All subgroups of index up to 746496000 (order at least 1629547920) are shown, as well as all normal subgroups of any index.
| Order 1216451004088320000: $A_{20}$ |
| Order 60822550204416000: $A_{19}$ |
| Order 6402373705728000: $S_{18}$ |
| Order 3201186852864000: $A_{18}$ |
| Order 1067062284288000: $C_3.A_{17}.C_2$ |
| Order 533531142144000: $C_3\times A_{17}$ |
| Order 355687428096000: $S_{17}$ |
| Order 251073478656000: $A_4.A_{16}.C_2$ |
| Order 177843714048000: $A_{17}$ |
| Order 125536739328000: $A_{16}\times A_4$ |
| Order 83691159552000: $C_2^2.A_{16}.C_2$ |
| Order 78460462080000: $A_{15}.S_5$ |
| Order 62768369664000: $C_3.A_{16}.C_2$ |
| Order 41845579776000: $C_2^2.A_{16}$, $C_2.A_{16}.C_2$, $C_2.S_{16}$ |
| Order 39230231040000: $A_{15}.A_5$ |
| Order 31384184832000: $C_3.A_{16}$, $A_{14}.A_6.C_2$ |
| Order 20922789888000: $C_2.A_{16}$, $S_{16}$ |
| Order 15692092416000: $A_{14}.A_6$, $A_{13}.A_7.C_2$, $A_4.A_{15}.C_2$ |
| Order 13168189440000: $A_{10}^2.C_2^2$ |
| Order 13076743680000: $D_5.A_{15}.C_2$ |
| Order 10461394944000: $A_{16}$ |
| Order 9656672256000: $A_{12}.A_8.C_2$ |
| Order 7846046208000: $A_{13}.A_7$, $A_4.A_{15}$, $S_3\times S_{15}$ |
| Order 7242504192000: $A_{11}.A_9.C_2$ |
| Order 6584094720000: $A_{10}\wr C_2$ x 2, $A_{10}.A_{10}.C_2$ |
| Order 6538371840000: $A_{15}\times D_5$ |
| Order 5230697472000: $C_2^2.A_{15}.C_2$, $A_{14}.S_5$, $A_5.A_{14}.C_2$ |
| Order 4828336128000: $A_{12}.A_8$ |
| Order 3923023104000: $C_3.S_{15}$, $C_3.S_{15}$, $S_3\times A_{15}$ |
| Order 3621252096000: $A_{11}.A_9$ |
| Order 3292047360000: $A_{10}.A_{10}$ |
| Order 3269185920000: $C_5.A_{15}$ |
| Order 3138418483200: $C_3:S_3.C_2.A_{14}.C_2$ |
| Order 2615348736000: $C_2^2.A_{15}$, $C_2.A_{15}.C_2$, $A_{14}.A_5$, $A_5.A_{14}$, $C_2\times S_{15}$ |
| Order 2241727488000: $A_6.A_{13}.C_2$ |
| Order 2092278988800: $S_4.A_{14}.C_2$ x 2 |
| Order 1961511552000: $C_3.A_{15}$ |
| Order 1569209241600: $C_3:S_3.A_{14}.C_2$ x 2, $A_{14}\times C_3:S_3.C_2$ |
| Order 1307674368000: $C_2.A_{15}$, $S_{15}$ |
| Order 1207084032000: $A_7.A_{12}.C_2$ |
| Order 1120863744000: $A_6.A_{13}$ |
| Order 1046139494400: $A_4.A_{14}.C_2$ x 4, $S_4.A_{14}$, $A_{14}\times S_4$ |
| Order 871782912000: $D_5.A_{14}.C_2$ |
| Order 804722688000: $A_8.A_{11}.C_2$ |
