13 groups of order 3753.
| SmallGroups | group |
|---|---|
| (3753, 1) | C27×C139 #16836719 |
| (3753, 2) | C3×C9×C139 #16836720 |
| (3753, 3) | H(3,𝔽3)×C139 #16836721 |
| (3753, 4) | 3−1+2×C139 #16836722 |
| (3753, 5) | C33×C139 #16836723 |
| (3753, 6) | C139⋊C27 #16836724 |
| (3753, 7) | C9×C139⋊C3 #16836725 |
| (3753, 8) | C3×C139⋊C9 #16836726 |
| (3753, 9) | C32⋊(C139⋊C3) #16836727 |
| (3753, 10) | #16836728 |
| (3753, 11) | #16836729 |
| (3753, 12) | #16836730 |
| (3753, 13) | C32×C139⋊C3 #16836731 |