirect product of C₃₆ and C₈ acting via C₈/C₄=C₂	288		C36:C8	288,11
C₇₂⋊C₄	4^th semidirect product of C₇₂ and C₄ acting via C₄/C₂=C₂	288		C72:C4	288,23
C₇₂⋊₁C₄	1^st semidirect product of C₇₂ and C₄ acting via C₄/C₂=C₂	288		C72:1C4	288,26
C₉⋊Q₃₂	The semidirect product of C₉ and Q₃₂ acting via Q₃₂/Q₁₆=C₂	288	4-	C9:Q32	288,36
Dic₉⋊C₈	The semidirect product of Dic₉ and C₈ acting via C₈/C₄=C₂	288		Dic9:C8	288,22
Q₈⋊Dic₉	The semidirect product of Q₈ and Dic₉ acting via Dic₉/C₆=S₃	288		Q8:Dic9	288,69
C₃₆⋊₂Q₈	1^st semidirect product of C₃₆ and Q₈ acting via Q₈/C₄=C₂	288		C36:2Q8	288,79
C₈⋊Dic₉	2^nd semidirect product of C₈ and Dic₉ acting via Dic₉/C₁₈=C₂	288		C8:Dic9	288,25
C₃²⋊₅Q₃₂	2^nd semidirect product of C₃² and Q₃₂ acting via Q₃₂/C₁₆=C₂	288		C3^2:5Q32	288,276
C₃²⋊₇Q₃₂	2^nd semidirect product of C₃² and Q₃₂ acting via Q₃₂/Q₁₆=C₂	288		C3^2:7Q32	288,304
Q₈⋊₂Dic₉	1^st semidirect product of Q₈ and Dic₉ acting via Dic₉/C₁₈=C₂	288		Q8:2Dic9	288,43
Dic₉⋊₃Q₈	The semidirect product of Dic₉ and Q₈ acting through Inn(Dic₉)	288		Dic9:3Q8	288,97
Dic₉⋊Q₈	2^nd semidirect product of Dic₉ and Q₈ acting via Q₈/C₄=C₂	288		Dic9:Q8	288,154
C₂₄⋊Dic₃	5^th semidirect product of C₂₄ and Dic₃ acting via Dic₃/C₆=C₂	288		C24:Dic3	288,290
C₂₄⋊₂Dic₃	2^nd semidirect product of C₂₄ and Dic₃ acting via Dic₃/C₆=C₂	288		C24:2Dic3	288,292
C₂₄⋊₁Dic₃	1^st semidirect product of C₂₄ and Dic₃ acting via Dic₃/C₆=C₂	288		C24:1Dic3	288,293
C₁₂⋊₆Dic₆	1^st semidirect product of C₁₂ and Dic₆ acting via Dic₆/C₁₂=C₂	288		C12:6Dic6	288,726
C₁₂⋊₂Dic₆	2^nd semidirect product of C₁₂ and Dic₆ acting via Dic₆/C₆=C₂²	288		C12:2Dic6	288,745
S₃²⋊C₈	The semidirect product of S₃² and C₈ acting via C₈/C₄=C₂	24	4	S3^2:C8	288,374
S₃²⋊Q₈	The semidirect product of S₃² and Q₈ acting via Q₈/C₄=C₂	24	4	S3^2:Q8	288,868
C₃⋊S₃⋊D₈	The semidirect product of C₃⋊S₃ and D₈ acting via D₈/C₄=C₂²	24	8+	C3:S3:D8	288,873
S₃²⋊D₄	The semidirect product of S₃² and D₄ acting via D₄/C₄=C₂	24	4	S3^2:D4	288,878
C₄⋊S₃≀C₂	The semidirect product of C₄ and S₃≀C₂ acting via S₃≀C₂/C₃²⋊C₄=C₂	24	8+	C4:S3wrC2	288,879
(C₂×C₆)⋊S₄	2^nd semidirect product of C₂×C₆ and S₄ acting via S₄/C₂²=S₃	24	6	(C2xC6):S4	288,1036
C₃⋊C₈⋊₂₀D₆	9^th semidirect product of C₃⋊C₈ and D₆ acting via D₆/S₃=C₂	24	4	C3:C8:20D6	288,466
(C₆×C₁₂)⋊C₄	1^st semidirect product of C₆×C₁₂ and C₄ acting faithfully	24	4+	(C6xC12):C4	288,422
(C₆×C₁₂)⋊₅C₄	5^th semidirect product of C₆×C₁₂ and C₄ acting faithfully	24	4	(C6xC12):5C4	288,934
(C₂²×S₃)⋊A₄	The semidirect product of C₂²×S₃ and A₄ acting faithfully	24	6	(C2^2xS3):A4	288,411
C₃²⋊D₈⋊C₂	3^rd semidirect product of C₃²⋊D₈ and C₂ acting faithfully	24	4	C3^2:D8:C2	288,872
C₃⋊S₃⋊₂SD₁₆	The semidirect product of C₃⋊S₃ and SD₁₆ acting via SD₁₆/C₄=C₂²	24	8+	C3:S3:2SD16	288,875
(C₂×C₆²)⋊C₄	4^th semidirect product of C₂×C₆² and C₄ acting faithfully	24	4	(C2xC6^2):C4	288,434
C₃⋊S₃⋊M₄(2)	2^nd semidirect product of C₃⋊S₃ and M₄(2) acting via M₄(2)/C₂×C₄=C₂	24	4	C3:S3:M4(2)	288,931
(C₂×C₆)⋊₄S₄	2^nd semidirect product of C₂×C₆ and S₄ acting via S₄/A₄=C₂	36	6	(C2xC6):4S4	288,917
(C₄×C₁₂)⋊S₃	1^st semidirect product of C₄×C₁₂ and S₃ acting faithfully	36	6+	(C4xC12):S3	288,401
(C₄×C₁₂)⋊C₆	3^rd semidirect product of C₄×C₁₂ and C₆ acting faithfully	36	6+	(C4xC12):C6	288,405
C₃⋊S₃⋊Q₁₆	The semidirect product of C₃⋊S₃ and Q₁₆ acting via Q₁₆/C₄=C₂²	48	8-	C3:S3:Q16	288,876
C₃⋊S₃⋊₃C₁₆	2^nd semidirect product of C₃⋊S₃ and C₁₆ acting via C₁₆/C₈=C₂	48	4	C3:S3:3C16	288,412
(C₃×C₂₄)⋊C₄	2^nd semidirect product of C₃×C₂₄ and C₄ acting faithfully	48	4	(C3xC24):C4	288,415
(C₆×C₁₂)⋊₂C₄	2^nd semidirect product of C₆×C₁₂ and C₄ acting faithfully	48		(C6xC12):2C4	288,429
C₃²⋊C₄≀C₂	The semidirect product of C₃² and C₄≀C₂ acting via C₄≀C₂/C₄=D₄	48	4	C3^2:C4wrC2	288,379
C₃²⋊₆C₄≀C₂	The semidirect product of C₃² and C₄≀C₂ acting via C₄≀C₂/D₄=C₄	48	8-	C3^2:6C4wrC2	288,431
C₃²⋊₇C₄≀C₂	The semidirect product of C₃² and C₄≀C₂ acting via C₄≀C₂/Q₈=C₄	48	8+	C3^2:7C4wrC2	288,433
C₃²⋊C₄⋊C₈	2^nd semidirect product of C₃²⋊C₄ and C₈ acting via C₈/C₄=C₂	48	4	C3^2:C4:C8	288,380
C₄²⋊C₃⋊S₃	1^st semidirect product of C₄²⋊C₃ and S₃ acting via S₃/C₃=C₂	48	6	C4^2:C3:S3	288,406
C₃²⋊D₈⋊₅C₂	The semidirect product of C₃²⋊D₈ and C₂ acting through Inn(C₃²⋊D₈)	48	4	C3^2:D8:5C2	288,871
C₃²⋊C₄⋊Q₈	1^st semidirect product of C₃²⋊C₄ and Q₈ acting via Q₈/C₄=C₂	48	8-	C3^2:C4:Q8	288,870
C₈⋊(C₃²⋊C₄)	2^nd semidirect product of C₈ and C₃²⋊C₄ acting via C₃²⋊C₄/C₃⋊S₃=C₂	48	4	C8:(C3^2:C4)	288,416
C₃²⋊Q₁₆⋊C₂	1^st semidirect product of C₃²⋊Q₁₆ and C₂ acting faithfully	48	4	C3^2:Q16:C2	288,874
C₂²⋊(Q₈⋊C₉)	The semidirect product of C₂² and Q₈⋊C₉ acting via Q₈⋊C₉/C₃×Q₈=C₃	72	6	C2^2:(Q8:C9)	288,350
(C₃×C₁₂)⋊₄C₈	2^nd semidirect product of C₃×C₁₂ and C₈ acting via C₈/C₂=C₄	96		(C3xC12):4C8	288,424
C₃⋊C₈⋊Dic₃	3^rd semidirect product of C₃⋊C₈ and Dic₃ acting via Dic₃/C₆=C₂	96		C3:C8:Dic3	288,202
C₃²⋊₅(C₄⋊C₈)	2^nd semidirect product of C₃² and C₄⋊C₈ acting via C₄⋊C₈/C₂×C₄=C₄	96		C3^2:5(C4:C8)	288,427
C₃²⋊₂C₈⋊C₄	6^th semidirect product of C₃²⋊₂C₈ and C₄ acting via C₄/C₂=C₂	96		C3^2:2C8:C4	288,425
C₄⋊C₄⋊₇D₉	1^st semidirect product of C₄⋊C₄ and D₉ acting through Inn(C₄⋊C₄)	144		C4:C4:7D9	288,102
C₄⋊C₄⋊D₉	6^th semidirect product of C₄⋊C₄ and D₉ acting via D₉/C₉=C₂	144		C4:C4:D9	288,108
C₆².₂D₄	2^nd non-split extension by C₆² of D₄ acting faithfully	24	4+	C6^2.2D4	288,386
C₆².₉D₄	9^th non-split extension by C₆² of D₄ acting faithfully	24	4	C6^2.9D4	288,881
C₁₂.₇₀D₁₂	1^st non-split extension by C₁₂ of D₁₂ acting via D₁₂/D₆=C₂	24	4+	C12.70D12	288,207
C₆².₃₁D₄	15^th non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	24	4	C6^2.31D4	288,228
C₆².₃₂D₄	16^th non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	24	4	C6^2.32D4	288,229
C₆².₁₂D₄	12^nd non-split extension by C₆² of D₄ acting faithfully	24	4	C6^2.12D4	288,884
C₆².₁₁₆C₂³	111^st non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	24		C6^2.116C2^3	288,622
C₂.AΓL₁(𝔽₉)	1^st central extension by C₂ of AΓL₁(𝔽₉)	24	8+	C2.AGammaL(1,9)	288,841
C₂³.D₁₈	5^th non-split extension by C₂³ of D₁₈ acting via D₁₈/C₆=S₃	36	6	C2^3.D18	288,342
C₄.F₉	The non-split extension by C₄ of F₉ acting via F₉/C₃²⋊C₄=C₂	48	8	C4.F9	288,862
D₁₂.A₄	The non-split extension by D₁₂ of A₄ acting through Inn(D₁₂)	48	4-	D12.A4	288,926
C₄.₃F₉	2^nd central extension by C₄ of F₉	48	8	C4.3F9	288,861
C₁₂.₇S₄	7^th non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	48	4+	C12.7S4	288,915
C₂².F₉	The non-split extension by C₂² of F₉ acting via F₉/C₃²⋊C₄=C₂	48	8-	C2^2.F9	288,866
D₆.S₄	1^st non-split extension by D₆ of S₄ acting via S₄/A₄=C₂	48	4-	D6.S4	288,849
D₆.₂S₄	2^nd non-split extension by D₆ of S₄ acting via S₄/A₄=C₂	48	4	D6.2S4	288,850
C₁₂.₁₄S₄	14^th non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	48	4	C12.14S4	288,914
D₆.₁D₁₂	1^st non-split extension by D₆ of D₁₂ acting via D₁₂/C₁₂=C₂	48	4	D6.1D12	288,454
D₆.₃D₁₂	3^rd non-split extension by D₆ of D₁₂ acting via D₁₂/C₁₂=C₂	48	4+	D6.3D12	288,456
D₁₂.₂D₆	2^nd non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	4	D12.2D6	288,457
D₁₂.₄D₆	4^th non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	4	D12.4D6	288,459
D₆.D₁₂	5^th non-split extension by D₆ of D₁₂ acting via D₁₂/D₆=C₂	48		D6.D12	288,538
D₁₂.D₆	5^th non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	8-	D12.D6	288,575
D₁₂.₇D₆	7^th non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	8+	D12.7D6	288,582
D₁₂.₈D₆	8^th non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	8-	D12.8D6	288,584
D₁₂.₉D₆	9^th non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	8-	D12.9D6	288,588
C₂₄.₆₀D₆	13^rd non-split extension by C₂₄ of D₆ acting via D₆/S₃=C₂	48	4	C24.60D6	288,190
C₂₄.₆₂D₆	15^th non-split extension by C₂₄ of D₆ acting via D₆/S₃=C₂	48	4	C24.62D6	288,192
C₂₄.₄₉D₆	2^nd non-split extension by C₂₄ of D₆ acting via D₆/S₃=C₂	48	4+	C24.49D6	288,197
C₆.₁₇D₂₄	6^th non-split extension by C₆ of D₂₄ acting via D₂₄/D₁₂=C₂	48		C6.17D24	288,212
C₂₄.₂₃D₆	23^rd non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	48	4	C24.23D6	288,450
C₂₄.₆₃D₆	16^th non-split extension by C₂₄ of D₆ acting via D₆/S₃=C₂	48	4	C24.63D6	288,451
C₂₄.₆₄D₆	17^th non-split extension by C₂₄ of D₆ acting via D₆/S₃=C₂	48	4	C24.64D6	288,452
C₂₄.D₆	46^th non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	48	4	C24.D6	288,453
D₁₂.Dic₃	The non-split extension by D₁₂ of Dic₃ acting via Dic₃/C₆=C₂	48	4	D12.Dic3	288,463
