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Galois conjugate representations are grouped into single lines.
Label Dimension Conductor Artin stem field $G$ Ind $\chi(c)$
5.14731.6t16.a.a $5$ $ 14731 $ 6.0.14731.1 $S_6$ $1$ $-1$
5.20627.6t16.a.a $5$ $ 20627 $ 6.0.20627.1 $S_6$ $1$ $-1$
5.22291.6t16.a.a $5$ $ 22291 $ 6.0.22291.1 $S_6$ $1$ $-1$
5.25747.6t16.a.a $5$ $ 25747 $ 6.0.25747.1 $S_6$ $1$ $-1$
5.27971.6t16.a.a $5$ $ 83 \cdot 337 $ 6.0.27971.1 $S_6$ $1$ $-1$
5.29077.6t16.a.a $5$ $ 29077 $ 6.2.29077.1 $S_6$ $1$ $1$
5.29189.6t16.a.a $5$ $ 17^{2} \cdot 101 $ 6.2.29189.1 $S_6$ $1$ $1$
5.30808.6t16.a.a $5$ $ 2^{3} \cdot 3851 $ 6.0.30808.1 $S_6$ $1$ $-1$
5.31133.6t16.a.a $5$ $ 163 \cdot 191 $ 6.2.31133.1 $S_6$ $1$ $1$
5.31223.6t16.a.a $5$ $ 31223 $ 6.0.31223.1 $S_6$ $1$ $-1$
5.31709.6t16.a.a $5$ $ 37 \cdot 857 $ 6.2.31709.1 $S_6$ $1$ $1$
5.32171.6t16.a.a $5$ $ 53 \cdot 607 $ 6.0.32171.1 $S_6$ $1$ $-1$
5.32911.6t16.a.a $5$ $ 32911 $ 6.0.32911.1 $S_6$ $1$ $-1$
5.33791.6t16.a.a $5$ $ 33791 $ 6.0.33791.1 $S_6$ $1$ $-1$
5.35099.6t16.a.a $5$ $ 35099 $ 6.0.35099.1 $S_6$ $1$ $-1$
5.36107.6t16.a.a $5$ $ 36107 $ 6.0.36107.1 $S_6$ $1$ $-1$
5.36235.6t16.a.a $5$ $ 5 \cdot 7247 $ 6.0.36235.1 $S_6$ $1$ $-1$
5.37253.6t16.a.a $5$ $ 37253 $ 6.2.37253.1 $S_6$ $1$ $1$
5.37423.6t16.a.a $5$ $ 37423 $ 6.0.37423.1 $S_6$ $1$ $-1$
5.37463.6t16.a.a $5$ $ 37463 $ 6.0.37463.1 $S_6$ $1$ $-1$
5.37568.6t16.a.a $5$ $ 2^{6} \cdot 587 $ 6.2.37568.1 $S_6$ $1$ $1$
5.39269.6t16.a.a $5$ $ 107 \cdot 367 $ 6.2.39269.1 $S_6$ $1$ $1$
5.40277.6t16.a.a $5$ $ 40277 $ 6.2.40277.1 $S_6$ $1$ $1$
5.40543.6t16.a.a $5$ $ 40543 $ 6.0.40543.1 $S_6$ $1$ $-1$
5.41069.6t16.a.a $5$ $ 7 \cdot 5867 $ 6.2.41069.1 $S_6$ $1$ $1$
5.42316.6t16.a.a $5$ $ 2^{2} \cdot 71 \cdot 149 $ 6.0.42316.1 $S_6$ $1$ $-1$
5.43063.6t16.a.a $5$ $ 43063 $ 6.0.43063.1 $S_6$ $1$ $-1$
5.43531.6t16.a.a $5$ $ 101 \cdot 431 $ 6.0.43531.1 $S_6$ $1$ $-1$
5.44423.6t16.a.a $5$ $ 31 \cdot 1433 $ 6.0.44423.1 $S_6$ $1$ $-1$
5.45203.6t16.a.a $5$ $ 17 \cdot 2659 $ 6.0.45203.1 $S_6$ $1$ $-1$
5.45223.6t16.a.a $5$ $ 41 \cdot 1103 $ 6.0.45223.1 $S_6$ $1$ $-1$
5.45301.6t16.a.a $5$ $ 89 \cdot 509 $ 6.2.45301.1 $S_6$ $1$ $1$
5.45508.6t16.a.a $5$ $ 2^{2} \cdot 31 \cdot 367 $ 6.0.45508.1 $S_6$ $1$ $-1$
5.45872.6t16.a.a $5$ $ 2^{4} \cdot 47 \cdot 61 $ 6.0.45872.1 $S_6$ $1$ $-1$
5.46651.6t16.a.a $5$ $ 11 \cdot 4241 $ 6.0.46651.1 $S_6$ $1$ $-1$
5.46757.6t16.a.a $5$ $ 46757 $ 6.2.46757.1 $S_6$ $1$ $1$
5.47149.6t16.a.a $5$ $ 47149 $ 6.2.47149.1 $S_6$ $1$ $1$
5.47552.6t16.a.a $5$ $ 2^{6} \cdot 743 $ 6.0.47552.1 $S_6$ $1$ $-1$
5.47669.6t16.a.a $5$ $ 73 \cdot 653 $ 6.2.47669.1 $S_6$ $1$ $1$
5.47933.6t16.a.a $5$ $ 47933 $ 6.2.47933.1 $S_6$ $1$ $1$
5.49615.6t16.a.a $5$ $ 5 \cdot 9923 $ 6.0.49615.1 $S_6$ $1$ $-1$
5.49781.6t16.a.a $5$ $ 67 \cdot 743 $ 6.2.49781.1 $S_6$ $1$ $1$
5.50173.6t16.a.a $5$ $ 131 \cdot 383 $ 6.2.50173.1 $S_6$ $1$ $1$
5.50587.6t16.a.a $5$ $ 50587 $ 6.0.50587.1 $S_6$ $1$ $-1$
5.51757.6t16.a.a $5$ $ 73 \cdot 709 $ 6.2.51757.1 $S_6$ $1$ $1$
5.51869.6t16.a.a $5$ $ 51869 $ 6.2.51869.1 $S_6$ $1$ $1$
5.52271.6t16.a.a $5$ $ 167 \cdot 313 $ 6.0.52271.1 $S_6$ $1$ $-1$
5.52891.6t16.a.a $5$ $ 227 \cdot 233 $ 6.0.52891.1 $S_6$ $1$ $-1$
5.54691.6t16.a.a $5$ $ 7 \cdot 13 \cdot 601 $ 6.0.54691.1 $S_6$ $1$ $-1$
5.55376.6t16.a.a $5$ $ 2^{4} \cdot 3461 $ 6.2.55376.1 $S_6$ $1$ $1$
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