| Order 784604620800: $C_3^2.A_{14}.C_2$ x 2, $C_3:S_3.A_{14}$ |
| Order 747242496000: $A_{13}.S_5.C_2$ |
| Order 697426329600: $D_4.A_{14}.C_2$ |
| Order 658409472000: $A_9.A_{10}.C_2$ |
| Order 653837184000: $A_{15}$ |
| Order 603542016000: $A_7.A_{12}$ |
| Order 523069747200: $A_4.A_{14}$ x 2, $S_3\times S_{14}$ x 2, $A_{13}\times \PSL(2,7)$ |
| Order 448345497600: $C_3:S_4.A_{13}.C_2$ |
| Order 435891456000: $A_{14}\times D_5$ |
| Order 402361344000: $A_8.A_{11}$ |
| Order 392302310400: $C_3^2.A_{14}$ |
| Order 373621248000: $A_{13}.S_5$ x 2, $A_{13}.A_5.C_2$, $A_5.A_{13}.C_2$ |
| Order 348713164800: $C_2^2.A_{14}.C_2$ x 3, $C_4.A_{14}.C_2$ x 2, $D_4.A_{14}$, $C_2^2\times S_{14}$ |
| Order 344881152000: $A_{12}.A_6.C_2^2$ |
| Order 329204736000: $A_9.A_{10}$ |
| Order 321889075200: $A_{12}\times C_2^3.\PSL(2,7)$ |
| Order 275904921600: $A_4^2.C_2^2.A_{12}.C_2$ |
| Order 263363788800: $S_9\wr C_2$ |
| Order 261534873600: $C_3.S_{14}$ x 2, $C_3.S_{14}$ x 2, $S_3.A_{14}$ x 2 |
| Order 224172748800: $(C_3\times A_4).A_{13}.C_2$ x 2, $C_3:S_4.A_{13}$, $C_3:S_3.C_2.A_{13}.C_2$ |
| Order 217945728000: $C_5.A_{14}$ |
| Order 201180672000: $A_{11}.A_7.C_2^2$ |
| Order 186810624000: $A_{13}.A_5$, $A_5.A_{13}$ |
| Order 174356582400: $C_2.S_{14}$ x 3, $C_2^2.A_{14}$ x 2, $C_4.A_{14}$, $C_2.A_{14}.C_2$ |
| Order 172440576000: $A_{12}.A_6.C_2$ x 3, $(C_3\times A_5).A_{12}.C_2^2$ |
| Order 149448499200: $S_4.A_{13}.C_2$ x 2, $C_3:D_4.A_{13}.C_2$ |
| Order 146313216000: $A_{10}.A_8.C_2^2$ |
| Order 137952460800: $\PSOPlusPlus(4,3).A_{12}.C_2$ x 2, $A_4^2.C_2^2\times A_{12}$ |
| Order 131681894400: $A_9.A_9.C_2^2$, $A_9^2.C_2^2$, $A_9^2.C_4$ |
| Order 130767436800: $C_3.A_{14}$ x 2, $C_7:C_3.A_{13}.C_2$ |
| Order 124540416000: $F_5.A_{13}.C_2$ |
| Order 112086374400: $C_3:S_3.A_{13}.C_2$ x 2, $C_3:S_3.C_2\times A_{13}$, $(C_3\times A_4).A_{13}$ |
| Order 100590336000: $A_{11}.A_7.C_2$ x 3 |
| Order 91968307200: $C_2^3:S_4.A_{12}.C_2$ |
| Order 87178291200: $S_{14}$ x 2, $C_2.A_{14}$ |
| Order 86220288000: $(C_3\times A_5).A_{12}.C_2$ x 3, $C_3.A_6.A_{11}.C_2^2$, $A_{12}.A_6$ |
| Order 80472268800: $A_{12}.\SO(3,7)$ |
| Order 74724249600: $A_4.A_{13}.C_2$ x 4, $S_4.A_{13}$ x 2, $D_6.A_{13}.C_2$ x 2, $C_3:C_4.A_{13}.C_2$ x 2, $(C_2\times C_6).A_{13}.C_2$ x 2, $S_4\times A_{13}$, $C_3:D_4.A_{13}$ |
