## Results (17 matches)

Label $\alpha$ $A$ $d$ $N$ $\chi$ $\mu$ $\nu$ $w$ prim arith $\mathbb{Q}$ self-dual $\operatorname{Arg}(\epsilon)$ $r$ First zero Origin
1-57-57.14-r0-0-0 $0.264$ $0.264$ $1$ $3 \cdot 19$ 57.14 $0$ $$0 -0.203 0 1.76586 Dirichlet character $$\chi_{57} (14, \cdot)$$ 1-57-57.2-r0-0-0 0.264 0.264 1 3 \cdot 19 57.2 0$$ $0$ $0.190$ $0$ $2.24760$ Dirichlet character $$\chi_{57} (2, \cdot)$$
1-57-57.29-r0-0-0 $0.264$ $0.264$ $1$ $3 \cdot 19$ 57.29 $0$ $$0 -0.190 0 0.846566 Dirichlet character $$\chi_{57} (29, \cdot)$$ 1-57-57.32-r0-0-0 0.264 0.264 1 3 \cdot 19 57.32 0$$ $0$ $-0.277$ $0$ $1.47556$ Dirichlet character $$\chi_{57} (32, \cdot)$$
1-57-57.41-r0-0-0 $0.264$ $0.264$ $1$ $3 \cdot 19$ 57.41 $0$ $$0 0.277 0 2.72984 Dirichlet character $$\chi_{57} (41, \cdot)$$ 1-57-57.50-r0-0-0 0.264 0.264 1 3 \cdot 19 57.50 0$$ $0$ $0.0677$ $0$ $1.58226$ Dirichlet character $$\chi_{57} (50, \cdot)$$
1-57-57.53-r0-0-0 $0.264$ $0.264$ $1$ $3 \cdot 19$ 57.53 $0$ $$0 0.203 0 3.05264 Dirichlet character $$\chi_{57} (53, \cdot)$$ 1-57-57.56-r0-0-0 0.264 0.264 1 3 \cdot 19 57.56 0$$ $0$ $0$ $0$ $2.40313$ Dirichlet character $$\chi_{57} (56, \cdot)$$
1-57-57.8-r0-0-0 $0.264$ $0.264$ $1$ $3 \cdot 19$ 57.8 $0$ $$0 -0.0677 0 1.89846 Dirichlet character $$\chi_{57} (8, \cdot)$$ 1-57-57.11-r1-0-0 6.12 6.12 1 3 \cdot 19 57.11 1$$ $0$ $0.367$ $0$ $2.54884$ Dirichlet character $$\chi_{57} (11, \cdot)$$
1-57-57.17-r1-0-0 $6.12$ $6.12$ $1$ $3 \cdot 19$ 57.17 $1$ $$0 0.275 0 2.67088 Dirichlet character $$\chi_{57} (17, \cdot)$$ 1-57-57.23-r1-0-0 6.12 6.12 1 3 \cdot 19 57.23 1$$ $0$ $-0.422$ $0$ $0.310328$ Dirichlet character $$\chi_{57} (23, \cdot)$$
1-57-57.26-r1-0-0 $6.12$ $6.12$ $1$ $3 \cdot 19$ 57.26 $1$ $$0 -0.367 0 1.02702 Dirichlet character $$\chi_{57} (26, \cdot)$$ 1-57-57.35-r1-0-0 6.12 6.12 1 3 \cdot 19 57.35 1$$ $0$ $0.00241$ $0$ $1.73108$ Dirichlet character $$\chi_{57} (35, \cdot)$$
1-57-57.44-r1-0-0 $6.12$ $6.12$ $1$ $3 \cdot 19$ 57.44 $1$ $$0 0.00241 0 0.951010 Dirichlet character $$\chi_{57} (44, \cdot)$$ 1-57-57.47-r1-0-0 6.12 6.12 1 3 \cdot 19 57.47 1$$ $0$ $-0.275$ $0$ $1.02652$ Dirichlet character $$\chi_{57} (47, \cdot)$$
1-57-57.5-r1-0-0 $6.12$ $6.12$ $1$ $3 \cdot 19$ 57.5 $1$  $0$ $0.422$ $0$ $1.85928$ Dirichlet character $$\chi_{57} (5, \cdot)$$