C₆².₄C₈	2^nd non-split extension by C₆² of C₈ acting via C₈/C₂=C₄	48	4	C6^2.4C8	288,421
C₆².D₄	1^st non-split extension by C₆² of D₄ acting faithfully	48		C6^2.D4	288,385
C₆².₃D₄	3^rd non-split extension by C₆² of D₄ acting faithfully	48		C6^2.3D4	288,387
D₁₂.₃₀D₆	5^th non-split extension by D₁₂ of D₆ acting via D₆/C₆=C₂	48	4	D12.30D6	288,470
D₁₂.₃₂D₆	7^th non-split extension by D₁₂ of D₆ acting via D₆/C₆=C₂	48	4	D12.32D6	288,475
D₁₂.₂₇D₆	2^nd non-split extension by D₁₂ of D₆ acting via D₆/C₆=C₂	48	4	D12.27D6	288,477
D₁₂.₂₈D₆	3^rd non-split extension by D₁₂ of D₆ acting via D₆/C₆=C₂	48	4	D12.28D6	288,478
D₁₂.₂₉D₆	4^th non-split extension by D₁₂ of D₆ acting via D₆/C₆=C₂	48	4-	D12.29D6	288,479
D₁₂.₂₂D₆	7^th non-split extension by D₁₂ of D₆ acting via D₆/S₃=C₂	48	8-	D12.22D6	288,581
D₁₂.₁₀D₆	10^th non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	8+	D12.10D6	288,589
D₁₂.₁₃D₆	13^rd non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	8+	D12.13D6	288,597
D₁₂.₁₄D₆	14^th non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	8+	D12.14D6	288,598
D₁₂.₁₅D₆	15^th non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	48	8-	D12.15D6	288,599
D₁₂.₃₃D₆	8^th non-split extension by D₁₂ of D₆ acting via D₆/C₆=C₂	48	4	D12.33D6	288,945
D₁₂.₃₄D₆	The non-split extension by D₁₂ of D₆ acting through Inn(D₁₂)	48	4-	D12.34D6	288,946
D₁₂.₂₅D₆	10^th non-split extension by D₁₂ of D₆ acting via D₆/S₃=C₂	48	8-	D12.25D6	288,963
C₁₂.₇₈D₁₂	9^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/D₆=C₂	48		C12.78D12	288,205
C₁₂.D₁₂	13^rd non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₆=C₂²	48	4	C12.D12	288,206
C₁₂.₁₄D₁₂	14^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₆=C₂²	48	4	C12.14D12	288,208
C₁₂.₇₁D₁₂	2^nd non-split extension by C₁₂ of D₁₂ acting via D₁₂/D₆=C₂	48	4-	C12.71D12	288,209
C₁₂.₈₀D₁₂	11^st non-split extension by C₁₂ of D₁₂ acting via D₁₂/D₆=C₂	48	4	C12.80D12	288,218
C₁₂.₈₂D₁₂	13^rd non-split extension by C₁₂ of D₁₂ acting via D₁₂/D₆=C₂	48	4	C12.82D12	288,225
C₁₂.₂₈D₁₂	28^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₆=C₂²	48		C12.28D12	288,512
C₁₂.₃₀D₁₂	30^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₆=C₂²	48		C12.30D12	288,519
C₆².₅Q₈	2^nd non-split extension by C₆² of Q₈ acting via Q₈/C₂=C₂²	48	4	C6^2.5Q8	288,226
C₆².Q₈	1^st non-split extension by C₆² of Q₈ acting faithfully	48		C6^2.Q8	288,395
C₆².₂Q₈	2^nd non-split extension by C₆² of Q₈ acting faithfully	48	8-	C6^2.2Q8	288,396
Dic₆.D₆	5^th non-split extension by Dic₆ of D₆ acting via D₆/C₃=C₂²	48	8-	Dic6.D6	288,579
Dic₆.₉D₆	9^th non-split extension by Dic₆ of D₆ acting via D₆/C₃=C₂²	48	8-	Dic6.9D6	288,592
Dic₃.₄S₄	1^st non-split extension by Dic₃ of S₄ acting through Inn(Dic₃)	48	4	Dic3.4S4	288,845
Dic₃.₅S₄	2^nd non-split extension by Dic₃ of S₄ acting through Inn(Dic₃)	48	4+	Dic3.5S4	288,846
C₆².₅₆D₄	40^th non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	48		C6^2.56D4	288,609
C₆².₅₇D₄	41^st non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	48		C6^2.57D4	288,610
C₆².₆₀D₄	44^th non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	48		C6^2.60D4	288,614
C₆².₁₃D₄	13^rd non-split extension by C₆² of D₄ acting faithfully	48	8-	C6^2.13D4	288,885
C₆².₁₅D₄	15^th non-split extension by C₆² of D₄ acting faithfully	48	4-	C6^2.15D4	288,887
D₁₂.₂Dic₃	The non-split extension by D₁₂ of Dic₃ acting through Inn(D₁₂)	48	4	D12.2Dic3	288,462
Dic₆.₂₉D₆	3^rd non-split extension by Dic₆ of D₆ acting via D₆/C₆=C₂	48	4	Dic6.29D6	288,481
Dic₃.D₁₂	4^th non-split extension by Dic₃ of D₁₂ acting via D₁₂/C₁₂=C₂	48		Dic3.D12	288,500
Dic₆.₁₉D₆	6^th non-split extension by Dic₆ of D₆ acting via D₆/S₃=C₂	48	8-	Dic6.19D6	288,577
Dic₆.₂₀D₆	7^th non-split extension by Dic₆ of D₆ acting via D₆/S₃=C₂	48	8+	Dic6.20D6	288,583
Dic₆.₁₀D₆	10^th non-split extension by Dic₆ of D₆ acting via D₆/C₃=C₂²	48	8+	Dic6.10D6	288,593
Dic₆.₂₂D₆	9^th non-split extension by Dic₆ of D₆ acting via D₆/S₃=C₂	48	8+	Dic6.22D6	288,596
Dic₆.₂₄D₆	11^st non-split extension by Dic₆ of D₆ acting via D₆/S₃=C₂	48	8-	Dic6.24D6	288,957
Dic₆.₂₆D₆	13^rd non-split extension by Dic₆ of D₆ acting via D₆/S₃=C₂	48	8+	Dic6.26D6	288,964
C₆².₆C₂³	1^st non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.6C2^3	288,484
C₆².₁₈C₂³	13^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.18C2^3	288,496
C₆².₁₉C₂³	14^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.19C2^3	288,497
C₆².₂₀C₂³	15^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.20C2^3	288,498
C₆².₂₃C₂³	18^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.23C2^3	288,501
C₆².₂₄C₂³	19^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.24C2^3	288,502
C₆².₃₅C₂³	30^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.35C2^3	288,513
C₆².₃₈C₂³	33^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.38C2^3	288,516
C₆².₄₄C₂³	39^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.44C2^3	288,522
C₆².₅₁C₂³	46^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.51C2^3	288,529
C₆².₅₃C₂³	48^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.53C2^3	288,531
C₆².₅₈C₂³	53^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.58C2^3	288,536
C₆².₆₅C₂³	60^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.65C2^3	288,543
C₆².₆₇C₂³	62^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.67C2^3	288,545
C₆².₇₀C₂³	65^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.70C2^3	288,548
C₆².₇₄C₂³	69^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.74C2^3	288,552
C₆².₇₇C₂³	72^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.77C2^3	288,555
C₆².₈₂C₂³	77^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.82C2^3	288,560
C₆².₉₁C₂³	86^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.91C2^3	288,569
C₆².₉₄C₂³	89^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.94C2^3	288,600
C₆².₉₅C₂³	90^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.95C2^3	288,601
C₆².₉₇C₂³	92^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.97C2^3	288,603
C₆².₉₈C₂³	93^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.98C2^3	288,604
C₆².₉₉C₂³	94^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.99C2^3	288,605
SL₂(𝔽₃).D₆	2^nd non-split extension by SL₂(𝔽₃) of D₆ acting via D₆/C₆=C₂	48	4	SL(2,3).D6	288,912
C₄.₄PSU₃(𝔽₂)	The central extension by C₄ of PSU₃(𝔽₂)	48	8	C4.4PSU(3,2)	288,392
C₄.PSU₃(𝔽₂)	1^st non-split extension by C₄ of PSU₃(𝔽₂) acting via PSU₃(𝔽₂)/C₃²⋊C₄=C₂	48	8	C4.PSU(3,2)	288,393
C₄.₂PSU₃(𝔽₂)	2^nd non-split extension by C₄ of PSU₃(𝔽₂) acting via PSU₃(𝔽₂)/C₃²⋊C₄=C₂	48	8	C4.2PSU(3,2)	288,394
C₄.₃PSU₃(𝔽₂)	3^rd non-split extension by C₄ of PSU₃(𝔽₂) acting via PSU₃(𝔽₂)/C₃²⋊C₄=C₂	48	8	C4.3PSU(3,2)	288,891
C₆².₁₀₀C₂³	95^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.100C2^3	288,606
C₆².₁₀₁C₂³	96^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.101C2^3	288,607
C₆².₁₁₁C₂³	106^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.111C2^3	288,617
C₆².₁₁₂C₂³	107^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.112C2^3	288,618
C₆².₁₁₃C₂³	108^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.113C2^3	288,619
C₆².₁₁₅C₂³	110^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.115C2^3	288,621
C₆².₁₁₇C₂³	112^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.117C2^3	288,623
C₆².₁₂₁C₂³	116^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.121C2^3	288,627
C₆².₁₂₅C₂³	120^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	48		C6^2.125C2^3	288,631
SL₂(𝔽₃).₁₁D₆	1^st non-split extension by SL₂(𝔽₃) of D₆ acting through Inn(SL₂(𝔽₃))	48	4	SL(2,3).11D6	288,923
C₁₂.S₄	8^th non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	72	6	C12.S4	288,68
C₁₂.₉S₄	9^th non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	72	4	C12.9S4	288,70
C₁₂.₁S₄	1^st non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	72	6-	C12.1S4	288,332
C₁₂.₄S₄	4^th non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	72	4+	C12.4S4	288,340
C₃₆.D₄	7^th non-split extension by C₃₆ of D₄ acting via D₄/C₂=C₂²	72	4	C36.D4	288,39
Dic₆.A₄	The non-split extension by Dic₆ of A₄ acting through Inn(Dic₆)	72	4+	Dic6.A4	288,924
C₁₂.₁₂S₄	12^nd non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	72	6	C12.12S4	288,402
C₃₆.₄₈D₄	4^th non-split extension by C₃₆ of D₄ acting via D₄/C₂²=C₂	72	4+	C36.48D4	288,31
C₁₂.₁₉D₁₂	19^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₆=C₂²	72		C12.19D12	288,298