| Order 73156608000: $A_{10}.A_8.C_2$ x 3 |
| Order 68976230400: $\PSOPlusPlus(4,3).A_{12}$, $A_4^2.A_{12}.C_2$, $A_4\wr C_2.A_{12}$ |
| Order 65840947200: $A_9.A_9.C_2$ x 2, $A_9\wr C_2$ |
| Order 65383718400: $C_7:C_3\times A_{13}$ |
| Order 62270208000: $D_5.A_{13}.C_2$ x 2, $F_5\times A_{13}$ |
| Order 57480192000: $A_{12}.A_5.C_2^2$, $A_5.A_{12}.C_2^2$, $A_4.A_{11}.S_5.C_2$ |
| Order 56043187200: $C_3^2.A_{13}.C_2$ x 2, $C_3:S_3.A_{13}$ |
| Order 54867456000: $C_3.A_7.A_{10}.C_2^2$ |
| Order 52254720000: $A_{10}.A_5^2.D_4$ |
| Order 50295168000: $A_{11}.A_7$ |
| Order 49816166400: $D_4.A_{13}.C_2$ |
| Order 45984153600: $C_2^3:A_4.A_{12}.C_2$ x 2, $\GL(2,\mathbb{Z}/4).A_{12}.C_2$, $C_2^3:S_4.A_{12}$, $C_2^2:S_4:C_2.A_{12}$ |
| Order 43893964800: $C_3.A_8.A_9.C_2^2$ |
| Order 43589145600: $C_7.A_{13}.C_2$, $A_{14}$ |
| Order 43110144000: $C_3.A_6.A_{11}.C_2$ x 3, $(C_3\times A_5).A_{12}$ |
| Order 40236134400: $A_{12}\times \PSL(2,7)$, $A_{12}\times F_8:C_3$, $A_{12}.\PSL(2,7)$ |
| Order 39016857600: $A_4.A_8^2.D_4$ |
| Order 37362124800: $C_6.A_{13}.C_2$ x 4, $A_4.A_{13}$ x 3, $S_3\times S_{13}$ x 3, $D_6.A_{13}$, $C_3:C_4.A_{13}$, $(C_2\times C_6).A_{13}$ |
| Order 36578304000: $A_{10}.A_8$ |
| Order 34488115200: $S_3\wr C_2.A_{12}.C_2$, $C_3:S_4.A_{12}.C_2$, $A_4^2.A_{12}$ |
| Order 32920473600: $A_9.A_9$ |
| Order 31352832000: $A_4.A_{10}.A_6.C_2^2$ |
| Order 31135104000: $C_5.A_{13}.C_2$ x 2, $A_{13}\times D_5$ |
| Order 30656102400: $C_2\wr C_2^2.A_{12}.C_2$ |
| Order 30177100800: $\SL(2,8).C_3\times A_{11}$ |
| Order 28740096000: $A_5.A_{12}.C_2$ x 3, $A_{12}.S_5$ x 2, $A_4.A_{11}.S_5$ x 2, $C_3:F_5.A_{12}.C_2$, $A_{12}.A_5.C_2$, $A_6.A_{11}.C_2^2$, $A_4.A_{11}.A_5.C_2$ |
| Order 28021593600: $C_3^2.A_{13}$ |
| Order 27433728000: $C_3.A_7.A_{10}.C_2$ x 3 |
| Order 26824089600: $C_2^3.\PSL(2,7)\times A_{11}$ |
| Order 26127360000: $A_{10}\times A_5^2.C_4$, $A_{10}.A_5^2.C_2^2$, $A_5.A_5.A_{10}.C_2^2$ |
| Order 25866086400: $C_3^3.S_4.A_{11}.C_2$ |
| Order 24908083200: $C_2^2.A_{13}.C_2$ x 3, $C_4.A_{13}.C_2$ x 2, $D_4.A_{13}$, $C_2^2\times S_{13}$ |
| Order 22992076800: $(C_2\times S_4).A_{12}.C_2$ x 3, $C_2^2:S_4.A_{12}$ x 2, $A_4:C_4.A_{12}.C_2$ x 2, $(C_2^2\times A_4).A_{12}.C_2$ x 2, $\GL(2,\mathbb{Z}/4).A_{12}$, $C_2^3:A_4.A_{12}$, $C_2^2\wr C_2:C_3.A_{12}$, $A_4^2.C_2^2.A_{11}.C_2$ |
