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Label Degree Type Faithful Field of Traces $\Q$-character Group Image Image Order Kernel Kernel Order Center
10368.df.1a $1$ R \(\Q\) 10368.df.1a $C_6^3:(S_3\times D_4)$ $C_1$ $1$ not computed $10368$ not computed
10368.df.1b $1$ R \(\Q\) 10368.df.1b $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1c $1$ R \(\Q\) 10368.df.1c $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1d $1$ R \(\Q\) 10368.df.1d $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1e $1$ R \(\Q\) 10368.df.1e $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1f $1$ R \(\Q\) 10368.df.1f $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1g $1$ R \(\Q\) 10368.df.1g $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1h $1$ R \(\Q\) 10368.df.1h $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1i $1$ R \(\Q\) 10368.df.1i $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1j $1$ R \(\Q\) 10368.df.1j $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1k $1$ R \(\Q\) 10368.df.1k $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1l $1$ R \(\Q\) 10368.df.1l $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1m $1$ R \(\Q\) 10368.df.1m $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1n $1$ R \(\Q\) 10368.df.1n $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1o $1$ R \(\Q\) 10368.df.1o $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.1p $1$ R \(\Q\) 10368.df.1p $C_6^3:(S_3\times D_4)$ $C_2$ $2$ not computed $5184$ not computed
10368.df.2a $2$ R \(\Q\) 10368.df.2a $C_6^3:(S_3\times D_4)$ $S_3$ $6$ not computed $1728$ not computed
10368.df.2aa $2$ R \(\Q\) 10368.df.2aa $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2ab $2$ R \(\Q\) 10368.df.2ab $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2b $2$ R \(\Q\) 10368.df.2b $C_6^3:(S_3\times D_4)$ $S_3$ $6$ not computed $1728$ not computed
10368.df.2c $2$ R \(\Q\) 10368.df.2c $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2d $2$ R \(\Q\) 10368.df.2d $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2e $2$ R \(\Q\) 10368.df.2e $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2f $2$ R \(\Q\) 10368.df.2f $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2g $2$ R \(\Q\) 10368.df.2g $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2h $2$ R \(\Q\) 10368.df.2h $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2i $2$ R \(\Q\) 10368.df.2i $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2j $2$ R \(\Q\) 10368.df.2j $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2k $2$ R \(\Q\) 10368.df.2k $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2l $2$ R \(\Q\) 10368.df.2l $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2m $2$ R \(\Q\) 10368.df.2m $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2n $2$ R \(\Q\) 10368.df.2n $C_6^3:(S_3\times D_4)$ $8$ not computed $1296$ not computed
10368.df.2o $2$ R \(\Q\) 10368.df.2o $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2p $2$ R \(\Q\) 10368.df.2p $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2q $2$ R \(\Q\) 10368.df.2q $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2r $2$ R \(\Q\) 10368.df.2r $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2s $2$ R \(\Q\) 10368.df.2s $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2t $2$ R \(\Q\) 10368.df.2t $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2u $2$ R \(\Q\) 10368.df.2u $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2v $2$ R \(\Q\) 10368.df.2v $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2w $2$ R \(\Q\) 10368.df.2w $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2x $2$ R \(\Q\) 10368.df.2x $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2y $2$ R \(\Q\) 10368.df.2y $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.2z $2$ R \(\Q\) 10368.df.2z $C_6^3:(S_3\times D_4)$ $D_6$ $12$ not computed $864$ not computed
10368.df.4a $4$ R \(\Q\) 10368.df.4a $C_6^3:(S_3\times D_4)$ $S_3^2$ $36$ not computed $288$ not computed
10368.df.4aa $4$ R \(\Q\) 10368.df.4aa $C_6^3:(S_3\times D_4)$ $144$ not computed $72$ not computed
10368.df.4ab $4$ R \(\Q\) 10368.df.4ab $C_6^3:(S_3\times D_4)$ $144$ not computed $72$ not computed
10368.df.4ac $4$ R \(\Q\) 10368.df.4ac $C_6^3:(S_3\times D_4)$ $144$ not computed $72$ not computed
10368.df.4ad $4$ R \(\Q\) 10368.df.4ad $C_6^3:(S_3\times D_4)$ $144$ not computed $72$ not computed
10368.df.4ae $4$ R \(\Q\) 10368.df.4ae $C_6^3:(S_3\times D_4)$ $144$ not computed $72$ not computed
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