Finite Group DatabasebetaFinite Group Databasebeta208 groups of order 240.
| SmallGroups | group |
|---|---|
| (240, 101) | #6740 |
| (240, 102) | C5×#226 #6741 |
| (240, 103) | C5×GL(2,𝔽3) #6742 |
| (240, 104) | C5×SL(2,ℤ/4) #6743 |
| (240, 105) | C5⋊#226 #6744 |
| (240, 106) | C5⋊GL(2,𝔽3) #6745 |
| (240, 107) | A4⋊Dic5 #6746 |
| (240, 108) | C5⋊(#41⋊C3) #6747 |
| (240, 109) | D5×SL(2,𝔽3) #6748 |
| (240, 110) | A4×Dic5 #6749 |
| (240, 111) | C3×D5⋊C8 #6750 |
| (240, 112) | C3×#700 #6751 |
| (240, 113) | C3×C4×AGL(1,𝔽5) #6752 |
| (240, 114) | C3×C4⋊AGL(1,𝔽5) #6753 |
| (240, 115) | C2×C3×#170 #6754 |
| (240, 116) | C3×#704 #6755 |
| (240, 117) | C3×C22⋊AGL(1,𝔽5) #6756 |
| (240, 118) | D5⋊(C3⋊C8) #6757 |
| (240, 119) | #6758 |
| (240, 120) | C4×ΓL(1,𝔽16) #6759 |
| (240, 121) | C4⋊ΓL(1,𝔽16) #6760 |
| (240, 122) | C2×C3⋊#170 #6761 |
| (240, 123) | #6762 |
| (240, 124) | #6763 |
| (240, 125) | D5×Dic6 #6764 |
| (240, 126) | #6765 |
| (240, 127) | #6766 |
| (240, 128) | D3×Dic10 #6767 |
| (240, 129) | #6768 |
| (240, 130) | #6769 |
| (240, 131) | D15⋊Q8 #6770 |
| (240, 132) | #6771 |
| (240, 133) | #6772 |
| (240, 134) | #6773 |
| (240, 135) | C4×D3×D5 #6774 |
| (240, 136) | D5×D12 #6775 |
| (240, 137) | D3×D20 #6776 |
| (240, 138) | #6777 |
| (240, 139) | C2×D5×Dic3 #6778 |
| (240, 140) | #6779 |
| (240, 141) | #6780 |
| (240, 142) | C2×D3×Dic5 #6781 |
| (240, 143) | #6782 |
| (240, 144) | C2×#1200 #6783 |
| (240, 145) | C2×#1201 #6784 |
| (240, 146) | C2×#1202 #6785 |
| (240, 147) | C2×#1203 #6786 |
| (240, 148) | C2×#1204 #6787 |
| (240, 149) | D5×#67 #6788 |
| (240, 150) | D3×C22⋊D5 #6789 |
| (240, 151) | #6790 |
| (240, 152) | C4×C5×A4 #6791 |
| (240, 153) | C2×C5×SL(2,𝔽3) #6792 |
| (240, 154) | C5×#41⋊C3 #6793 |
| (240, 155) | C2×C3×Dic10 #6794 |
| (240, 156) | C2×C3×C4×D5 #6795 |
| (240, 157) | C2×C3×D20 #6796 |
| (240, 158) | C3×#709 #6797 |
| (240, 159) | C3×D4×D5 #6798 |
| (240, 160) | C3×#711 #6799 |
| (240, 161) | C3×Q8×D5 #6800 |
| (240, 162) | C3×#713 #6801 |
| (240, 163) | C22×C3×Dic5 #6802 |
| (240, 164) | C2×C3×C22⋊D5 #6803 |
| (240, 165) | C2×C5×Dic6 #6804 |
| (240, 166) | C2×C4×C5×D3 #6805 |
| (240, 167) | C2×C5×D12 #6806 |
| (240, 168) | C5×#235 #6807 |
| (240, 169) | C5×D3×D4 #6808 |
| (240, 170) | C5×#237 #6809 |
| (240, 171) | C5×D3×Q8 #6810 |
| (240, 172) | C5×#239 #6811 |
| (240, 173) | C22×C5×Dic3 #6812 |
| (240, 174) | C2×C5×#67 #6813 |
| (240, 175) | C2×Dic30 #6814 |
| (240, 176) | C2×C4×D15 #6815 |
| (240, 177) | C2×D60 #6816 |
| (240, 178) | #6817 |
| (240, 179) | D4×D15 #6818 |
| (240, 180) | #6819 |
| (240, 181) | Q8×D15 #6820 |
| (240, 182) | #6821 |
| (240, 183) | C22×Dic15 #6822 |
| (240, 184) | C2×#1220 #6823 |
| (240, 185) | C22×C3×C4×C5 #6824 |
| (240, 186) | C2×C3×C5×D4 #6825 |
| (240, 187) | C2×C3×C5×Q8 #6826 |
| (240, 188) | C3×C5×#41 #6827 |
| (240, 189) | C2×S5 #6828 |
| (240, 190) | C22×A5 #6829 |
| (240, 191) | AGL(1,𝔽16) #6830 |
| (240, 192) | A4⋊AGL(1,𝔽5) #6831 |
| (240, 193) | A4×AGL(1,𝔽5) #6832 |
| (240, 194) | D5×S4 #6833 |
| (240, 195) | C2×D3×AGL(1,𝔽5) #6834 |
| (240, 196) | C2×C5×S4 #6835 |
| (240, 197) | C2×C5⋊S4 #6836 |
| (240, 198) | C2×D5×A4 #6837 |
| (240, 199) | C3×C24⋊C5 #6838 |
| (240, 200) | C22×C3×AGL(1,𝔽5) #6839 |