| Order 21946982400: $C_3.A_8.A_9.C_2$ x 3, $A_4.A_9.A_7.C_2^2$ |
| Order 21794572800: $C_7.A_{13}$ |
| Order 21555072000: $C_3.A_6.A_{11}$ |
| Order 20901888000: $A_8.A_6^2.D_4$ |
| Order 19508428800: $A_4.A_8^2.C_4$, $A_4.A_8^2.C_2^2$, $A_4.A_8.A_8.C_2^2$ |
| Order 19160064000: $C_2^2.A_{11}.S_5.C_2$ |
| Order 18681062400: $C_3.S_{13}$ x 3, $C_3.S_{13}$ x 2, $A_{13}\times S_3$ x 2, $C_6.A_{13}$ |
| Order 18289152000: $A_7.A_{10}.C_2^2$, $A_6.A_7^2.D_4$ |
| Order 17244057600: $S_3^2.A_{12}.C_2$ x 4, $C_3:S_3.C_2.A_{12}.C_2$ x 2, $(C_3\times A_4).A_{12}.C_2$ x 2, $S_3\wr C_2\times A_{12}$, $C_3:S_4.A_{12}$ |
| Order 15676416000: $A_4.A_{10}.A_6.C_2$ x 3, $A_6.A_9.A_5.C_2^2$ |
| Order 15567552000: $C_5.A_{13}$ |
| Order 15328051200: $Q_8:C_2^2.A_{12}.C_2$ x 2, $C_2^2\wr C_2.A_{12}.C_2$ x 2, $C_2^2.D_4.A_{12}.C_2$ x 2, $C_2\wr C_2^2\times A_{12}$ |
| Order 14631321600: $A_8.A_9.C_2^2$ |
| Order 14370048000: $A_6.A_{11}.C_2$ x 3, $(C_3\times D_5).A_{12}.C_2$ x 2, $C_3:F_5.A_{12}$, $C_3.A_{11}.S_5.C_2$, $A_{12}.A_5$, $A_5.A_{12}$, $A_4.A_{11}.A_5$, $(C_3\times A_5).A_{11}.C_2^2$ |
| Order 13716864000: $C_3.A_7.A_{10}$ |
| Order 13412044800: $A_{12}\times F_8$ |
| Order 13063680000: $A_5.A_5.A_{10}.C_2$ x 2, $A_{10}.A_5^2.C_2$ |
| Order 13005619200: $C_2^2.A_8^2.D_4$ |
| Order 12933043200: $C_3^3:C_2^2:C_3.A_{11}.C_2$ x 2, $C_3^3.S_4\times A_{11}$ |
| Order 12454041600: $C_2\times S_{13}$ x 3, $C_2^2.A_{13}$ x 2, $C_4.A_{13}$, $C_2.A_{13}.C_2$ |
| Order 12192768000: $A_7.A_5.A_8.C_2^2$ |
| Order 11496038400: $S_4.A_{12}.C_2$ x 6, $(C_2\times A_4).A_{12}.C_2$ x 6, $\PSOPlusPlus(4,3).A_{11}.C_2$ x 2, $(C_2\times S_4).A_{12}$ x 2, $\SL(2,3).A_{12}.C_2$, $C_3:D_4.A_{12}.C_2$, $C_2^4:C_3.A_{12}$, $C_2\times S_4\times A_{12}$, $A_{11}\times A_4^2.C_2^2$, $A_4:C_4.A_{12}$, $(C_2^2\times A_4).A_{12}$ |
| Order 10973491200: $A_4.A_9.A_7.C_2$ x 3, $C_3.A_8.A_9$ |
| Order 10450944000: $C_2^2.A_{10}.A_6.C_2^2$, $A_8.A_6^2.C_4$, $A_8.A_6^2.C_2^2$, $A_6.A_8.A_6.C_2^2$ |
| Order 10059033600: $C_7:C_3.A_{12}.C_2$, $A_{11}.\SL(2,8)$ |
| Order 9754214400: $A_4.A_8.A_8.C_2$ x 2, $C_3.A_8^2.D_4$, $A_4.A_8^2.C_2$ |