Dic₃.S₄	3^rd non-split extension by Dic₃ of S₄ acting via S₄/A₄=C₂	72	6-	Dic3.S4	288,852
C₂².D₃₆	1^st non-split extension by C₂² of D₃₆ acting via D₃₆/D₁₈=C₂	72	4	C2^2.D36	288,13
C₆².₃₇D₄	21^st non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	72		C6^2.37D4	288,300
C₆².₃₈D₄	22^nd non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	72		C6^2.38D4	288,309
C₆².₃₉D₄	23^rd non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	72		C6^2.39D4	288,312
C₆².₇₃D₄	57^th non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	72		C6^2.73D4	288,806
C₆².₁₁₀D₄	15^th non-split extension by C₆² of D₄ acting via D₄/C₂²=C₂	72		C6^2.110D4	288,281
C₆².₁₃₁D₄	36^th non-split extension by C₆² of D₄ acting via D₄/C₂²=C₂	72		C6^2.131D4	288,789
C₆².₁₅₄C₂³	149^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	72		C6^2.154C2^3	288,1014
C₁₂.₆S₄	6^th non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	96	4-	C12.6S4	288,913
C₂₄.₃D₆	3^rd non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	96	4-	C24.3D6	288,448
D₂₄.S₃	2^nd non-split extension by D₂₄ of S₃ acting via S₃/C₃=C₂	96	4	D24.S3	288,195
D₆.₉D₁₂	6^th non-split extension by D₆ of D₁₂ acting via D₁₂/D₆=C₂	96		D6.9D12	288,539
C₂₄.₆₁D₆	14^th non-split extension by C₂₄ of D₆ acting via D₆/S₃=C₂	96	4	C24.61D6	288,191
C₆.₁₆D₂₄	5^th non-split extension by C₆ of D₂₄ acting via D₂₄/D₁₂=C₂	96		C6.16D24	288,211
C₆.₁₈D₂₄	7^th non-split extension by C₆ of D₂₄ acting via D₂₄/D₁₂=C₂	96		C6.18D24	288,223
C₆².₄D₄	4^th non-split extension by C₆² of D₄ acting faithfully	96		C6^2.4D4	288,388
C₆².₆D₄	6^th non-split extension by C₆² of D₄ acting faithfully	96		C6^2.6D4	288,390
C₆².₇D₄	7^th non-split extension by C₆² of D₄ acting faithfully	96		C6^2.7D4	288,391
D₁₂.₁₁D₆	11^st non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	96	8-	D12.11D6	288,591
D₁₂.₂₄D₆	9^th non-split extension by D₁₂ of D₆ acting via D₆/S₃=C₂	96	8-	D12.24D6	288,594
D₁₂.₁₂D₆	12^nd non-split extension by D₁₂ of D₆ acting via D₆/C₃=C₂²	96	8-	D12.12D6	288,595
C₁₂.₇₇D₁₂	8^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/D₆=C₂	96		C12.77D12	288,204
C₁₂.₇₃D₁₂	4^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/D₆=C₂	96		C12.73D12	288,215
C₁₂.₈₁D₁₂	12^nd non-split extension by C₁₂ of D₁₂ acting via D₁₂/D₆=C₂	96		C12.81D12	288,219
C₁₂.₂₇D₁₂	27^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₆=C₂²	96		C12.27D12	288,508
C₆².₆Q₈	3^rd non-split extension by C₆² of Q₈ acting via Q₈/C₂=C₂²	96		C6^2.6Q8	288,227
C₆.Dic₁₂	1^st non-split extension by C₆ of Dic₁₂ acting via Dic₁₂/Dic₆=C₂	96		C6.Dic12	288,214
C₁₂.Dic₆	5^th non-split extension by C₁₂ of Dic₆ acting via Dic₆/C₆=C₂²	96		C12.Dic6	288,221
C₁₂.₆Dic₆	6^th non-split extension by C₁₂ of Dic₆ acting via Dic₆/C₆=C₂²	96		C12.6Dic6	288,222
C₁₂.₈Dic₆	8^th non-split extension by C₁₂ of Dic₆ acting via Dic₆/C₆=C₂²	96		C12.8Dic6	288,224
C₁₂.₁₅Dic₆	2^nd non-split extension by C₁₂ of Dic₆ acting via Dic₆/Dic₃=C₂	96		C12.15Dic6	288,220
C₆².₈C₂³	3^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.8C2^3	288,486
C₆².₉C₂³	4^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.9C2^3	288,487
C₆.GL₂(𝔽₃)	3^rd non-split extension by C₆ of GL₂(𝔽₃) acting via GL₂(𝔽₃)/SL₂(𝔽₃)=C₂	96		C6.GL(2,3)	288,403
Dic₃.Dic₆	1^st non-split extension by Dic₃ of Dic₆ acting via Dic₆/Dic₃=C₂	96		Dic3.Dic6	288,493
C₆².₁₀C₂³	5^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.10C2^3	288,488
C₆².₁₁C₂³	6^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.11C2^3	288,489
C₆².₁₃C₂³	8^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.13C2^3	288,491
C₆².₁₆C₂³	11^st non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.16C2^3	288,494
C₆².₁₇C₂³	12^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.17C2^3	288,495
C₆².₂₅C₂³	20^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.25C2^3	288,503
C₆².₂₈C₂³	23^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.28C2^3	288,506
C₆².₂₉C₂³	24^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.29C2^3	288,507
C₆².₃₁C₂³	26^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.31C2^3	288,509
C₆².₃₂C₂³	27^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.32C2^3	288,510
C₆².₃₃C₂³	28^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.33C2^3	288,511
C₆².₃₇C₂³	32^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.37C2^3	288,515
C₆².₃₉C₂³	34^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.39C2^3	288,517
C₆².₄₀C₂³	35^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.40C2^3	288,518
C₆².₄₂C₂³	37^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.42C2^3	288,520
C₆².₄₃C₂³	38^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.43C2^3	288,521
C₆².₄₇C₂³	42^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.47C2^3	288,525
C₆².₄₈C₂³	43^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.48C2^3	288,526
C₆².₄₉C₂³	44^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.49C2^3	288,527
C₆².₅₄C₂³	49^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.54C2^3	288,532
C₆².₅₅C₂³	50^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.55C2^3	288,533
C₆².₇₂C₂³	67^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.72C2^3	288,550
C₆².₇₅C₂³	70^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.75C2^3	288,553
C₆².₈₃C₂³	78^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.83C2^3	288,561
C₆².₈₄C₂³	79^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.84C2^3	288,562
C₆².₈₅C₂³	80^th non-split extension by C₆² of C₂³ acting via C₂³/C₂=C₂²	96		C6^2.85C2^3	288,563
SL₂(𝔽₃).Dic₃	The non-split extension by SL₂(𝔽₃) of Dic₃ acting through Inn(SL₂(𝔽₃))	96	4	SL(2,3).Dic3	288,410
D₈.D₉	The non-split extension by D₈ of D₉ acting via D₉/C₉=C₂	144	4-	D8.D9	288,34
D₃₆.C₄	The non-split extension by D₃₆ of C₄ acting via C₄/C₂=C₂	144	4	D36.C4	288,117
Q₈.C₃₆	The non-split extension by Q₈ of C₃₆ acting via C₃₆/C₁₂=C₃	144	2	Q8.C36	288,77
C₃₆.C₈	1^st non-split extension by C₃₆ of C₈ acting via C₈/C₄=C₂	144	2	C36.C8	288,19
C₇₂.C₄	1^st non-split extension by C₇₂ of C₄ acting via C₄/C₂=C₂	144	2	C72.C4	288,20
C₁₂.₃S₄	3^rd non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	144	4-	C12.3S4	288,338
C₁₈.D₈	2^nd non-split extension by C₁₈ of D₈ acting via D₈/D₄=C₂	144		C18.D8	288,17
C₂.D₇₂	2^nd central extension by C₂ of D₇₂	144		C2.D72	288,28
C₃₆.₉D₄	9^th non-split extension by C₃₆ of D₄ acting via D₄/C₂=C₂²	144	4	C36.9D4	288,42
C₈.D₁₈	1^st non-split extension by C₈ of D₁₈ acting via D₁₈/C₉=C₂²	144	4-	C8.D18	288,119
C₆.D₂₄	8^th non-split extension by C₆ of D₂₄ acting via D₂₄/C₂₄=C₂	144		C6.D24	288,275
C₂₄.₅D₆	5^th non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	144		C24.5D6	288,766
D₄.Dic₉	The non-split extension by D₄ of Dic₉ acting through Inn(D₄)	144	4	D4.Dic9	288,158
C₁₂.₁₁S₄	11^st non-split extension by C₁₂ of S₄ acting via S₄/A₄=C₂	144	4	C12.11S4	288,339
D₁₈.D₄	2^nd non-split extension by D₁₈ of D₄ acting via D₄/C₂²=C₂	144		D18.D4	288,104
D₃₆.₂C₄	The non-split extension by D₃₆ of C₄ acting through Inn(D₃₆)	144	2	D36.2C4	288,112
D₄.D₁₈	3^rd non-split extension by D₄ of D₁₈ acting via D₁₈/C₁₈=C₂	144	4-	D4.D18	288,159
D₄.₉D₁₈	4^th non-split extension by D₄ of D₁₈ acting via D₁₈/C₁₈=C₂	144	4	D4.9D18	288,161
C₃₆.₅₃D₄	9^th non-split extension by C₃₆ of D₄ acting via D₄/C₂²=C₂	144	4	C36.53D4	288,29
C₄.D₃₆	3^rd non-split extension by C₄ of D₃₆ acting via D₃₆/D₁₈=C₂	144	4-	C4.D36	288,30
C₃₆.₅₅D₄	11^st non-split extension by C₃₆ of D₄ acting via D₄/C₂²=C₂	144		C36.55D4	288,37
C₃₆.₄₉D₄	5^th non-split extension by C₃₆ of D₄ acting via D₄/C₂²=C₂	144		C36.49D4	288,134
C₃₆.₁₇D₄	17^th non-split extension by C₃₆ of D₄ acting via D₄/C₂=C₂²	144		C36.17D4	288,146
C₃₆.₂₃D₄	23^rd non-split extension by C₃₆ of D₄ acting via D₄/C₂=C₂²	144		C36.23D4	288,157
C₂₄.₉₄D₆	28^th non-split extension by C₂₄ of D₆ acting via D₆/C₆=C₂	144		C24.94D6	288,287
C₂₄.₉₅D₆	29^th non-split extension by C₂₄ of D₆ acting via D₆/C₆=C₂	144		C24.95D6	288,758
C₂₄.₇₈D₆	12^nd non-split extension by C₂₄ of D₆ acting via D₆/C₆=C₂	144		C24.78D6	288,761
C₂₄.₄₇D₆	47^th non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	144		C24.47D6	288,764
C₂₄.₂₆D₆	26^th non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	144		C24.26D6	288,769
C₂₄.₃₂D₆	32^nd non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	144		C24.32D6	288,772
C₂₄.₄₀D₆	40^th non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	144		C24.40D6	288,773
