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Galois conjugate representations are grouped into single lines.
Label Dimension Conductor Artin stem field $G$ Ind $\chi(c)$
6.184607.7t7.a.a $6$ $ 184607 $ 7.1.184607.1 $S_7$ $1$ $0$
6.193327.7t7.a.a $6$ $ 193327 $ 7.1.193327.1 $S_7$ $1$ $0$
6.193607.7t7.a.a $6$ $ 193607 $ 7.1.193607.1 $S_7$ $1$ $0$
6.196127.7t7.a.a $6$ $ 29 \cdot 6763 $ 7.1.196127.1 $S_7$ $1$ $0$
6.199559.7t7.a.a $6$ $ 199559 $ 7.1.199559.1 $S_7$ $1$ $0$
6.201671.7t7.a.a $6$ $ 17 \cdot 11863 $ 7.1.201671.1 $S_7$ $1$ $0$
6.202471.7t7.a.a $6$ $ 202471 $ 7.1.202471.1 $S_7$ $1$ $0$
6.207911.7t7.a.a $6$ $ 11 \cdot 41 \cdot 461 $ 7.1.207911.1 $S_7$ $1$ $0$
6.211831.7t7.a.a $6$ $ 19 \cdot 11149 $ 7.1.211831.1 $S_7$ $1$ $0$
6.214607.7t7.a.a $6$ $ 214607 $ 7.1.214607.1 $S_7$ $1$ $0$
6.224647.7t7.a.a $6$ $ 277 \cdot 811 $ 7.1.224647.1 $S_7$ $1$ $0$
6.227287.7t7.a.a $6$ $ 167 \cdot 1361 $ 7.1.227287.1 $S_7$ $1$ $0$
6.237751.7t7.a.a $6$ $ 23 \cdot 10337 $ 7.1.237751.1 $S_7$ $1$ $0$
6.242147.7t7.a.a $6$ $ 242147 $ 7.1.242147.1 $S_7$ $1$ $0$
6.242971.7t7.a.a $6$ $ 242971 $ 7.1.242971.1 $S_7$ $1$ $0$
6.250367.7t7.a.a $6$ $ 13 \cdot 19259 $ 7.1.250367.1 $S_7$ $1$ $0$
6.252071.7t7.a.a $6$ $ 83 \cdot 3037 $ 7.1.252071.1 $S_7$ $1$ $0$
6.261871.7t7.a.a $6$ $ 307 \cdot 853 $ 7.1.261871.1 $S_7$ $1$ $0$
6.267347.7t7.a.a $6$ $ 101 \cdot 2647 $ 7.1.267347.1 $S_7$ $1$ $0$
6.270607.7t7.a.a $6$ $ 461 \cdot 587 $ 7.1.270607.1 $S_7$ $1$ $0$
6.272671.7t7.a.a $6$ $ 7 \cdot 38953 $ 7.1.272671.1 $S_7$ $1$ $0$
6.283223.7t7.a.a $6$ $ 61 \cdot 4643 $ 7.1.283223.1 $S_7$ $1$ $0$
6.286711.7t7.a.a $6$ $ 286711 $ 7.1.286711.1 $S_7$ $1$ $0$
6.289831.7t7.a.a $6$ $ 109 \cdot 2659 $ 7.1.289831.1 $S_7$ $1$ $0$
6.289987.7t7.a.a $6$ $ 289987 $ 7.1.289987.1 $S_7$ $1$ $0$
6.300527.7t7.a.a $6$ $ 29 \cdot 43 \cdot 241 $ 7.1.300527.1 $S_7$ $1$ $0$
6.311071.7t7.a.a $6$ $ 277 \cdot 1123 $ 7.1.311071.1 $S_7$ $1$ $0$
6.315631.7t7.a.a $6$ $ 315631 $ 7.1.315631.1 $S_7$ $1$ $0$
6.317159.7t7.a.a $6$ $ 317159 $ 7.1.317159.1 $S_7$ $1$ $0$
6.319831.7t7.a.a $6$ $ 319831 $ 7.1.319831.1 $S_7$ $1$ $0$
6.320975.7t7.a.a $6$ $ 5^{2} \cdot 37 \cdot 347 $ 7.1.320975.1 $S_7$ $1$ $0$
6.330487.7t7.a.a $6$ $ 23 \cdot 14369 $ 7.1.330487.1 $S_7$ $1$ $0$
6.332447.7t7.a.a $6$ $ 332447 $ 7.1.332447.1 $S_7$ $1$ $0$
6.334727.7t7.a.a $6$ $ 334727 $ 7.1.334727.1 $S_7$ $1$ $0$
6.338191.7t7.a.a $6$ $ 7 \cdot 48313 $ 7.1.338191.1 $S_7$ $1$ $0$
6.349847.7t7.a.a $6$ $ 19 \cdot 18413 $ 7.1.349847.1 $S_7$ $1$ $0$
6.351587.7t7.a.a $6$ $ 351587 $ 7.1.351587.1 $S_7$ $1$ $0$
6.351655.7t7.a.a $6$ $ 5 \cdot 53 \cdot 1327 $ 7.1.351655.1 $S_7$ $1$ $0$
6.364871.7t7.a.a $6$ $ 13^{2} \cdot 17 \cdot 127 $ 7.1.364871.1 $S_7$ $1$ $0$
6.371131.7t7.a.a $6$ $ 371131 $ 7.1.371131.1 $S_7$ $1$ $0$
6.373607.7t7.a.a $6$ $ 13 \cdot 29 \cdot 991 $ 7.1.373607.1 $S_7$ $1$ $0$
6.376163.7t7.a.a $6$ $ 389 \cdot 967 $ 7.1.376163.1 $S_7$ $1$ $0$
6.380831.7t7.a.a $6$ $ 11 \cdot 89 \cdot 389 $ 7.1.380831.1 $S_7$ $1$ $0$
6.382631.7t7.a.a $6$ $ 382631 $ 7.1.382631.1 $S_7$ $1$ $0$
6.383687.7t7.a.a $6$ $ 31 \cdot 12377 $ 7.1.383687.1 $S_7$ $1$ $0$
6.396259.7t7.a.a $6$ $ 396259 $ 7.1.396259.1 $S_7$ $1$ $0$
6.397703.7t7.a.a $6$ $ 499 \cdot 797 $ 7.1.397703.1 $S_7$ $1$ $0$
6.397991.7t7.a.a $6$ $ 11 \cdot 97 \cdot 373 $ 7.1.397991.1 $S_7$ $1$ $0$
6.402011.7t7.a.a $6$ $ 73 \cdot 5507 $ 7.1.402011.1 $S_7$ $1$ $0$
6.409091.7t7.a.a $6$ $ 313 \cdot 1307 $ 7.1.409091.1 $S_7$ $1$ $0$
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