| Order 9580032000: $C_2^2.A_{11}.S_5$ x 2, $C_2.A_{11}.S_5.C_2$ x 2, $C_2.A_{11}.A_5.C_2^2$ x 2, $F_5.A_{12}.C_2$, $C_2^2.A_{11}.A_5.C_2$, $A_4:F_5.A_{11}.C_2$ |
| Order 9340531200: $C_3\times A_{13}$ x 2 |
| Order 9144576000: $A_7.A_{10}.C_2$ x 3, $A_7.A_6.A_7.C_2^2$, $A_6.A_7^2.C_4$, $A_6.A_7^2.C_2^2$ |
| Order 8622028800: $C_3:S_3.A_{12}.C_2$ x 4, $(C_3\times S_3).A_{12}.C_2$ x 4, $S_3^2.A_{12}$ x 2, $\ASL(2,3).A_{11}.C_2$, $C_3:S_3\wr C_2.A_{11}.C_2$, $C_3:S_3.C_2\times A_{12}$, $(C_3\times A_4).A_{12}$ |
| Order 7838208000: $A_6.A_9.S_5$ x 2, $C_3.A_{10}.A_6.C_2^2$, $A_6.A_9.A_5.C_2$, $A_4.A_{10}.A_6$ |
| Order 7664025600: $(C_2\times D_4).A_{12}.C_2$ x 6, $C_2^2:C_4.A_{12}.C_2$ x 3, $D_4:C_2.A_{12}.C_2$ x 2, $C_2^2\wr C_2.A_{12}$ x 2, $C_2^2.D_4.A_{12}$ x 2, $Q_8:C_2^2.A_{12}$, $C_2^4.A_{12}.C_2$, $C_2^3:S_4.A_{11}.C_2$ |
| Order 7315660800: $A_8.A_9.C_2$ x 3, $C_2^2.A_9.A_7.C_2^2$ |
| Order 7185024000: $(C_3\times A_5).A_{11}.C_2$ x 3, $C_{15}.A_{12}.C_2$ x 2, $C_3.A_{11}.S_5$ x 2, $C_3.A_{11}.A_5.C_2$, $A_6\times A_{11}$, $(C_3\times D_5).A_{12}$ |
| Order 6967296000: $C_2^4.A_{10}.S_5.C_2$ |
| Order 6706022400: $\PSL(2,7).A_{11}.C_2$, $A_{11}.\PSL(2,7).C_2$ |
| Order 6531840000: $A_5.A_5.A_{10}$ |
| Order 6502809600: $C_2.A_8^2.D_4$ x 4, $C_2^2.A_8^2.C_4$, $C_2^2.A_8^2.C_2^2$, $C_2^2.A_8.A_8.C_2^2$ |
| Order 6466521600: $C_3^3:C_2^2:C_3.A_{11}$, $C_3\wr C_3:C_2.A_{11}.C_2$ |
| Order 6227020800: $S_{13}$ x 2, $C_2\times A_{13}$ |
| Order 6096384000: $A_7.A_5.A_8.C_2$ x 3 |
| Order 5748019200: $A_4.A_{12}.C_2$ x 6, $S_4.A_{12}$ x 4, $D_6.A_{12}.C_2$ x 3, $(C_2\times A_4).A_{12}$ x 3, $C_3:C_4.A_{12}.C_2$ x 2, $(S_3\times S_4).A_{11}.C_2$ x 2, $(C_2\times C_6).A_{12}.C_2$ x 2, $\SL(2,3).A_{12}$, $\PSOPlusPlus(4,3).A_{11}$, $S_{12}\times A_4$, $S_4\times A_{12}$, $C_3:D_4.A_{12}$, $A_{12}\times S_4$, $A_4^2.A_{11}.C_2$, $A_4\wr C_2.A_{11}$ |
| Order 5486745600: $C_3.A_9.A_7.C_2^2$, $A_4.A_9.A_7$ |
| Order 5225472000: $C_2.A_{10}.A_6.C_2^2$ x 4, $C_2^2.A_{10}.A_6.C_2$ x 3, $A_6.A_8.A_6.C_2$ x 2, $A_9.A_5^2.D_4$, $A_8.A_6^2.C_2$, $A_4.A_{10}.S_5.C_2$, $A_4.A_5.A_{10}.C_2^2$ |
| Order 5029516800: $A_{12}\times C_7:C_3$ |
| Order 4877107200: $C_3.A_8^2.C_4$, $C_3.A_8^2.C_2^2$, $C_3.A_8.A_8.C_2^2$, $C_2^3.\PSL(2,7).A_{10}.C_2$, $A_4.A_8.A_8$ |
