| Label |
Degree |
Type |
Faithful |
Conductor |
Field of Traces |
$\Q$-character |
Group |
Image |
Image Order |
Kernel |
Kernel Order |
Center |
Center Order |
Center Index |
Schur Index |
| 46080.bx.1a |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1a |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_1$ |
$1$ |
not computed |
$46080$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1aa |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1aa |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1ab |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1ab |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1ac |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1ac |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1ad |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1ad |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1ae |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1ae |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1af |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1af |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1b |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1b |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1c |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1c |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1d |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1d |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1e |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1e |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1f |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1f |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1g |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1g |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1h |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1h |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1i |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1i |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1j |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1j |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1k |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1k |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1l |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1l |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1m |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1m |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1n |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1n |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1o |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1o |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1p |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1p |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1q |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1q |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1r |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1r |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1s |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1s |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1t |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1t |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1u |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1u |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1v |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1v |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1w |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1w |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1x |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1x |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1y |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1y |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.1z |
$1$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.1z |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$C_2$ |
$2$ |
not computed |
$23040$ |
not computed |
$46080$ |
$1$ |
$1$ |
| 46080.bx.2a |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2a |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$S_3$ |
$6$ |
not computed |
$7680$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2b |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2b |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
|
$8$ |
not computed |
$5760$ |
not computed |
$11520$ |
$4$ |
$1$ |
| 46080.bx.2c |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2c |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
|
$8$ |
not computed |
$5760$ |
not computed |
$11520$ |
$4$ |
$1$ |
| 46080.bx.2d |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2d |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
|
$8$ |
not computed |
$5760$ |
not computed |
$11520$ |
$4$ |
$1$ |
| 46080.bx.2e |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2e |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
|
$8$ |
not computed |
$5760$ |
not computed |
$11520$ |
$4$ |
$1$ |
| 46080.bx.2f |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2f |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
|
$8$ |
not computed |
$5760$ |
not computed |
$11520$ |
$4$ |
$1$ |
| 46080.bx.2g |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2g |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
|
$8$ |
not computed |
$5760$ |
not computed |
$11520$ |
$4$ |
$1$ |
| 46080.bx.2h |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2h |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
|
$8$ |
not computed |
$5760$ |
not computed |
$11520$ |
$4$ |
$1$ |
| 46080.bx.2i |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2i |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
|
$8$ |
not computed |
$5760$ |
not computed |
$11520$ |
$4$ |
$1$ |
| 46080.bx.2j |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2j |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2k |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2k |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2l |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2l |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2m |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2m |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2n |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2n |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2o |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2o |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2p |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2p |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2q |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2q |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
| 46080.bx.2r |
$2$ |
R |
|
$1$ |
\(\Q\) |
46080.bx.2r |
$(S_5\times \GL(2,\mathbb{Z}/4)).C_2^2$ |
$D_6$ |
$12$ |
not computed |
$3840$ |
not computed |
$7680$ |
$6$ |
$1$ |