C₂₄.₃₅D₆	35^th non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	144		C24.35D6	288,775
C₂₄.₂₈D₆	28^th non-split extension by C₂₄ of D₆ acting via D₆/C₃=C₂²	144		C24.28D6	288,776
Q₈.D₁₈	2^nd non-split extension by Q₈ of D₁₈ acting via D₁₈/C₆=S₃	144	4	Q8.D18	288,337
D₄.₁₀D₁₈	The non-split extension by D₄ of D₁₈ acting through Inn(D₄)	144	4-	D4.10D18	288,364
C₁₂.₅₉D₁₂	26^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₁₂=C₂	144		C12.59D12	288,294
C₁₂.₆₀D₁₂	27^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₁₂=C₂	144		C12.60D12	288,295
C₁₂.₂₀D₁₂	20^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₆=C₂²	144		C12.20D12	288,299
C₁₂.₃₁D₁₂	31^st non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₆=C₂²	144		C12.31D12	288,754
C₆².₈Q₈	5^th non-split extension by C₆² of Q₈ acting via Q₈/C₂=C₂²	144		C6^2.8Q8	288,297
Q₈.₁₅D₁₈	1^st non-split extension by Q₈ of D₁₈ acting through Inn(Q₈)	144	4	Q8.15D18	288,361
Dic₉.D₄	1^st non-split extension by Dic₉ of D₄ acting via D₄/C₄=C₂	144		Dic9.D4	288,95
C₂³.₈D₁₈	3^rd non-split extension by C₂³ of D₁₈ acting via D₁₈/C₉=C₂²	144		C2^3.8D18	288,89
C₂³.₉D₁₈	4^th non-split extension by C₂³ of D₁₈ acting via D₁₈/C₉=C₂²	144		C2^3.9D18	288,93
C₂².₄D₃₆	3^rd non-split extension by C₂² of D₃₆ acting via D₃₆/D₁₈=C₂	144		C2^2.4D36	288,96
C₆².₈₄D₄	9^th non-split extension by C₆² of D₄ acting via D₄/C₄=C₂	144		C6^2.84D4	288,296
C₆².₆₉D₄	53^rd non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	144		C6^2.69D4	288,743
C₆².₇₂D₄	56^th non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	144		C6^2.72D4	288,792
C₆².₇₄D₄	58^th non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	144		C6^2.74D4	288,807
C₆².₇₅D₄	59^th non-split extension by C₆² of D₄ acting via D₄/C₂=C₂²	144		C6^2.75D4	288,808
C₃₆.C₂³	16^th non-split extension by C₃₆ of C₂³ acting via C₂³/C₂=C₂²	144	4	C36.C2^3	288,153
C₂³.₁₆D₁₈	1^st non-split extension by C₂³ of D₁₈ acting via D₁₈/D₉=C₂	144		C2^3.16D18	288,87
C₂³.₂₆D₁₈	2^nd non-split extension by C₂³ of D₁₈ acting via D₁₈/C₁₈=C₂	144		C2^3.26D18	288,136
C₂³.₂₈D₁₈	4^th non-split extension by C₂³ of D₁₈ acting via D₁₈/C₁₈=C₂	144		C2^3.28D18	288,139
C₂³.₂₃D₁₈	8^th non-split extension by C₂³ of D₁₈ acting via D₁₈/D₉=C₂	144		C2^3.23D18	288,145
C₆².₁₁₃D₄	18^th non-split extension by C₆² of D₄ acting via D₄/C₂²=C₂	144		C6^2.113D4	288,284
C₆².₁₁₆D₄	21^st non-split extension by C₆² of D₄ acting via D₄/C₂²=C₂	144		C6^2.116D4	288,307
C₆².₁₂₉D₄	34^th non-split extension by C₆² of D₄ acting via D₄/C₂²=C₂	144		C6^2.129D4	288,786
C₆².₁₃₄D₄	39^th non-split extension by C₆² of D₄ acting via D₄/C₂²=C₂	144		C6^2.134D4	288,799
C₆².₂₂₁C₂³	66^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.221C2^3	288,734
C₆².₂₂₃C₂³	68^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.223C2^3	288,736
C₆².₂₂₅C₂³	70^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.225C2^3	288,738
C₆².₂₂₇C₂³	72^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.227C2^3	288,740
C₆².₂₂₈C₂³	73^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.228C2^3	288,741
C₆².₂₂₉C₂³	74^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.229C2^3	288,742
C₆².₂₃₆C₂³	81^st non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.236C2^3	288,749
C₆².₂₃₇C₂³	82^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.237C2^3	288,750
C₆².₂₃₈C₂³	83^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.238C2^3	288,751
C₆².₂₄₀C₂³	85^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.240C2^3	288,753
C₆².₂₄₂C₂³	87^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.242C2^3	288,755
C₆².₂₄₇C₂³	92^nd non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.247C2^3	288,783
C₆².₂₅₄C₂³	99^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.254C2^3	288,793
C₆².₂₅₆C₂³	101^st non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.256C2^3	288,795
C₆².₂₅₈C₂³	103^rd non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.258C2^3	288,797
C₆².₂₆₁C₂³	106^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.261C2^3	288,803
C₆².₂₆₂C₂³	107^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	144		C6^2.262C2^3	288,804
C₄₈.S₃	9^th non-split extension by C₄₈ of S₃ acting via S₃/C₃=C₂	288		C48.S3	288,65
Dic₉.Q₈	The non-split extension by Dic₉ of Q₈ acting via Q₈/C₄=C₂	288		Dic9.Q8	288,99
C₃₆.Q₈	1^st non-split extension by C₃₆ of Q₈ acting via Q₈/C₂=C₂²	288		C36.Q8	288,14
C₃₆.₆Q₈	3^rd non-split extension by C₃₆ of Q₈ acting via Q₈/C₄=C₂	288		C36.6Q8	288,80
C₃₆.₃Q₈	3^rd non-split extension by C₃₆ of Q₈ acting via Q₈/C₂=C₂²	288		C36.3Q8	288,100
C₃₆.₄₅D₄	1^st non-split extension by C₃₆ of D₄ acting via D₄/C₂²=C₂	288		C36.45D4	288,24
C₁₈.Q₁₆	2^nd non-split extension by C₁₈ of Q₁₆ acting via Q₁₆/Q₈=C₂	288		C18.Q16	288,16
C₄².D₉	1^st non-split extension by C₄² of D₉ acting via D₉/C₉=C₂	288		C4^2.D9	288,10
C₁₂.₅₇D₁₂	24^th non-split extension by C₁₂ of D₁₂ acting via D₁₂/C₁₂=C₂	288		C12.57D12	288,279
C₁₈.C₄²	5^th non-split extension by C₁₈ of C₄² acting via C₄²/C₂×C₄=C₂	288		C18.C4^2	288,38
C₄.Dic₁₈	2^nd non-split extension by C₄ of Dic₁₈ acting via Dic₁₈/Dic₉=C₂	288		C4.Dic18	288,15
C₁₂.₉Dic₆	9^th non-split extension by C₁₂ of Dic₆ acting via Dic₆/C₆=C₂²	288		C12.9Dic6	288,282
C₆.₄Dic₁₂	4^th non-split extension by C₆ of Dic₁₂ acting via Dic₁₂/C₂₄=C₂	288		C6.4Dic12	288,291
C₆².₁₅Q₈	5^th non-split extension by C₆² of Q₈ acting via Q₈/C₄=C₂	288		C6^2.15Q8	288,306
C₁₂².C₂	13^rd non-split extension by C₁₂² of C₂ acting faithfully	288		C12^2.C2	288,278
C₁₂.₁₀Dic₆	10^th non-split extension by C₁₂ of Dic₆ acting via Dic₆/C₆=C₂²	288		C12.10Dic6	288,283
C₁₂.₃₀Dic₆	12^nd non-split extension by C₁₂ of Dic₆ acting via Dic₆/C₁₂=C₂	288		C12.30Dic6	288,289
C₁₂.₂₅Dic₆	7^th non-split extension by C₁₂ of Dic₆ acting via Dic₆/C₁₂=C₂	288		C12.25Dic6	288,727
C₆².₁₁₄D₄	19^th non-split extension by C₆² of D₄ acting via D₄/C₂²=C₂	288		C6^2.114D4	288,285
C₆².₁₁₇D₄	22^nd non-split extension by C₆² of D₄ acting via D₄/C₂²=C₂	288		C6^2.117D4	288,310
C₆².₂₃₁C₂³	76^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	288		C6^2.231C2^3	288,744
C₆².₂₃₃C₂³	78^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	288		C6^2.233C2^3	288,746
C₆².₂₃₄C₂³	79^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	288		C6^2.234C2^3	288,747
C₆².₂₅₉C₂³	104^th non-split extension by C₆² of C₂³ acting via C₂³/C₂²=C₂	288		C6^2.259C2^3	288,801
C₄.S₃≀C₂	1^st non-split extension by C₄ of S₃≀C₂ acting via S₃≀C₂/S₃²=C₂	24	4	C4.S3wrC2	288,375
C₄.₄S₃≀C₂	4^th non-split extension by C₄ of S₃≀C₂ acting via S₃≀C₂/C₃²⋊C₄=C₂	24	8+	C4.4S3wrC2	288,869
C₃⋊S₃.₂D₈	1^st non-split extension by C₃⋊S₃ of D₈ acting via D₈/C₄=C₂²	24	4	C3:S3.2D8	288,377
C₃⋊S₃.₅D₈	The non-split extension by C₃⋊S₃ of D₈ acting via D₈/D₄=C₂	24	8+	C3:S3.5D8	288,430
(C₂×C₆²).C₄	5^th non-split extension by C₂×C₆² of C₄ acting faithfully	24	4	(C2xC6^2).C4	288,436
C₂.(C₄²⋊C₉)	The central stem extension by C₂ of C₄²⋊C₉	36	6	C2.(C4^2:C9)	288,3
C₁₂⋊S₃.C₄	The non-split extension by C₁₂⋊S₃ of C₄ acting faithfully	48	8+	C12:S3.C4	288,937
C₃⋊S₃.₄D₈	The non-split extension by C₃⋊S₃ of D₈ acting via D₈/C₈=C₂	48	4	C3:S3.4D8	288,417
C₃⋊C₈.₂₂D₆	11^st non-split extension by C₃⋊C₈ of D₆ acting via D₆/S₃=C₂	48	4	C3:C8.22D6	288,465
C₆².(C₂×C₄)	The non-split extension by C₆² of C₂×C₄ acting faithfully	48	8-	C6^2.(C2xC4)	288,935
C₄.₁₉S₃≀C₂	4^th central extension by C₄ of S₃≀C₂	48	4	C4.19S3wrC2	288,381
(C₃×C₂₄).C₄	4^th non-split extension by C₃×C₂₄ of C₄ acting faithfully	48	4	(C3xC24).C4	288,418
(C₃×C₁₂).D₄	2^nd non-split extension by C₃×C₁₂ of D₄ acting faithfully	48	4	(C3xC12).D4	288,376
C₃⋊S₃.₂Q₁₆	1^st non-split extension by C₃⋊S₃ of Q₁₆ acting via Q₁₆/C₄=C₂²	48	4	C3:S3.2Q16	288,378
C₃⋊S₃.₅Q₁₆	The non-split extension by C₃⋊S₃ of Q₁₆ acting via Q₁₆/Q₈=C₂	48	8-	C3:S3.5Q16	288,432
C₈.(C₃²⋊C₄)	1^st non-split extension by C₈ of C₃²⋊C₄ acting via C₃²⋊C₄/C₃⋊S₃=C₂	48	4	C8.(C3^2:C4)	288,419
C₃⋊Dic₃.D₄	9^th non-split extension by C₃⋊Dic₃ of D₄ acting via D₄/C₂=C₂²	48	4-	C3:Dic3.D4	288,428
C₆².₆(C₂×C₄)	5^th non-split extension by C₆² of C₂×C₄ acting via C₂×C₄/C₂=C₄	48		C6^2.6(C2xC4)	288,426
(C₆×D₄).S₃	11^st non-split extension by C₆×D₄ of S₃ acting via S₃/C₃=C₂	72		(C6xD4).S3	288,308
C₆.(S₃×C₈)	3^rd non-split extension by C₆ of S₃×C₈ acting via S₃×C₈/C₃⋊C₈=C₂	96		C6.(S3xC8)	288,201
C₂.Dic₃²	2^nd central stem extension by C₂ of Dic₃²	96		C2.Dic3^2	288,203
