9 groups of order 3956.
| SmallGroups | group |
|---|---|
| (3956, 1) | C4×C23×C43 #16841169 |
| (3956, 2) | C43×Dic23 #16841170 |
| (3956, 3) | C23×Dic43 #16841171 |
| (3956, 4) | Dic989 #16841172 |
| (3956, 5) | C22×C23×C43 #16841173 |
| (3956, 6) | D23×D43 #16841174 |
| (3956, 7) | C2×D989 #16841175 |
| (3956, 8) | C2×C43×D23 #16841176 |
| (3956, 9) | C2×C23×D43 #16841177 |