24 groups of order 10010.
| SmallGroups | group |
|---|---|
| (10010, 1) | C2×C5×C7×C11×C13 #23756315 |
| (10010, 2) | C2×C7×C13×C11⋊C5 #23756316 |
| (10010, 3) | C5×C7×C11×D13 #23756317 |
| (10010, 4) | C5×C7×C13×D11 #23756318 |
| (10010, 5) | C5×C7×D143 #23756319 |
| (10010, 6) | C5×C11×C13×D7 #23756320 |
| (10010, 7) | C5×C11×D91 #23756321 |
| (10010, 8) | C5×C13×D77 #23756322 |
| (10010, 9) | C5×D1001 #23756323 |
| (10010, 10) | C7×D5×C11×C13 #23756324 |
| (10010, 11) | C7×C11×D65 #23756325 |
| (10010, 12) | C7×C13×D55 #23756326 |
| (10010, 13) | C7×D715 #23756327 |
| (10010, 14) | C11×C13×D35 #23756328 |
| (10010, 15) | C11×D455 #23756329 |
| (10010, 16) | C13×D385 #23756330 |
| (10010, 17) | D5005 #23756331 |
| (10010, 18) | C7×D13×C11⋊C5 #23756332 |
| (10010, 19) | C7×C13×AGL(1,𝔽11) #23756333 |
| (10010, 20) | C7×C13⋊AGL(1,𝔽11) #23756334 |
| (10010, 21) | C13×D7×C11⋊C5 #23756335 |
| (10010, 22) | C11⋊C5×D91 #23756336 |
| (10010, 23) | C13×C7⋊AGL(1,𝔽11) #23756337 |
| (10010, 24) | C7⋊(C13⋊AGL(1,𝔽11)) #23756338 |