(C₆×C₁₂).C₄	13^rd non-split extension by C₆×C₁₂ of C₄ acting faithfully	144		(C6xC12).C4	288,311
D₄.(C₃⋊Dic₃)	The non-split extension by D₄ of C₃⋊Dic₃ acting through Inn(D₄)	144		D4.(C3:Dic3)	288,805
C₄×C₇₂	Abelian group of type [4,72]	288		C4xC72	288,46
C₃×C₉₆	Abelian group of type [3,96]	288		C3xC96	288,66
C₆×C₄₈	Abelian group of type [6,48]	288		C6xC48	288,327
C₂×C₁₄₄	Abelian group of type [2,144]	288		C2xC144	288,59
C₁₂×C₂₄	Abelian group of type [12,24]	288		C12xC24	288,314
C₂²×C₇₂	Abelian group of type [2,2,72]	288		C2^2xC72	288,179
C₂³×C₃₆	Abelian group of type [2,2,2,36]	288		C2^3xC36	288,367
C₂×C₁₂²	Abelian group of type [2,12,12]	288		C2xC12^2	288,811
C₂⁴×C₁₈	Abelian group of type [2,2,2,2,18]	288		C2^4xC18	288,840
C₂³×C₆²	Abelian group of type [2,2,2,6,6]	288		C2^3xC6^2	288,1045
C₂×C₄×C₃₆	Abelian group of type [2,4,36]	288		C2xC4xC36	288,164
C₂×C₆×C₂₄	Abelian group of type [2,6,24]	288		C2xC6xC24	288,826
C₂²×C₆×C₁₂	Abelian group of type [2,2,6,12]	288		C2^2xC6xC12	288,1018
A₄×S₄	Direct product of A₄ and S₄	16	9+	A4xS4	288,1024
C₂×AΓL₁(𝔽₉)	Direct product of C₂ and AΓL₁(𝔽₉)	18	8+	C2xAGammaL(1,9)	288,1027
S₃×GL₂(𝔽₃)	Direct product of S₃ and GL₂(𝔽₃); = GL₂(ℤ/6ℤ)	24	4	S3xGL(2,3)	288,851
A₄×SL₂(𝔽₃)	Direct product of A₄ and SL₂(𝔽₃)	24	6-	A4xSL(2,3)	288,859
C₄×F₉	Direct product of C₄ and F₉	36	8	C4xF9	288,863
C₁₂×S₄	Direct product of C₁₂ and S₄	36	3	C12xS4	288,897
A₄×D₁₂	Direct product of A₄ and D₁₂	36	6+	A4xD12	288,920
Dic₃×S₄	Direct product of Dic₃ and S₄	36	6-	Dic3xS4	288,853
C₂²×F₉	Direct product of C₂² and F₉	36		C2^2xF9	288,1030
C₄×PSU₃(𝔽₂)	Direct product of C₄ and PSU₃(𝔽₂)	36	8	C4xPSU(3,2)	288,892
C₂²×PSU₃(𝔽₂)	Direct product of C₂² and PSU₃(𝔽₂)	36		C2^2xPSU(3,2)	288,1032
S₃×D₂₄	Direct product of S₃ and D₂₄	48	4+	S3xD24	288,441
C₆×GL₂(𝔽₃)	Direct product of C₆ and GL₂(𝔽₃)	48		C6xGL(2,3)	288,900
S₃×CSU₂(𝔽₃)	Direct product of S₃ and CSU₂(𝔽₃)	48	4-	S3xCSU(2,3)	288,848
D₈×D₉	Direct product of D₈ and D₉	72	4+	D8xD9	288,120
A₄×C₂₄	Direct product of C₂₄ and A₄	72	3	A4xC24	288,637
SD₁₆×D₉	Direct product of SD₁₆ and D₉	72	4	SD16xD9	288,123
A₄×Dic₆	Direct product of A₄ and Dic₆	72	6-	A4xDic6	288,918
M₄(2)×D₉	Direct product of M₄(2) and D₉	72	4	M4(2)xD9	288,116
C₃×U₂(𝔽₃)	Direct product of C₃ and U₂(𝔽₃)	72	2	C3xU(2,3)	288,400
C₉×2₊¹⁺⁴	Direct product of C₉ and 2₊¹⁺⁴	72	4	C9xES+(2,2)	288,371
C₃²×2₊¹⁺⁴	Direct product of C₃² and 2₊¹⁺⁴	72		C3^2xES+(2,2)	288,1022
S₃×C₄₈	Direct product of C₄₈ and S₃	96	2	S3xC48	288,231
C₃×D₄₈	Direct product of C₃ and D₄₈	96	2	C3xD48	288,233
C₆×D₂₄	Direct product of C₆ and D₂₄	96		C6xD24	288,674
C₁₂×D₁₂	Direct product of C₁₂ and D₁₂	96		C12xD12	288,644
C₃×Dic₂₄	Direct product of C₃ and Dic₂₄	96	2	C3xDic24	288,235
Dic₃×C₂₄	Direct product of C₂₄ and Dic₃	96		Dic3xC24	288,247
S₃×Dic₁₂	Direct product of S₃ and Dic₁₂	96	4-	S3xDic12	288,447
Dic₃×D₁₂	Direct product of Dic₃ and D₁₂	96		Dic3xD12	288,540
C₁₂×Dic₆	Direct product of C₁₂ and Dic₆	96		C12xDic6	288,639
C₆×Dic₁₂	Direct product of C₆ and Dic₁₂	96		C6xDic12	288,676
Dic₃×Dic₆	Direct product of Dic₃ and Dic₆	96		Dic3xDic6	288,490
C₁₂×SL₂(𝔽₃)	Direct product of C₁₂ and SL₂(𝔽₃)	96		C12xSL(2,3)	288,633
C₆×CSU₂(𝔽₃)	Direct product of C₆ and CSU₂(𝔽₃)	96		C6xCSU(2,3)	288,899
Dic₃×SL₂(𝔽₃)	Direct product of Dic₃ and SL₂(𝔽₃)	96		Dic3xSL(2,3)	288,409
C₁₆×D₉	Direct product of C₁₆ and D₉	144	2	C16xD9	288,4
C₉×D₁₆	Direct product of C₉ and D₁₆	144	2	C9xD16	288,61
C₄×D₃₆	Direct product of C₄ and D₃₆	144		C4xD36	288,83
C₂×D₇₂	Direct product of C₂ and D₇₂	144		C2xD72	288,114
D₄×C₃₆	Direct product of C₃₆ and D₄	144		D4xC36	288,168
D₈×C₁₈	Direct product of C₁₈ and D₈	144		D8xC18	288,182
Q₁₆×D₉	Direct product of Q₁₆ and D₉	144	4-	Q16xD9	288,127
C₉×SD₃₂	Direct product of C₉ and SD₃₂	144	2	C9xSD32	288,62
D₄×Dic₉	Direct product of D₄ and Dic₉	144		D4xDic9	288,144
C₄²×D₉	Direct product of C₄² and D₉	144		C4^2xD9	288,81
C₂⁴×D₉	Direct product of C₂⁴ and D₉	144		C2^4xD9	288,839
D₄×C₆²	Direct product of C₆² and D₄	144		D4xC6^2	288,1019
SD₁₆×C₁₈	Direct product of C₁₈ and SD₁₆	144		SD16xC18	288,183
C₃²×D₁₆	Direct product of C₃² and D₁₆	144		C3^2xD16	288,329
C₂²×D₃₆	Direct product of C₂² and D₃₆	144		C2^2xD36	288,354
C₉×M₅(2)	Direct product of C₉ and M₅(2)	144	2	C9xM5(2)	288,60
M₄(2)×C₁₈	Direct product of C₁₈ and M₄(2)	144		M4(2)xC18	288,180
C₃²×SD₃₂	Direct product of C₃² and SD₃₂	144		C3^2xSD32	288,330
C₃²×M₅(2)	Direct product of C₃² and M₅(2)	144		C3^2xM5(2)	288,328
C₉×2_-¹⁺⁴	Direct product of C₉ and 2_-¹⁺⁴	144	4	C9xES-(2,2)	288,372
C₃²×2_-¹⁺⁴	Direct product of C₃² and 2_-¹⁺⁴	144		C3^2xES-(2,2)	288,1023
C₉×Q₃₂	Direct product of C₉ and Q₃₂	288	2	C9xQ32	288,63
Q₈×C₃₆	Direct product of C₃₆ and Q₈	288		Q8xC36	288,169
Q₁₆×C₁₈	Direct product of C₁₈ and Q₁₆	288		Q16xC18	288,184
C₈×Dic₉	Direct product of C₈ and Dic₉	288		C8xDic9	288,21
Q₈×Dic₉	Direct product of Q₈ and Dic₉	288		Q8xDic9	288,155
Q₈×C₆²	Direct product of C₆² and Q₈	288		Q8xC6^2	288,1020
C₄×Dic₁₈	Direct product of C₄ and Dic₁₈	288		C4xDic18	288,78
C₂×Dic₃₆	Direct product of C₂ and Dic₃₆	288		C2xDic36	288,109
C₃²×Q₃₂	Direct product of C₃² and Q₃₂	288		C3^2xQ32	288,331
C₂³×Dic₉	Direct product of C₂³ and Dic₉	288		C2^3xDic9	288,365
C₂²×Dic₁₈	Direct product of C₂² and Dic₁₈	288		C2^2xDic18	288,352
C₂×A₄²	Direct product of C₂, A₄ and A₄	18	9+	C2xA4^2	288,1029
C₂×S₃×S₄	Direct product of C₂, S₃ and S₄; = Aut(S₃×SL₂(𝔽₃))	18	6+	C2xS3xS4	288,1028
S₃²×D₄	Direct product of S₃, S₃ and D₄	24	8+	S3^2xD4	288,958
C₄×S₃≀C₂	Direct product of C₄ and S₃≀C₂	24	4	C4xS3wrC2	288,877
D₄×C₃²⋊C₄	Direct product of D₄ and C₃²⋊C₄	24	8+	D4xC3^2:C4	288,936
C₃×C₂²⋊S₄	Direct product of C₃ and C₂²⋊S₄	24	6	C3xC2^2:S4	288,1035
C₂²×S₃≀C₂	Direct product of C₂² and S₃≀C₂	24		C2^2xS3wrC2	288,1031
C₃×D₄⋊₆D₆	Direct product of C₃ and D₄⋊₆D₆	24	4	C3xD4:6D6	288,994
C₃×C₂⁴⋊C₆	Direct product of C₃ and C₂⁴⋊C₆	24	6	C3xC2^4:C6	288,634
C₂×C₆²⋊C₄	Direct product of C₂ and C₆²⋊C₄	24		C2xC6^2:C4	288,941
C₃×C₂³⋊A₄	Direct product of C₃ and C₂³⋊A₄	24	4	C3xC2^3:A4	288,987
C₃×C₁₂.D₄	Direct product of C₃ and C₁₂.D₄	24	4	C3xC12.D4	288,267
C₃×C₄²⋊₄S₃	Direct product of C₃ and C₄²⋊₄S₃	24	2	C3xC4^2:4S3	288,239
C₃×C₂⁴⋊₄S₃	Direct product of C₃ and C₂⁴⋊₄S₃	24		C3xC2^4:4S3	288,724
C₂×Dic₃⋊D₆	Direct product of C₂ and Dic₃⋊D₆	24		C2xDic3:D6	288,977
C₃×C₂³.₆D₆	Direct product of C₃ and C₂³.₆D₆	24	4	C3xC2^3.6D6	288,240
C₃×C₂³.₇D₆	Direct product of C₃ and C₂³.₇D₆	24	4	C3xC2^3.7D6	288,268
C₃×D₁₂⋊₆C₂²	Direct product of C₃ and D₁₂⋊₆C₂²	24	4	C3xD12:6C2^2	288,703
C₄×S₃×A₄	Direct product of C₄, S₃ and A₄	36	6	C4xS3xA4	288,919
C₂×C₆×S₄	Direct product of C₂×C₆ and S₄	36		C2xC6xS4	288,1033
C₃×D₄×A₄	Direct product of C₃, D₄ and A₄	36	6	C3xD4xA4	288,980
C₃×C₄⋊S₄	Direct product of C₃ and C₄⋊S₄	36	6	C3xC4:S4	288,898
C₄×C₃⋊S₄	Direct product of C₄ and C₃⋊S₄	36	6	C4xC3:S4	288,908
A₄×C₃⋊D₄	Direct product of A₄ and C₃⋊D₄	36	6	A4xC3:D4	288,928
S₃×A₄⋊C₄	Direct product of S₃ and A₄⋊C₄	36	6	S3xA4:C4	288,856
C₄×C₃.S₄	Direct product of C₄ and C₃.S₄	36	6	C4xC3.S4	288,333
C₂×C₄²⋊C₉	Direct product of C₂ and C₄²⋊C₉	36	3	C2xC4^2:C9	288,71
S₃×C₄²⋊C₃	Direct product of S₃ and C₄²⋊C₃	36	6	S3xC4^2:C3	288,407
C₆×C₄²⋊C₃	Direct product of C₆ and C₄²⋊C₃	36	3	C6xC4^2:C3	288,632
C₂²×S₃×A₄	Direct product of C₂², S₃ and A₄	36		C2^2xS3xA4	288,1037
D₄×C₃.A₄	Direct product of D₄ and C₃.A₄	36	6	D4xC3.A4	288,344
C₃×A₄⋊D₄	Direct product of C₃ and A₄⋊D₄	36	6	C3xA4:D4	288,906
C₃×C₄²⋊S₃	Direct product of C₃ and C₄²⋊S₃	36	3	C3xC4^2:S3	288,397
C₂²×C₃⋊S₄	Direct product of C₂² and C₃⋊S₄	36		C2^2xC3:S4	288,1034
S₃×C₂²⋊A₄	Direct product of S₃ and C₂²⋊A₄	36		S3xC2^2:A4	288,1038
C₆×C₂²⋊A₄	Direct product of C₆ and C₂²⋊A₄	36		C6xC2^2:A4	288,1042
C₂×C₂⁴⋊C₉	Direct product of C₂ and C₂⁴⋊C₉	36		C2xC2^4:C9	288,838
C₂²×C₃.S₄	Direct product of C₂² and C₃.S₄	36		C2^2xC3.S4	288,835
C₃×C₂³.A₄	Direct product of C₃ and C₂³.A₄	36	6	C3xC2^3.A4	288,636
C₃×C₂³.₃A₄	Direct product of C₃ and C₂³.₃A₄	36	6	C3xC2^3.3A4	288,230
S₃²×C₈	Direct product of C₈, S₃ and S₃	48	4	S3^2xC8	288,437
C₃×S₃×D₈	Direct product of C₃, S₃ and D₈	48	4	C3xS3xD8	288,681
S₃×C₆×D₄	Direct product of C₆, S₃ and D₄	48		S3xC6xD4	288,992
S₃²×Q₈	Direct product of S₃, S₃ and Q₈	48	8-	S3^2xQ8	288,965
C₂×S₃×D₁₂	Direct product of C₂, S₃ and D₁₂	48		C2xS3xD12	288,951
S₃×C₈⋊S₃	Direct product of S₃ and C₈⋊S₃	48	4	S3xC8:S3	288,438
S₃×D₆⋊C₄	Direct product of S₃ and D₆⋊C₄	48		S3xD6:C4	288,568
S₃×D₄⋊S₃	Direct product of S₃ and D₄⋊S₃	48	8+	S3xD4:S3	288,572