| Order 4790016000: $C_2.A_{11}.S_5$ x 4, $D_5.A_{12}.C_2$ x 2, $C_2.A_{11}.A_5.C_2$ x 2, $(D_5\times A_4).A_{11}.C_2$ x 2, $F_5\times A_{12}$, $C_2^2.A_{11}.A_5$, $A_{11}.S_5.C_2$, $A_{11}.A_5.C_2^2$, $A_5.A_{11}.C_2^2$, $A_4:F_5.A_{11}$ |
| Order 4572288000: $A_7.A_6.A_7.C_2$ x 2, $A_{10}\times A_7$, $A_6.A_7^2.C_2$ |
| Order 4354560000: $D_5.A_5.A_{10}.C_2^2$ |
| Order 4311014400: $C_3^3:C_2^2.A_{11}.C_2$ x 4, $C_3^2.A_{12}.C_2$ x 4, $(C_3\times S_3).A_{12}$ x 2, $(C_3\times C_3:S_3.C_2).A_{11}.C_2$ x 2, $\ASL(2,3)\times A_{11}$, $C_3:S_3\wr C_2.A_{11}$, $C_3:S_3.A_{12}$ |
| Order 4180377600: $A_4^2.D_4.A_{10}.C_2$ |
| Order 3919104000: $C_3.A_{10}.A_6.C_2$ x 3, $A_6.A_9.A_5$ |
| Order 3832012800: $C_2^3.A_{12}.C_2$ x 9, $(C_2\times C_4).A_{12}.C_2$ x 8, $D_4.A_{12}.C_2$ x 5, $C_2^2:C_4.A_{12}$ x 3, $(C_2\times D_4).A_{12}$ x 3, $C_2^3:A_4.A_{11}.C_2$ x 2, $\GL(2,\mathbb{Z}/4).A_{11}.C_2$, $Q_8.A_{12}.C_2$, $D_4:C_2.A_{12}$, $C_2^4.A_{12}$, $C_2^3:S_4.A_{11}$, $C_2^2:S_4:C_2.A_{11}$ |
| Order 3657830400: $C_2.A_9.A_7.C_2^2$ x 4, $C_2^2.A_9.A_7.C_2$ x 3, $A_9\times A_8$ |
| Order 3592512000: $C_{15}.A_{12}$, $C_3.A_{11}.A_5$, $(C_3\times A_5).A_{11}$ |
| Order 3483648000: $C_2^4.S_5\times A_{10}$, $C_2^4.A_{10}.S_5$, $C_2^4.A_{10}.A_5.C_2$ |
| Order 3353011200: $A_{11}\times \PSL(2,7)$ x 2, $C_7.A_{12}.C_2$, $A_{11}\times F_8:C_3$ |
| Order 3251404800: $S_8\wr C_2$ x 4, $C_2.A_8^2.C_2^2$ x 3, $C_2.A_8.A_8.C_2^2$ x 3, $C_2^2.A_8.A_8.C_2$ x 2, $C_2.A_8^2.C_4$ x 2, $C_2^2.A_8^2.C_2$ |
| Order 3233260800: $C_3\wr C_3.A_{11}.C_2$ x 2, $C_3\wr C_3:C_2.A_{11}$ |
| Order 3193344000: $C_2^2:F_5.A_{11}.C_2$ |
| Order 3135283200: $C_6^2.D_{12}.A_{10}.C_2$, $A_4.A_6.A_9.C_2^2$ |
| Order 3113510400: $A_{13}$ |
| Order 3048192000: $A_5.A_7^2.D_4$ x 2, $A_7.A_5.A_8$ |
| Order 2874009600: $C_6.A_{12}.C_2$ x 6, $S_3\times S_{12}$ x 6, $C_3:S_4.A_{11}.C_2$ x 4, $(S_3\times A_4).A_{11}.C_2$ x 4, $A_4.A_{12}$ x 3, $(C_3\times S_4).A_{11}.C_2$ x 3, $D_6.A_{12}$ x 2, $(S_3\times S_4).A_{11}$ x 2, $\PSU(3,2).A_{11}.C_2$, $S_3\wr C_2.A_{11}.C_2$, $C_3:C_4.A_{12}$, $C_3.A_{11}.C_2\times S_4$, $A_4^2.A_{11}$, $A_4\times A_{12}$, $(C_2\times C_6).A_{12}$ |
| Order 2743372800: $C_3.A_9.A_7.C_2$ x 3, $A_{10}\times \SL(2,8).C_3$ |
