11 groups of order 3836.
| SmallGroups | group |
|---|---|
| (3836, 1) | C4×C7×C137 #16838609 |
| (3836, 2) | Dic7×C137 #16838610 |
| (3836, 3) | C7×Dic137 #16838611 |
| (3836, 4) | Dic959 #16838612 |
| (3836, 5) | C22×C7×C137 #16838613 |
| (3836, 6) | C7×#10587739 #16838614 |
| (3836, 7) | C7⋊#10587739 #16838615 |
| (3836, 8) | D7×D137 #16838616 |
| (3836, 9) | C2×D959 #16838617 |
| (3836, 10) | C2×D7×C137 #16838618 |
| (3836, 11) | C2×C7×D137 #16838619 |