C₆×D₄⋊S₃	Direct product of C₆ and D₄⋊S₃	48		C6xD4:S3	288,702
S₃²×C₂³	Direct product of C₂³, S₃ and S₃	48		S3^2xC2^3	288,1040
S₃×C₄.A₄	Direct product of S₃ and C₄.A₄	48	4	S3xC4.A4	288,925
C₃×C₈⋊D₆	Direct product of C₃ and C₈⋊D₆	48	4	C3xC8:D6	288,679
C₃×C₃⋊D₁₆	Direct product of C₃ and C₃⋊D₁₆	48	4	C3xC3:D16	288,260
C₁₂×C₃⋊D₄	Direct product of C₁₂ and C₃⋊D₄	48		C12xC3:D4	288,699
C₈×C₃²⋊C₄	Direct product of C₈ and C₃²⋊C₄	48	4	C8xC3^2:C4	288,414
C₃×S₃×SD₁₆	Direct product of C₃, S₃ and SD₁₆	48	4	C3xS3xSD16	288,684
C₃×D₄×Dic₃	Direct product of C₃, D₄ and Dic₃	48		C3xD4xDic3	288,705
C₂×C₃²⋊D₈	Direct product of C₂ and C₃²⋊D₈	48		C2xC3^2:D8	288,883
S₃×C₂₄⋊C₂	Direct product of S₃ and C₂₄⋊C₂	48	4	S3xC24:C2	288,440
Q₈×C₃²⋊C₄	Direct product of Q₈ and C₃²⋊C₄	48	8-	Q8xC3^2:C4	288,938
C₃×C₈○D₁₂	Direct product of C₃ and C₈○D₁₂	48	2	C3xC8oD12	288,672
C₃×C₄○D₂₄	Direct product of C₃ and C₄○D₂₄	48	2	C3xC4oD24	288,675
S₃×C₄○D₁₂	Direct product of S₃ and C₄○D₁₂	48	4	S3xC4oD12	288,953
C₆×C₄○D₁₂	Direct product of C₆ and C₄○D₁₂	48		C6xC4oD12	288,991
C₃×D₄○D₁₂	Direct product of C₃ and D₄○D₁₂	48	4	C3xD4oD12	288,999
C₃×D₆⋊D₄	Direct product of C₃ and D₆⋊D₄	48		C3xD6:D4	288,653
C₃×D₈⋊S₃	Direct product of C₃ and D₈⋊S₃	48	4	C3xD8:S3	288,682
C₃×D₄⋊D₆	Direct product of C₃ and D₄⋊D₆	48	4	C3xD4:D6	288,720
C₂×D₆⋊D₆	Direct product of C₂ and D₆⋊D₆	48		C2xD6:D6	288,952
C₂×C₃⋊D₂₄	Direct product of C₂ and C₃⋊D₂₄	48		C2xC3:D24	288,472
C₄×C₃⋊D₁₂	Direct product of C₄ and C₃⋊D₁₂	48		C4xC3:D12	288,551
C₃×D₈.S₃	Direct product of C₃ and D₈.S₃	48	4	C3xD8.S3	288,261
S₃×D₄.S₃	Direct product of S₃ and D₄.S₃	48	8-	S3xD4.S3	288,576
C₆×D₄.S₃	Direct product of C₆ and D₄.S₃	48		C6xD4.S3	288,704
C₃×D₄.A₄	Direct product of C₃ and D₄.A₄	48	4	C3xD4.A4	288,985
C₃×Q₈○D₁₂	Direct product of C₃ and Q₈○D₁₂	48	4	C3xQ8oD12	288,1000
C₄×C₆.D₆	Direct product of C₄ and C₆.D₆	48		C4xC6.D6	288,530
S₃×C₆.D₄	Direct product of S₃ and C₆.D₄	48		S3xC6.D4	288,616
C₃×C₈.D₆	Direct product of C₃ and C₈.D₆	48	4	C3xC8.D6	288,680
C₆×C₆.D₄	Direct product of C₆ and C₆.D₄	48		C6xC6.D4	288,723
Dic₃×C₃⋊D₄	Direct product of Dic₃ and C₃⋊D₄	48		Dic3xC3:D4	288,620
C₃×S₃×M₄(2)	Direct product of C₃, S₃ and M₄(2)	48	4	C3xS3xM4(2)	288,677
C₃×C₁₂.C₈	Direct product of C₃ and C₁₂.C₈	48	2	C3xC12.C8	288,246
C₃×C₂₄.C₄	Direct product of C₃ and C₂₄.C₄	48	2	C3xC24.C4	288,253
C₃×D₁₂⋊C₄	Direct product of C₃ and D₁₂⋊C₄	48	4	C3xD12:C4	288,259
C₃×D₈⋊₃S₃	Direct product of C₃ and D₈⋊₃S₃	48	4	C3xD8:3S3	288,683
C₃×D₆⋊₃D₄	Direct product of C₃ and D₆⋊₃D₄	48		C3xD6:3D4	288,709
C₂×D₁₂⋊S₃	Direct product of C₂ and D₁₂⋊S₃	48		C2xD12:S3	288,944
S₃×D₄⋊₂S₃	Direct product of S₃ and D₄⋊₂S₃	48	8-	S3xD4:2S3	288,959
C₆×D₄⋊₂S₃	Direct product of C₆ and D₄⋊₂S₃	48		C6xD4:2S3	288,993
C₃×C₁₂⋊₇D₄	Direct product of C₃ and C₁₂⋊₇D₄	48		C3xC12:7D4	288,701
C₃×C₁₂⋊₃D₄	Direct product of C₃ and C₁₂⋊₃D₄	48		C3xC12:3D4	288,711
C₃×C₄.₆S₄	Direct product of C₃ and C₄.₆S₄	48	2	C3xC4.6S4	288,903
C₃×C₄.₃S₄	Direct product of C₃ and C₄.₃S₄	48	4	C3xC4.3S4	288,904
C₂×C₆.₆S₄	Direct product of C₂ and C₆.₆S₄	48		C2xC6.6S4	288,911
C₃×D₁₂.C₄	Direct product of C₃ and D₁₂.C₄	48	4	C3xD12.C4	288,678
C₃×C₄²⋊C₆	Direct product of C₃ and C₄²⋊C₆	48	6	C3xC4^2:C6	288,635
S₃×Q₈⋊₂S₃	Direct product of S₃ and Q₈⋊₂S₃	48	8+	S3xQ8:2S3	288,586
C₃×Q₈⋊₃D₆	Direct product of C₃ and Q₈⋊₃D₆	48	4	C3xQ8:3D6	288,685
S₃×Q₈⋊₃S₃	Direct product of S₃ and Q₈⋊₃S₃	48	8+	S3xQ8:3S3	288,966
C₃×D₄.D₆	Direct product of C₃ and D₄.D₆	48	4	C3xD4.D6	288,686
C₂×D₆.D₆	Direct product of C₂ and D₆.D₆	48		C2xD6.D6	288,948
C₂×C₆.D₁₂	Direct product of C₂ and C₆.D₁₂	48		C2xC6.D12	288,611
C₂³×C₃²⋊C₄	Direct product of C₂³ and C₃²⋊C₄	48		C2^3xC3^2:C4	288,1039
S₃×C₄.Dic₃	Direct product of S₃ and C₄.Dic₃	48	4	S3xC4.Dic3	288,461
C₆×C₄.Dic₃	Direct product of C₆ and C₄.Dic₃	48		C6xC4.Dic3	288,692
C₃×Q₈.D₆	Direct product of C₃ and Q₈.D₆	48	4	C3xQ8.D6	288,901
C₂×S₃×SL₂(𝔽₃)	Direct product of C₂, S₃ and SL₂(𝔽₃)	48		C2xS3xSL(2,3)	288,922
C₃×D₄⋊Dic₃	Direct product of C₃ and D₄⋊Dic₃	48		C3xD4:Dic3	288,266
C₃×Dic₃⋊D₄	Direct product of C₃ and Dic₃⋊D₄	48		C3xDic3:D4	288,655
C₂×D₆.₆D₆	Direct product of C₂ and D₆.₆D₆	48		C2xD6.6D6	288,949
C₂×D₆.₃D₆	Direct product of C₂ and D₆.₃D₆	48		C2xD6.3D6	288,970
C₂×D₆.₄D₆	Direct product of C₂ and D₆.₄D₆	48		C2xD6.4D6	288,971
C₃×C₂³⋊₂D₆	Direct product of C₃ and C₂³⋊₂D₆	48		C3xC2^3:2D6	288,708
C₂²×C₃⋊D₁₂	Direct product of C₂² and C₃⋊D₁₂	48		C2^2xC3:D12	288,974
C₃×D₄.Dic₃	Direct product of C₃ and D₄.Dic₃	48	4	C3xD4.Dic3	288,719
C₂×C₆².C₄	Direct product of C₂ and C₆².C₄	48		C2xC6^2.C4	288,940
C₃×Q₈.₇D₆	Direct product of C₃ and Q₈.₇D₆	48	4	C3xQ8.7D6	288,687
C₂²×C₆.D₆	Direct product of C₂² and C₆.D₆	48		C2^2xC6.D6	288,972
C₃×Q₈⋊₃Dic₃	Direct product of C₃ and Q₈⋊₃Dic₃	48	4	C3xQ8:3Dic3	288,271
C₃×Dic₃⋊₄D₄	Direct product of C₃ and Dic₃⋊₄D₄	48		C3xDic3:4D4	288,652
C₃×C₁₂.₅₃D₄	Direct product of C₃ and C₁₂.₅₃D₄	48	4	C3xC12.53D4	288,256
C₃×C₁₂.₄₆D₄	Direct product of C₃ and C₁₂.₄₆D₄	48	4	C3xC12.46D4	288,257
C₃×C₁₂.₄₇D₄	Direct product of C₃ and C₁₂.₄₇D₄	48	4	C3xC12.47D4	288,258
C₃×C₁₂.₅₅D₄	Direct product of C₃ and C₁₂.₅₅D₄	48		C3xC12.55D4	288,264
C₃×C₁₂.₁₀D₄	Direct product of C₃ and C₁₂.₁₀D₄	48	4	C3xC12.10D4	288,270
C₂×C₁₂.₂₉D₆	Direct product of C₂ and C₁₂.₂₉D₆	48		C2xC12.29D6	288,464
C₂×C₁₂.₃₁D₆	Direct product of C₂ and C₁₂.₃₁D₆	48		C2xC12.31D6	288,468
C₃×C₁₂.₄₈D₄	Direct product of C₃ and C₁₂.₄₈D₄	48		C3xC12.48D4	288,695
C₃×Q₈.₁₁D₆	Direct product of C₃ and Q₈.₁₁D₆	48	4	C3xQ8.11D6	288,713
C₃×Q₈.₁₃D₆	Direct product of C₃ and Q₈.₁₃D₆	48	4	C3xQ8.13D6	288,721
C₃×Q₈.₁₄D₆	Direct product of C₃ and Q₈.₁₄D₆	48	4	C3xQ8.14D6	288,722
C₃×Q₈.₁₅D₆	Direct product of C₃ and Q₈.₁₅D₆	48	4	C3xQ8.15D6	288,997
C₃×Dic₃.D₄	Direct product of C₃ and Dic₃.D₄	48		C3xDic3.D4	288,649
C₂×Dic₃.D₆	Direct product of C₂ and Dic₃.D₆	48		C2xDic3.D6	288,947
C₃×C₂³.₈D₆	Direct product of C₃ and C₂³.₈D₆	48		C3xC2^3.8D6	288,650
C₃×C₂³.₉D₆	Direct product of C₃ and C₂³.₉D₆	48		C3xC2^3.9D6	288,654
C₂×C₃²⋊₅SD₁₆	Direct product of C₂ and C₃²⋊₅SD₁₆	48		C2xC3^2:5SD16	288,480
C₂×C₃²⋊₂SD₁₆	Direct product of C₂ and C₃²⋊₂SD₁₆	48		C2xC3^2:2SD16	288,886
C₂×C₃²⋊M₄(2)	Direct product of C₂ and C₃²⋊M₄(2)	48		C2xC3^2:M4(2)	288,930
C₃×C₂³.₁₆D₆	Direct product of C₃ and C₂³.₁₆D₆	48		C3xC2^3.16D6	288,648
C₃×C₂³.₁₁D₆	Direct product of C₃ and C₂³.₁₁D₆	48		C3xC2^3.11D6	288,656
C₃×C₂³.₂₁D₆	Direct product of C₃ and C₂³.₂₁D₆	48		C3xC2^3.21D6	288,657
C₃×C₂³.₂₆D₆	Direct product of C₃ and C₂³.₂₆D₆	48		C3xC2^3.26D6	288,697
C₃×C₂³.₂₈D₆	Direct product of C₃ and C₂³.₂₈D₆	48		C3xC2^3.28D6	288,700
C₃×C₂³.₂₃D₆	Direct product of C₃ and C₂³.₂₃D₆	48		C3xC2^3.23D6	288,706
C₃×C₂³.₁₂D₆	Direct product of C₃ and C₂³.₁₂D₆	48		C3xC2^3.12D6	288,707
C₃×C₂³.₁₄D₆	Direct product of C₃ and C₂³.₁₄D₆	48		C3xC2^3.14D6	288,710
C₂×C₂.PSU₃(𝔽₂)	Direct product of C₂ and C₂.PSU₃(𝔽₂)	48		C2xC2.PSU(3,2)	288,894
A₄×C₃⋊C₈	Direct product of A₄ and C₃⋊C₈	72	6	A4xC3:C8	288,408
C₂×D₄×D₉	Direct product of C₂, D₄ and D₉	72		C2xD4xD9	288,356
C₃×Q₈×A₄	Direct product of C₃, Q₈ and A₄	72	6	C3xQ8xA4	288,982
A₄×C₂×C₁₂	Direct product of C₂×C₁₂ and A₄	72		A4xC2xC12	288,979
D₈×C₃⋊S₃	Direct product of D₈ and C₃⋊S₃	72		D8xC3:S3	288,767
C₉×C₄≀C₂	Direct product of C₉ and C₄≀C₂	72	2	C9xC4wrC2	288,54
C₃×A₄⋊C₈	Direct product of C₃ and A₄⋊C₈	72	3	C3xA4:C8	288,398
C₆×A₄⋊C₄	Direct product of C₆ and A₄⋊C₄	72		C6xA4:C4	288,905
C₈×C₃.A₄	Direct product of C₈ and C₃.A₄	72	3	C8xC3.A4	288,76
C₄○D₄×D₉	Direct product of C₄○D₄ and D₉	72	4	C4oD4xD9	288,362
C₃×A₄⋊Q₈	Direct product of C₃ and A₄⋊Q₈	72	6	C3xA4:Q8	288,896
A₄×C₂²×C₆	Direct product of C₂²×C₆ and A₄	72		A4xC2^2xC6	288,1041
C₂×Dic₃×A₄	Direct product of C₂, Dic₃ and A₄	72		C2xDic3xA4	288,927
Q₈×C₃.A₄	Direct product of Q₈ and C₃.A₄	72	6	Q8xC3.A4	288,346
C₂×C₆.S₄	Direct product of C₂ and C₆.S₄	72		C2xC6.S4	288,341
C₉×C₂³⋊C₄	Direct product of C₉ and C₂³⋊C₄	72	4	C9xC2^3:C4	288,49
C₉×C₈⋊C₂²	Direct product of C₉ and C₈⋊C₂²	72	4	C9xC8:C2^2	288,186
SD₁₆×C₃⋊S₃	Direct product of SD₁₆ and C₃⋊S₃	72		SD16xC3:S3	288,770
C₃×Q₈⋊A₄	Direct product of C₃ and Q₈⋊A₄	72	6	C3xQ8:A4	288,986
C₂²⋊C₄×D₉	Direct product of C₂²⋊C₄ and D₉	72		C2^2:C4xD9	288,90
C₉×C₄.D₄	Direct product of C₉ and C₄.D₄	72	4	C9xC4.D4	288,50
C₃×Q₈.A₄	Direct product of C₃ and Q₈.A₄	72	4	C3xQ8.A4	288,984
C₉×C₂²≀C₂	Direct product of C₉ and C₂²≀C₂	72		C9xC2^2wrC2	288,170
C₃²×C₄≀C₂	Direct product of C₃² and C₄≀C₂	72		C3^2xC4wrC2	288,322
