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Results (9 matches)

Galois conjugate representations are grouped into single lines.
Label Dimension Conductor Artin stem field $G$ Ind $\chi(c)$
17.133...504.120.a.a 17.133...504.120.a.b 17.133...504.120.a.c 17.133...504.120.a.d $17$ $ 2^{30} \cdot 137^{8}$ 17.1.133249137678121328919445504.1 $\PSL(2,16)$ $1$ $1$
17.133...504.51.a.a $17$ $ 2^{30} \cdot 137^{8}$ 17.1.133249137678121328919445504.1 $\PSL(2,16)$ $1$ $1$
17.133...504.68.a.a 17.133...504.68.a.b $17$ $ 2^{30} \cdot 137^{8}$ 17.1.133249137678121328919445504.1 $\PSL(2,16)$ $1$ $1$
17.861...144.120.a.a 17.861...144.120.a.b 17.861...144.120.a.c 17.861...144.120.a.d $17$ $ 2^{30} \cdot 173^{8}$ 17.1.861526607800060221948166144.1 $\PSL(2,16)$ $1$ $1$
17.861...144.51.a.a $17$ $ 2^{30} \cdot 173^{8}$ 17.1.861526607800060221948166144.1 $\PSL(2,16)$ $1$ $1$
17.861...144.68.a.a 17.861...144.68.a.b $17$ $ 2^{30} \cdot 173^{8}$ 17.1.861526607800060221948166144.1 $\PSL(2,16)$ $1$ $1$
17.264...424.120.a.a 17.264...424.120.a.b 17.264...424.120.a.c 17.264...424.120.a.d $17$ $ 2^{30} \cdot 199^{8}$ 17.1.2640732930336770744777703424.1 $\PSL(2,16)$ $1$ $1$
17.264...424.51.a.a $17$ $ 2^{30} \cdot 199^{8}$ 17.1.2640732930336770744777703424.1 $\PSL(2,16)$ $1$ $1$
17.264...424.68.a.a 17.264...424.68.a.b $17$ $ 2^{30} \cdot 199^{8}$ 17.1.2640732930336770744777703424.1 $\PSL(2,16)$ $1$ $1$