| Order 2612736000: $C_2.A_{10}.A_6.C_2$ x 6, $A_4.A_5.A_{10}.C_2$ x 3, $A_{10}.A_6.C_2^2$ x 2, $A_4.A_{10}.S_5$ x 2, $D_5.A_6.A_9.C_2^2$, $C_2^2.A_{10}.A_6$, $A_9.A_5^2.C_4$, $A_9.A_5^2.C_2^2$, $A_9.A_5.A_5.C_2^2$, $A_7.A_6^2.D_4$, $A_6.A_{10}.C_2^2$, $A_6.A_8.A_6$, $A_5.A_9.A_5.C_2^2$, $A_4.A_{10}.A_5.C_2$, $(S_3\times A_5).A_{10}.C_2^2$ |
| Order 2554675200: $C_2\wr C_2^2.A_{11}.C_2$ |
| Order 2488320000: $A_5^4.Q_8.S_4$ |
| Order 2438553600: $C_3.A_8.A_8.C_2$ x 2, $C_3.A_8^2.C_2$, $C_2^3.\PSL(2,7)\times A_{10}$, $A_4.A_7.A_8.C_2^2$ |
| Order 2395008000: $A_{11}.S_5$ x 3, $A_5.A_{11}.C_2$ x 3, $C_5.A_{12}.C_2$ x 2, $D_5\times A_{12}$, $C_5\times A_4.A_{11}.C_2$, $C_3:F_5.A_{11}.C_2$, $C_2.A_{11}.A_5$, $A_{11}.A_5.C_2$, $(D_5\times A_4).A_{11}$, $(C_5\times A_4).A_{11}.C_2$ |
| Order 2351462400: $C_3^3.S_4.A_{10}.C_2$ |
| Order 2286144000: $A_7.A_6.A_7$ |
| Order 2239488000: $S_6\wr C_3.C_2$ |
| Order 2177280000: $D_5.A_5.A_{10}.C_2$ x 3 |
| Order 2155507200: $(C_3\times C_3:S_3).A_{11}.C_2$ x 6, $C_3^3:C_2^2.A_{11}$ x 2, $\He_3:C_2.A_{11}.C_2$, $C_3^2.A_{12}$, $(C_3\times C_3:S_3.C_2).A_{11}$ |
| Order 2090188800: $A_4^2.C_2^2.A_{10}.C_2$ x 5, $A_4^2.C_4.A_{10}.C_2$ x 2, $A_{10}\times A_4^2.D_4$ |
| Order 2032128000: $D_5.A_7.A_8.C_2^2$ |
| Order 1959552000: $C_3.A_{10}.A_6$ |
| Order 1916006400: $C_2^2.A_{12}.C_2$ x 15, $C_4.A_{12}.C_2$ x 6, $D_4.A_{12}$ x 4, $C_2^3.A_{12}$ x 4, $(C_2\times S_4).A_{11}.C_2$ x 3, $(C_2\times C_4).A_{12}$ x 3, $C_2^2:S_4.A_{11}$ x 2, $A_4:C_4.A_{11}.C_2$ x 2, $(C_2^2\times A_4).A_{11}.C_2$ x 2, $\GL(2,\mathbb{Z}/4).A_{11}$, $Q_8.A_{12}$, $C_2^3:A_4.A_{11}$, $C_2^2\wr C_2:C_3.A_{11}$, $A_8\times M_{12}$, $(S_3\times D_4).A_{11}.C_2$ |
| Order 1857945600: $C_2^9.S_{10}$ |
| Order 1828915200: $C_2.A_9.A_7.C_2$ x 6, $A_9.A_7.C_2^2$ x 2, $C_3:S_3.C_2.A_7^2.D_4$, $C_2^2.A_9.A_7$, $(C_3\times \PSL(2,7)).A_{10}.C_2$ |
| Order 1741824000: $A_5.A_8.A_6.C_2^2$ x 2, $C_2^4.A_{10}.A_5$, $C_2^2.A_{10}.S_5.C_2$, $(C_2^2\times A_5).A_{10}.C_2^2$ |
| Order 1676505600: $F_7.A_{11}.C_2$, $C_7\times A_{12}$ |
| Order 1672151040: $C_2^6.C_3^3.S_4.A_8.C_2$ |
| Order 477757440: $C_2^{10}.C_3:S_3^4:S_5$ |
| Order 131072: $C_2^5.C_2^5.C_2^4.C_2^3$ |
| Order 6561: $C_3^4.C_3^4$ |
| Order 3420: $\PSL(2,19)$ |
| Order 625: $C_5^4$ |
| Order 49: $C_7^2$ |
| Order 19: $C_{19}$ |
| Order 17: $C_{17}$ |
| Order 13: $C_{13}$ |
| Order 11: $C_{11}$ |
| Order 1: $C_1$ |