C₂×C₆.₇S₄	Direct product of C₂ and C₆.₇S₄	72		C2xC6.7S4	288,916
M₄(2)×C₃⋊S₃	Direct product of M₄(2) and C₃⋊S₃	72		M4(2)xC3:S3	288,763
C₂³×C₃.A₄	Direct product of C₂³ and C₃.A₄	72		C2^3xC3.A4	288,837
C₃²×C₂³⋊C₄	Direct product of C₃² and C₂³⋊C₄	72		C3^2xC2^3:C4	288,317
C₃²×C₈⋊C₂²	Direct product of C₃² and C₈⋊C₂²	72		C3^2xC8:C2^2	288,833
C₃²×C₄.D₄	Direct product of C₃² and C₄.D₄	72		C3^2xC4.D4	288,318
C₃²×C₂²≀C₂	Direct product of C₃² and C₂²≀C₂	72		C3^2xC2^2wrC2	288,817
C₃×C₃⋊C₃₂	Direct product of C₃ and C₃⋊C₃₂	96	2	C3xC3:C32	288,64
C₁₂×C₃⋊C₈	Direct product of C₁₂ and C₃⋊C₈	96		C12xC3:C8	288,236
C₆×C₃⋊C₁₆	Direct product of C₆ and C₃⋊C₁₆	96		C6xC3:C16	288,245
S₃×C₆×Q₈	Direct product of C₆, S₃ and Q₈	96		S3xC6xQ8	288,995
S₃×C₃⋊C₁₆	Direct product of S₃ and C₃⋊C₁₆	96	4	S3xC3:C16	288,189
S₃×C₄×C₁₂	Direct product of C₄×C₁₂ and S₃	96		S3xC4xC12	288,642
S₃×C₂×C₂₄	Direct product of C₂×C₂₄ and S₃	96		S3xC2xC24	288,670
C₂×C₆×D₁₂	Direct product of C₂×C₆ and D₁₂	96		C2xC6xD12	288,990
C₃×S₃×Q₁₆	Direct product of C₃, S₃ and Q₁₆	96	4	C3xS3xQ16	288,688
C₆×C₈⋊S₃	Direct product of C₆ and C₈⋊S₃	96		C6xC8:S3	288,671
C₃×D₆⋊C₈	Direct product of C₃ and D₆⋊C₈	96		C3xD6:C8	288,254
C₆×D₆⋊C₄	Direct product of C₆ and D₆⋊C₄	96		C6xD6:C4	288,698
C₃×C₈.A₄	Direct product of C₃ and C₈.A₄	96	2	C3xC8.A4	288,638
C₆×C₄.A₄	Direct product of C₆ and C₄.A₄	96		C6xC4.A4	288,983
C₂×Dic₃²	Direct product of C₂, Dic₃ and Dic₃	96		C2xDic3^2	288,602
C₃×C₁₂⋊Q₈	Direct product of C₃ and C₁₂⋊Q₈	96		C3xC12:Q8	288,659
S₃×C₂³×C₆	Direct product of C₂³×C₆ and S₃	96		S3xC2^3xC6	288,1043
Dic₃×C₃⋊C₈	Direct product of Dic₃ and C₃⋊C₈	96		Dic3xC3:C8	288,200
C₄×S₃×Dic₃	Direct product of C₄, S₃ and Dic₃	96		C4xS3xDic3	288,523
C₃×Q₈×Dic₃	Direct product of C₃, Q₈ and Dic₃	96		C3xQ8xDic3	288,716
C₂×S₃×Dic₆	Direct product of C₂, S₃ and Dic₆	96		C2xS3xDic6	288,942
C₂×C₆×Dic₆	Direct product of C₂×C₆ and Dic₆	96		C2xC6xDic6	288,988
C₃×C₄₈⋊C₂	Direct product of C₃ and C₄₈⋊C₂	96	2	C3xC48:C2	288,234
C₃×C₁₂⋊C₈	Direct product of C₃ and C₁₂⋊C₈	96		C3xC12:C8	288,238
C₃×C₂₄⋊C₄	Direct product of C₃ and C₂₄⋊C₄	96		C3xC24:C4	288,249
C₃×C₃⋊Q₃₂	Direct product of C₃ and C₃⋊Q₃₂	96	4	C3xC3:Q32	288,263
S₃×C₃⋊Q₁₆	Direct product of S₃ and C₃⋊Q₁₆	96	8-	S3xC3:Q16	288,590
C₆×C₂₄⋊C₂	Direct product of C₆ and C₂₄⋊C₂	96		C6xC24:C2	288,673
C₆×C₃⋊Q₁₆	Direct product of C₆ and C₃⋊Q₁₆	96		C6xC3:Q16	288,714
C₂×C₂.F₉	Direct product of C₂ and C₂.F₉	96		C2xC2.F9	288,865
C₄×D₆⋊S₃	Direct product of C₄ and D₆⋊S₃	96		C4xD6:S3	288,549
C₃×C₄⋊D₁₂	Direct product of C₃ and C₄⋊D₁₂	96		C3xC4:D12	288,645
C₃×C₁₂⋊D₄	Direct product of C₃ and C₁₂⋊D₄	96		C3xC12:D4	288,666
C₃×C₄.S₄	Direct product of C₃ and C₄.S₄	96	4	C3xC4.S4	288,902
C₃×D₆.C₈	Direct product of C₃ and D₆.C₈	96	2	C3xD6.C8	288,232
S₃×C₂²×C₁₂	Direct product of C₂²×C₁₂ and S₃	96		S3xC2^2xC12	288,989
S₃×C₄⋊Dic₃	Direct product of S₃ and C₄⋊Dic₃	96		S3xC4:Dic3	288,537
C₆×C₄⋊Dic₃	Direct product of C₆ and C₄⋊Dic₃	96		C6xC4:Dic3	288,696
C₃×D₆⋊Q₈	Direct product of C₃ and D₆⋊Q₈	96		C3xD6:Q8	288,667
Dic₃×C₂×C₁₂	Direct product of C₂×C₁₂ and Dic₃	96		Dic3xC2xC12	288,693
C₃×C₂₄⋊₁C₄	Direct product of C₃ and C₂₄⋊₁C₄	96		C3xC24:1C4	288,252
C₃×C₆.D₈	Direct product of C₃ and C₆.D₈	96		C3xC6.D8	288,243
C₂×C₃²⋊Q₁₆	Direct product of C₂ and C₃²⋊Q₁₆	96		C2xC3^2:Q16	288,888
C₃×D₂₄⋊C₂	Direct product of C₃ and D₂₄⋊C₂	96	4	C3xD24:C2	288,690
C₂×C₆.₅S₄	Direct product of C₂ and C₆.₅S₄	96		C2xC6.5S4	288,910
C₃×Dic₃⋊C₈	Direct product of C₃ and Dic₃⋊C₈	96		C3xDic3:C8	288,248
C₃×Q₈⋊Dic₃	Direct product of C₃ and Q₈⋊Dic₃	96		C3xQ8:Dic3	288,399
S₃×Dic₃⋊C₄	Direct product of S₃ and Dic₃⋊C₄	96		S3xDic3:C4	288,524
C₂×D₆⋊Dic₃	Direct product of C₂ and D₆⋊Dic₃	96		C2xD6:Dic3	288,608
C₆×Dic₃⋊C₄	Direct product of C₆ and Dic₃⋊C₄	96		C6xDic3:C4	288,694
C₄×C₃²⋊₂C₈	Direct product of C₄ and C₃²⋊₂C₈	96		C4xC3^2:2C8	288,423
C₃×Q₁₆⋊S₃	Direct product of C₃ and Q₁₆⋊S₃	96	4	C3xQ16:S3	288,689
C₆×Q₈⋊₂S₃	Direct product of C₆ and Q₈⋊₂S₃	96		C6xQ8:2S3	288,712
C₃×D₆⋊₃Q₈	Direct product of C₃ and D₆⋊₃Q₈	96		C3xD6:3Q8	288,717
C₆×Q₈⋊₃S₃	Direct product of C₆ and Q₈⋊₃S₃	96		C6xQ8:3S3	288,996
C₃×C₁₂⋊₂Q₈	Direct product of C₃ and C₁₂⋊₂Q₈	96		C3xC12:2Q8	288,640
C₃×D₆.D₄	Direct product of C₃ and D₆.D₄	96		C3xD6.D4	288,665
C₃×C₈⋊Dic₃	Direct product of C₃ and C₈⋊Dic₃	96		C3xC8:Dic3	288,251
C₃×C₂.D₂₄	Direct product of C₃ and C₂.D₂₄	96		C3xC2.D24	288,255
C₃×C₈.₆D₆	Direct product of C₃ and C₈.₆D₆	96	4	C3xC8.6D6	288,262
C₃×C₄.D₁₂	Direct product of C₃ and C₄.D₁₂	96		C3xC4.D12	288,668
C₂×C₃²⋊₂D₈	Direct product of C₂ and C₃²⋊₂D₈	96		C2xC3^2:2D8	288,469
C₃×C₆.Q₁₆	Direct product of C₃ and C₆.Q₁₆	96		C3xC6.Q16	288,241
C₃×C₁₂.Q₈	Direct product of C₃ and C₁₂.Q₈	96		C3xC12.Q8	288,242
C₂×D₁₂⋊₅S₃	Direct product of C₂ and D₁₂⋊₅S₃	96		C2xD12:5S3	288,943
C₂²×S₃×Dic₃	Direct product of C₂², S₃ and Dic₃	96		C2^2xS3xDic3	288,969
Dic₃×C₂²×C₆	Direct product of C₂²×C₆ and Dic₃	96		Dic3xC2^2xC6	288,1001
C₄×C₃²⋊₂Q₈	Direct product of C₄ and C₃²⋊₂Q₈	96		C4xC3^2:2Q8	288,565
C₃×C₄²⋊₂S₃	Direct product of C₃ and C₄²⋊₂S₃	96		C3xC4^2:2S3	288,643
C₃×C₄²⋊₇S₃	Direct product of C₃ and C₄²⋊₇S₃	96		C3xC4^2:7S3	288,646
C₃×C₄²⋊₃S₃	Direct product of C₃ and C₄²⋊₃S₃	96		C3xC4^2:3S3	288,647
C₂×C₃²⋊₂C₁₆	Direct product of C₂ and C₃²⋊₂C₁₆	96		C2xC3^2:2C16	288,420
C₂×C₆×SL₂(𝔽₃)	Direct product of C₂×C₆ and SL₂(𝔽₃)	96		C2xC6xSL(2,3)	288,981
C₂×Dic₆⋊S₃	Direct product of C₂ and Dic₆⋊S₃	96		C2xDic6:S3	288,474
C₃×Dic₆⋊C₄	Direct product of C₃ and Dic₆⋊C₄	96		C3xDic6:C4	288,658
C₃×Dic₃⋊Q₈	Direct product of C₃ and Dic₃⋊Q₈	96		C3xDic3:Q8	288,715
C₂×D₁₂.S₃	Direct product of C₂ and D₁₂.S₃	96		C2xD12.S3	288,476
C₂²×D₆⋊S₃	Direct product of C₂² and D₆⋊S₃	96		C2^2xD6:S3	288,973
C₂×D₆.Dic₃	Direct product of C₂ and D₆.Dic₃	96		C2xD6.Dic3	288,467
C₃×Dic₃.Q₈	Direct product of C₃ and Dic₃.Q₈	96		C3xDic3.Q8	288,660
C₂×Dic₃.A₄	Direct product of C₂ and Dic₃.A₄	96		C2xDic3.A4	288,921
C₃×C₄².S₃	Direct product of C₃ and C₄².S₃	96		C3xC4^2.S3	288,237
C₃×C₆.C₄²	Direct product of C₃ and C₆.C₄²	96		C3xC6.C4^2	288,265
C₃×C₁₂.₆Q₈	Direct product of C₃ and C₁₂.₆Q₈	96		C3xC12.6Q8	288,641
C₃×C₆.SD₁₆	Direct product of C₃ and C₆.SD₁₆	96		C3xC6.SD16	288,244
C₃×C₄.Dic₆	Direct product of C₃ and C₄.Dic₆	96		C3xC4.Dic6	288,661
C₂×C₃²⋊₂Q₁₆	Direct product of C₂ and C₃²⋊₂Q₁₆	96		C2xC3^2:2Q16	288,482
C₂×C₃²⋊₃Q₁₆	Direct product of C₂ and C₃²⋊₃Q₁₆	96		C2xC3^2:3Q16	288,483
C₂×Dic₃⋊Dic₃	Direct product of C₂ and Dic₃⋊Dic₃	96		C2xDic3:Dic3	288,613
C₃×Q₈⋊₂Dic₃	Direct product of C₃ and Q₈⋊₂Dic₃	96		C3xQ8:2Dic3	288,269
C₃×Dic₃⋊₅D₄	Direct product of C₃ and Dic₃⋊₅D₄	96		C3xDic3:5D4	288,664
C₃×C₁₂.₂₃D₄	Direct product of C₃ and C₁₂.₂₃D₄	96		C3xC12.23D4	288,718
C₂²×C₃²⋊₂C₈	Direct product of C₂² and C₃²⋊₂C₈	96		C2^2xC3^2:2C8	288,939
C₃×C₂.Dic₁₂	Direct product of C₃ and C₂.Dic₁₂	96		C3xC2.Dic12	288,250
C₂²×C₃²⋊₂Q₈	Direct product of C₂² and C₃²⋊₂Q₈	96		C2^2xC3^2:2Q8	288,975
C₂×C₆².C₂²	Direct product of C₂ and C₆².C₂²	96		C2xC6^2.C2^2	288,615
C₂×C₈×D₉	Direct product of C₂×C₈ and D₉	144		C2xC8xD9	288,110
D₈×C₃×C₆	Direct product of C₃×C₆ and D₈	144		D8xC3xC6	288,829
C₂×Q₈×D₉	Direct product of C₂, Q₈ and D₉	144		C2xQ8xD9	288,359
C₄⋊C₄×D₉	Direct product of C₄⋊C₄ and D₉	144		C4:C4xD9	288,101
D₄×C₂×C₁₈	Direct product of C₂×C₁₈ and D₄	144		D4xC2xC18	288,368
D₄×C₃×C₁₂	Direct product of C₃×C₁₂ and D₄	144		D4xC3xC12	288,815
C₄×C₉⋊D₄	Direct product of C₄ and C₉⋊D₄	144		C4xC9:D4	288,138
C₁₆×C₃⋊S₃	Direct product of C₁₆ and C₃⋊S₃	144		C16xC3:S3	288,272
C₂×D₄⋊D₉	Direct product of C₂ and D₄⋊D₉	144		C2xD4:D9	288,142
C₉×C₈○D₄	Direct product of C₉ and C₈○D₄	144	2	C9xC8oD4	288,181
C₉×C₄○D₈	Direct product of C₉ and C₄○D₈	144	2	C9xC4oD8	288,185
C₂×C₈⋊D₉	Direct product of C₂ and C₈⋊D₉	144		C2xC8:D9	288,111
C₉×C₄⋊D₄	Direct product of C₉ and C₄⋊D₄	144		C9xC4:D4	288,171
C₂×Q₈⋊D₉	Direct product of C₂ and Q₈⋊D₉	144		C2xQ8:D9	288,336
Q₁₆×C₃⋊S₃	Direct product of Q₁₆ and C₃⋊S₃	144		Q16xC3:S3	288,774
SD₁₆×C₃×C₆	Direct product of C₃×C₆ and SD₁₆	144		SD16xC3xC6	288,830
C₂×C₇₂⋊C₂	Direct product of C₂ and C₇₂⋊C₂	144		C2xC72:C2	288,113
C₂²×C₄×D₉	Direct product of C₂²×C₄ and D₉	144		C2^2xC4xD9	288,353
C₄×C₁₂⋊S₃	Direct product of C₄ and C₁₂⋊S₃	144		C4xC12:S3	288,730
C₂×C₂₄⋊S₃	Direct product of C₂ and C₂₄⋊S₃	144		C2xC24:S3	288,757
C₂×D₁₈⋊C₄	Direct product of C₂ and D₁₈⋊C₄	144		C2xD18:C4	288,137
C₄○D₄×C₁₈	Direct product of C₁₈ and C₄○D₄	144		C4oD4xC18	288,370
C₉×D₄⋊C₄	Direct product of C₉ and D₄⋊C₄	144		C9xD4:C4	288,52
C₉×C₈.C₄	Direct product of C₉ and C₈.C₄	144	2	C9xC8.C4	288,58
