12 groups of order 40668.
| SmallGroups | group |
|---|---|
| (40668, 1) | C3×C4×C3389 #52622837 |
| (40668, 2) | Dic3×C3389 #52622838 |
| (40668, 3) | C3×Dic3389 #52622839 |
| (40668, 4) | Dic10167 #52622840 |
| (40668, 5) | C22×C3×C3389 #52622841 |
| (40668, 6) | C3×#27214458 #52622842 |
| (40668, 7) | #52622843 |
| (40668, 8) | D3×D3389 #52622844 |
| (40668, 9) | A4×C3389 #52622845 |
| (40668, 10) | C2×C3×D3389 #52622846 |
| (40668, 11) | C2×D3×C3389 #52622847 |
| (40668, 12) | C2×D10167 #52622848 |