12 groups of order 51106.
| SmallGroups | group |
|---|---|
| (51106, 1) | C2×C11×C23×C101 #62906387 |
| (51106, 2) | C2×C101×C23⋊C11 #62906388 |
| (51106, 3) | C11×C23×D101 #62906389 |
| (51106, 4) | C11×D23×C101 #62906390 |
| (51106, 5) | C11×D2323 #62906391 |
| (51106, 6) | D11×C23×C101 #62906392 |
| (51106, 7) | C23×D1111 #62906393 |
| (51106, 8) | C101×D253 #62906394 |
| (51106, 9) | D25553 #62906395 |
| (51106, 10) | D101×C23⋊C11 #62906396 |
| (51106, 11) | C101×AGL(1,𝔽23) #62906397 |
| (51106, 12) | #62906398 |