C₉×C₄⋊₁D₄	Direct product of C₉ and C₄⋊₁D₄	144		C9xC4:1D4	288,177
C₉×C₂²⋊C₈	Direct product of C₉ and C₂²⋊C₈	144		C9xC2^2:C8	288,48
C₄²×C₃⋊S₃	Direct product of C₄² and C₃⋊S₃	144		C4^2xC3:S3	288,728
C₂⁴×C₃⋊S₃	Direct product of C₂⁴ and C₃⋊S₃	144		C2^4xC3:S3	288,1044
C₂×D₄.D₉	Direct product of C₂ and D₄.D₉	144		C2xD4.D9	288,141
D₄×C₃⋊Dic₃	Direct product of D₄ and C₃⋊Dic₃	144		D4xC3:Dic3	288,791
C₂×C₂₄⋊₂S₃	Direct product of C₂ and C₂₄⋊₂S₃	144		C2xC24:2S3	288,759
C₂²×C₉⋊D₄	Direct product of C₂² and C₉⋊D₄	144		C2^2xC9:D4	288,366
M₄(2)×C₃×C₆	Direct product of C₃×C₆ and M₄(2)	144		M4(2)xC3xC6	288,827
C₉×C₂²⋊Q₈	Direct product of C₉ and C₂²⋊Q₈	144		C9xC2^2:Q8	288,172
C₂×D₄⋊₂D₉	Direct product of C₂ and D₄⋊₂D₉	144		C2xD4:2D9	288,357
C₂²⋊C₄×C₁₈	Direct product of C₁₈ and C₂²⋊C₄	144		C2^2:C4xC18	288,165
C₉×C₄²⋊C₂	Direct product of C₉ and C₄²⋊C₂	144		C9xC4^2:C2	288,167
C₂×Q₈⋊₂D₉	Direct product of C₂ and Q₈⋊₂D₉	144		C2xQ8:2D9	288,152
C₂×Q₈⋊₃D₉	Direct product of C₂ and Q₈⋊₃D₉	144		C2xQ8:3D9	288,360
C₂×C₁₈.D₄	Direct product of C₂ and C₁₈.D₄	144		C2xC18.D4	288,162
C₉×C₄.₄D₄	Direct product of C₉ and C₄.₄D₄	144		C9xC4.4D4	288,174
C₂×C₁₂.D₆	Direct product of C₂ and C₁₂.D₆	144		C2xC12.D6	288,1008
C₃²×C₈○D₄	Direct product of C₃² and C₈○D₄	144		C3^2xC8oD4	288,828
C₃²×C₄○D₈	Direct product of C₃² and C₄○D₈	144		C3^2xC4oD8	288,832
C₉×C₈.C₂²	Direct product of C₉ and C₈.C₂²	144	4	C9xC8.C2^2	288,187
C₃²×C₄⋊D₄	Direct product of C₃² and C₄⋊D₄	144		C3^2xC4:D4	288,818
C₂×C₃²⋊₅D₈	Direct product of C₂ and C₃²⋊₅D₈	144		C2xC3^2:5D8	288,760
C₄×C₃²⋊₇D₄	Direct product of C₄ and C₃²⋊₇D₄	144		C4xC3^2:7D4	288,785
C₂×C₃²⋊₇D₈	Direct product of C₂ and C₃²⋊₇D₈	144		C2xC3^2:7D8	288,788
C₂×Q₈.C₁₈	Direct product of C₂ and Q₈.C₁₈	144		C2xQ8.C18	288,347
C₂×C₄.Dic₉	Direct product of C₂ and C₄.Dic₉	144		C2xC4.Dic9	288,131
C₂×D₃₆⋊₅C₂	Direct product of C₂ and D₃₆⋊₅C₂	144		C2xD36:5C2	288,355
C₉×C₄²⋊₂C₂	Direct product of C₉ and C₄²⋊₂C₂	144		C9xC4^2:2C2	288,176
C₂×C₆²⋊₅C₄	Direct product of C₂ and C₆²⋊₅C₄	144		C2xC6^2:5C4	288,809
C₂²×C₁₂⋊S₃	Direct product of C₂² and C₁₂⋊S₃	144		C2^2xC12:S3	288,1005
C₉×C₄.₁₀D₄	Direct product of C₉ and C₄.₁₀D₄	144	4	C9xC4.10D4	288,51
C₃²×D₄⋊C₄	Direct product of C₃² and D₄⋊C₄	144		C3^2xD4:C4	288,320
C₃²×C₄⋊₁D₄	Direct product of C₃² and C₄⋊₁D₄	144		C3^2xC4:1D4	288,824
C₃²×C₂²⋊C₈	Direct product of C₃² and C₂²⋊C₈	144		C3^2xC2^2:C8	288,316
C₃²×C₈.C₄	Direct product of C₃² and C₈.C₄	144		C3^2xC8.C4	288,326
C₉×C₂².D₄	Direct product of C₉ and C₂².D₄	144		C9xC2^2.D4	288,173
C₃²×C₂²⋊Q₈	Direct product of C₃² and C₂²⋊Q₈	144		C3^2xC2^2:Q8	288,819
C₂×C₁₂.₅₈D₆	Direct product of C₂ and C₁₂.₅₈D₆	144		C2xC12.58D6	288,778
C₂×C₆.₁₁D₁₂	Direct product of C₂ and C₆.₁₁D₁₂	144		C2xC6.11D12	288,784
C₂×C₁₂.₅₉D₆	Direct product of C₂ and C₁₂.₅₉D₆	144		C2xC12.59D6	288,1006
C₂×C₁₂.₂₆D₆	Direct product of C₂ and C₁₂.₂₆D₆	144		C2xC12.26D6	288,1011
C₃²×C₄²⋊C₂	Direct product of C₃² and C₄²⋊C₂	144		C3^2xC4^2:C2	288,814
C₃²×C₄.₄D₄	Direct product of C₃² and C₄.₄D₄	144		C3^2xC4.4D4	288,821
C₂×C₃²⋊₉SD₁₆	Direct product of C₂ and C₃²⋊₉SD₁₆	144		C2xC3^2:9SD16	288,790
C₃²×C₈.C₂²	Direct product of C₃² and C₈.C₂²	144		C3^2xC8.C2^2	288,834
C₂²×C₃²⋊₇D₄	Direct product of C₂² and C₃²⋊₇D₄	144		C2^2xC3^2:7D4	288,1017
C₃²×C₄²⋊₂C₂	Direct product of C₃² and C₄²⋊₂C₂	144		C3^2xC4^2:2C2	288,823
C₃²×C₄.₁₀D₄	Direct product of C₃² and C₄.₁₀D₄	144		C3^2xC4.10D4	288,319
C₂×C₃²⋊₁₁SD₁₆	Direct product of C₂ and C₃²⋊₁₁SD₁₆	144		C2xC3^2:11SD16	288,798
C₃²×C₂².D₄	Direct product of C₃² and C₂².D₄	144		C3^2xC2^2.D4	288,820
C₄×C₉⋊C₈	Direct product of C₄ and C₉⋊C₈	288		C4xC9:C8	288,9
C₉×C₄⋊C₈	Direct product of C₉ and C₄⋊C₈	288		C9xC4:C8	288,55
C₂×C₉⋊C₁₆	Direct product of C₂ and C₉⋊C₁₆	288		C2xC9:C16	288,18
C₄×Q₈⋊C₉	Direct product of C₄ and Q₈⋊C₉	288		C4xQ8:C9	288,72
C₉×C₄⋊Q₈	Direct product of C₉ and C₄⋊Q₈	288		C9xC4:Q8	288,178
C₄⋊C₄×C₁₈	Direct product of C₁₈ and C₄⋊C₄	288		C4:C4xC18	288,166
Q₈×C₂×C₁₈	Direct product of C₂×C₁₈ and Q₈	288		Q8xC2xC18	288,369
Q₈×C₃×C₁₂	Direct product of C₃×C₁₂ and Q₈	288		Q8xC3xC12	288,816
Q₁₆×C₃×C₆	Direct product of C₃×C₆ and Q₁₆	288		Q16xC3xC6	288,831
C₉×C₈⋊C₄	Direct product of C₉ and C₈⋊C₄	288		C9xC8:C4	288,47
C₂²×C₉⋊C₈	Direct product of C₂² and C₉⋊C₈	288		C2^2xC9:C8	288,130
C₂×C₄×Dic₉	Direct product of C₂×C₄ and Dic₉	288		C2xC4xDic9	288,132
C₂×C₉⋊Q₁₆	Direct product of C₂ and C₉⋊Q₁₆	288		C2xC9:Q16	288,151
C₃²×C₄⋊C₈	Direct product of C₃² and C₄⋊C₈	288		C3^2xC4:C8	288,323
C₂×C₄⋊Dic₉	Direct product of C₂ and C₄⋊Dic₉	288		C2xC4:Dic9	288,135
C₈×C₃⋊Dic₃	Direct product of C₈ and C₃⋊Dic₃	288		C8xC3:Dic3	288,288
Q₈×C₃⋊Dic₃	Direct product of Q₈ and C₃⋊Dic₃	288		Q8xC3:Dic3	288,802
C₉×Q₈⋊C₄	Direct product of C₉ and Q₈⋊C₄	288		C9xQ8:C4	288,53
C₉×C₂.D₈	Direct product of C₉ and C₂.D₈	288		C9xC2.D8	288,57
C₂×Q₈.D₉	Direct product of C₂ and Q₈.D₉	288		C2xQ8.D9	288,335
C₂²×Q₈⋊C₉	Direct product of C₂² and Q₈⋊C₉	288		C2^2xQ8:C9	288,345
C₃²×C₄⋊Q₈	Direct product of C₃² and C₄⋊Q₈	288		C3^2xC4:Q8	288,825
C₉×C₄.Q₈	Direct product of C₉ and C₄.Q₈	288		C9xC4.Q8	288,56
C₂×C₂₄.S₃	Direct product of C₂ and C₂₄.S₃	288		C2xC24.S3	288,286
C₂×Dic₉⋊C₄	Direct product of C₂ and Dic₉⋊C₄	288		C2xDic9:C4	288,133
C₃²×C₈⋊C₄	Direct product of C₃² and C₈⋊C₄	288		C3^2xC8:C4	288,315
C₄×C₃²⋊₄C₈	Direct product of C₄ and C₃²⋊₄C₈	288		C4xC3^2:4C8	288,277
C₄×C₃²⋊₄Q₈	Direct product of C₄ and C₃²⋊₄Q₈	288		C4xC3^2:4Q8	288,725
C₂×C₁₂⋊Dic₃	Direct product of C₂ and C₁₂⋊Dic₃	288		C2xC12:Dic3	288,782
C₉×C₂.C₄²	Direct product of C₉ and C₂.C₄²	288		C9xC2.C4^2	288,45
C₉×C₄².C₂	Direct product of C₉ and C₄².C₂	288		C9xC4^2.C2	288,175
C₂³×C₃⋊Dic₃	Direct product of C₂³ and C₃⋊Dic₃	288		C2^3xC3:Dic3	288,1016
C₃²×Q₈⋊C₄	Direct product of C₃² and Q₈⋊C₄	288		C3^2xQ8:C4	288,321
C₂×C₆.Dic₆	Direct product of C₂ and C₆.Dic₆	288		C2xC6.Dic6	288,780
C₂×C₃²⋊₅Q₁₆	Direct product of C₂ and C₃²⋊₅Q₁₆	288		C2xC3^2:5Q16	288,762
C₂×C₃²⋊₇Q₁₆	Direct product of C₂ and C₃²⋊₇Q₁₆	288		C2xC3^2:7Q16	288,800
C₃²×C₂.D₈	Direct product of C₃² and C₂.D₈	288		C3^2xC2.D8	288,325
C₃²×C₄.Q₈	Direct product of C₃² and C₄.Q₈	288		C3^2xC4.Q8	288,324
C₂²×C₃²⋊₄C₈	Direct product of C₂² and C₃²⋊₄C₈	288		C2^2xC3^2:4C8	288,777
C₂²×C₃²⋊₄Q₈	Direct product of C₂² and C₃²⋊₄Q₈	288		C2^2xC3^2:4Q8	288,1003
C₃²×C₂.C₄²	Direct product of C₃² and C₂.C₄²	288		C3^2xC2.C4^2	288,313
C₃²×C₄².C₂	Direct product of C₃² and C₄².C₂	288		C3^2xC4^2.C2	288,822
C₂×S₃²⋊C₄	Direct product of C₂ and S₃²⋊C₄	24		C2xS3^2:C4	288,880
S₃²×C₂×C₄	Direct product of C₂×C₄, S₃ and S₃	48		S3^2xC2xC4	288,950
C₂×S₃×C₃⋊D₄	Direct product of C₂, S₃ and C₃⋊D₄	48		C2xS3xC3:D4	288,976
C₂×C₆×C₃⋊D₄	Direct product of C₂×C₆ and C₃⋊D₄	48		C2xC6xC3:D4	288,1002
C₃×S₃×C₄○D₄	Direct product of C₃, S₃ and C₄○D₄	48	4	C3xS3xC4oD4	288,998
C₂×C₄×C₃²⋊C₄	Direct product of C₂×C₄ and C₃²⋊C₄	48		C2xC4xC3^2:C4	288,932
C₃×S₃×C₂²⋊C₄	Direct product of C₃, S₃ and C₂²⋊C₄	48		C3xS3xC2^2:C4	288,651
C₂×C₃⋊S₃⋊₃C₈	Direct product of C₂ and C₃⋊S₃⋊₃C₈	48		C2xC3:S3:3C8	288,929
C₂×C₃⋊S₃.Q₈	Direct product of C₂ and C₃⋊S₃.Q₈	48		C2xC3:S3.Q8	288,882
C₂×C₄⋊(C₃²⋊C₄)	Direct product of C₂ and C₄⋊(C₃²⋊C₄)	48		C2xC4:(C3^2:C4)	288,933
C₂×D₄×C₃⋊S₃	Direct product of C₂, D₄ and C₃⋊S₃	72		C2xD4xC3:S3	288,1007
C₂×C₄×C₃.A₄	Direct product of C₂×C₄ and C₃.A₄	72		C2xC4xC3.A4	288,343
C₄○D₄×C₃⋊S₃	Direct product of C₄○D₄ and C₃⋊S₃	72		C4oD4xC3:S3	288,1013
C₂²⋊C₄×C₃⋊S₃	Direct product of C₂²⋊C₄ and C₃⋊S₃	72		C2^2:C4xC3:S3	288,737
C₂×S₃×C₃⋊C₈	Direct product of C₂, S₃ and C₃⋊C₈	96		C2xS3xC3:C8	288,460
C₂×C₆×C₃⋊C₈	Direct product of C₂×C₆ and C₃⋊C₈	96		C2xC6xC3:C8	288,691
C₃×S₃×C₄⋊C₄	Direct product of C₃, S₃ and C₄⋊C₄	96		C3xS3xC4:C4	288,662
C₃×C₄⋊C₄⋊S₃	Direct product of C₃ and C₄⋊C₄⋊S₃	96		C3xC4:C4:S3	288,669
C₃×C₄⋊C₄⋊₇S₃	Direct product of C₃ and C₄⋊C₄⋊₇S₃	96		C3xC4:C4:7S3	288,663
C₂×C₈×C₃⋊S₃	Direct product of C₂×C₈ and C₃⋊S₃	144		C2xC8xC3:S3	288,756
C₄⋊C₄×C₃⋊S₃	Direct product of C₄⋊C₄ and C₃⋊S₃	144		C4:C4xC3:S3	288,748
C₂×Q₈×C₃⋊S₃	Direct product of C₂, Q₈ and C₃⋊S₃	144		C2xQ8xC3:S3	288,1010
C₄○D₄×C₃×C₆	Direct product of C₃×C₆ and C₄○D₄	144		C4oD4xC3xC6	288,1021
C₂²⋊C₄×C₃×C₆	Direct product of C₃×C₆ and C₂²⋊C₄	144		C2^2:C4xC3xC6	288,812
C₂²×C₄×C₃⋊S₃	Direct product of C₂²×C₄ and C₃⋊S₃	144		C2^2xC4xC3:S3	288,1004
C₄⋊C₄×C₃×C₆	Direct product of C₃×C₆ and C₄⋊C₄	288		C4:C4xC3xC6	288,813
C₂×C₄×C₃⋊Dic₃	Direct product of C₂×C₄ and C₃⋊Dic₃	288		C2xC4xC3:Dic3	288,779

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