11 groups of order 1708.
| SmallGroups | group |
|---|---|
| (1708, 1) | Dic7×C61 #13133729 |
| (1708, 2) | C7×Dic61 #13133730 |
| (1708, 3) | Dic427 #13133731 |
| (1708, 4) | C4×C7×C61 #13133732 |
| (1708, 5) | C7×#6923 #13133733 |
| (1708, 6) | C7⋊#6923 #13133734 |
| (1708, 7) | D7×D61 #13133735 |
| (1708, 8) | C2×C7×D61 #13133736 |
| (1708, 9) | C2×D7×C61 #13133737 |
| (1708, 10) | C2×D427 #13133738 |
| (1708, 11) | C22×C7×C61 #13133739 |