28 groups of order 20812.
| SmallGroups | group |
|---|---|
| (20812, 1) | C4×C43×C121 #35209542 |
| (20812, 2) | C43×Dic121 #35209543 |
| (20812, 3) | C121×Dic43 #35209544 |
| (20812, 4) | Dic5203 #35209545 |
| (20812, 5) | C22×C43×C121 #35209546 |
| (20812, 6) | D43×D121 #35209547 |
| (20812, 7) | C2×D43×C121 #35209548 |
| (20812, 8) | C2×C43×D121 #35209549 |
| (20812, 9) | C2×D5203 #35209550 |
| (20812, 10) | C4×C112×C43 #35209551 |
| (20812, 11) | C11⋊Dic473 #35209552 |
| (20812, 12) | C43×C11⋊Dic11 #35209553 |
| (20812, 13) | C11×Dic473 #35209554 |
| (20812, 14) | C11×C43×Dic11 #35209555 |
| (20812, 15) | C112×Dic43 #35209556 |
| (20812, 16) | C22×C112×C43 #35209557 |
| (20812, 17) | C43×#92150 #35209558 |
| (20812, 18) | C43⋊#92150 #35209559 |
| (20812, 19) | C11×D11×D43 #35209560 |
| (20812, 20) | D112×C43 #35209561 |
| (20812, 21) | D11×D473 #35209562 |
| (20812, 22) | (C11⋊D11)⋊D43 #35209563 |
| (20812, 23) | D43×C11⋊D11 #35209564 |
| (20812, 24) | C2×C112×D43 #35209565 |
| (20812, 25) | C2×C11×D11×C43 #35209566 |
| (20812, 26) | C2×C11×D473 #35209567 |
| (20812, 27) | C2×C43×C11⋊D11 #35209568 |
| (20812, 28) | C2×C11⋊D473 #35209569 |