12 groups of order 42436.
| SmallGroups | group |
|---|---|
| (42436, 1) | C4×C10609 #53753776 |
| (42436, 2) | Dic10609 #53753777 |
| (42436, 3) | C22×C10609 #53753778 |
| (42436, 4) | C2×D10609 #53753779 |
| (42436, 5) | C4×C1032 #53753780 |
| (42436, 6) | C103×Dic103 #53753781 |
| (42436, 7) | #53753782 |
| (42436, 8) | C22×C1032 #53753783 |
| (42436, 9) | #53753784 |
| (42436, 10) | D1032 #53753785 |
| (42436, 11) | C2×C103×D103 #53753786 |
| (42436, 12) | C2×C103⋊D103 #53753787 |