| Label |
Name |
Order |
Parity |
Solvable |
Nil. class |
Conj. classes |
Subfields |
Low Degree Siblings |
| 36T28687 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4\wr C_2$, $C_3^4:D_6\wr C_2$ |
36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28688 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:C_2^2$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28689 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4\wr C_2$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28690 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:C_2^2$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28691 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:D_4$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28692 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:D_4$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28693 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:D_4$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28694 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:D_4$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28695 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:D_4$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28696 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:D_4$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28697 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:D_4$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28698, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28698 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:D_4$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28699, 36T28700, 36T28701, 36T28702 |
| 36T28699 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:C_2^2$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28700, 36T28701, 36T28702 |
| 36T28700 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4\wr C_2$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28701, 36T28702 |
| 36T28701 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$-1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4^2:C_2^2$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28702 |
| 36T28702 |
$C_6^4.D_6\wr C_2$ |
$373248$ |
$1$ |
✓ |
$-1$ |
$230$ |
$C_2$, $C_3^2:D_4$, $S_4\wr C_2$, $C_3^4:D_6\wr C_2$ |
36T28687, 36T28688, 36T28689, 36T28690, 36T28691, 36T28692, 36T28693, 36T28694, 36T28695, 36T28696, 36T28697, 36T28698, 36T28699, 36T28700, 36T28701 |
Results are complete for degrees $\leq 23$.
