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Results (28 matches)

Label $\alpha$ $A$ $d$ $N$ $\chi$ $\mu$ $\nu$ $w$ prim arith $\mathbb{Q}$ self-dual $\operatorname{Arg}(\epsilon)$ $r$ First zero Origin
1-177-177.104-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.104 $1$ $$ $0$ $-0.302$ $0$ $0.0566415$ Dirichlet character \(\chi_{177} (104, \cdot) \)
1-177-177.107-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.107 $1$ $$ $0$ $-0.207$ $0$ $0.530275$ Dirichlet character \(\chi_{177} (107, \cdot) \)
1-177-177.110-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.110 $1$ $$ $0$ $-0.00625$ $0$ $1.27229$ Dirichlet character \(\chi_{177} (110, \cdot) \)
1-177-177.116-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.116 $1$ $$ $0$ $0.309$ $0$ $1.90619$ Dirichlet character \(\chi_{177} (116, \cdot) \)
1-177-177.122-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.122 $1$ $$ $0$ $0.197$ $0$ $1.01335$ Dirichlet character \(\chi_{177} (122, \cdot) \)
1-177-177.125-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.125 $1$ $$ $0$ $-0.0599$ $0$ $0.994848$ Dirichlet character \(\chi_{177} (125, \cdot) \)
1-177-177.134-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.134 $1$ $$ $0$ $0.207$ $0$ $1.57315$ Dirichlet character \(\chi_{177} (134, \cdot) \)
1-177-177.137-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.137 $1$ $$ $0$ $-0.0902$ $0$ $0.411312$ Dirichlet character \(\chi_{177} (137, \cdot) \)
1-177-177.140-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.140 $1$ $$ $0$ $0.00625$ $0$ $1.56231$ Dirichlet character \(\chi_{177} (140, \cdot) \)
1-177-177.143-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.143 $1$ $$ $0$ $0.290$ $0$ $0.214004$ Dirichlet character \(\chi_{177} (143, \cdot) \)
1-177-177.146-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.146 $1$ $$ $0$ $0.0902$ $0$ $1.40777$ Dirichlet character \(\chi_{177} (146, \cdot) \)
1-177-177.164-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.164 $1$ $$ $0$ $0.221$ $0$ $1.85907$ Dirichlet character \(\chi_{177} (164, \cdot) \)
1-177-177.167-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.167 $1$ $$ $0$ $0.425$ $0$ $2.13440$ Dirichlet character \(\chi_{177} (167, \cdot) \)
1-177-177.17-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.17 $1$ $$ $0$ $0.0599$ $0$ $0.641524$ Dirichlet character \(\chi_{177} (17, \cdot) \)
1-177-177.20-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.20 $1$ $$ $0$ $0.468$ $0$ $1.77593$ Dirichlet character \(\chi_{177} (20, \cdot) \)
1-177-177.26-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.26 $1$ $$ $0$ $-0.290$ $0$ $2.14325$ Dirichlet character \(\chi_{177} (26, \cdot) \)
1-177-177.29-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.29 $1$ $$ $0$ $-0.309$ $0$ $0.502367$ Dirichlet character \(\chi_{177} (29, \cdot) \)
1-177-177.35-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.35 $1$ $$ $0$ $-0.305$ $0$ $0.843939$ Dirichlet character \(\chi_{177} (35, \cdot) \)
1-177-177.41-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.41 $1$ $$ $0$ $-0.0971$ $0$ $1.10080$ Dirichlet character \(\chi_{177} (41, \cdot) \)
1-177-177.5-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.5 $1$ $$ $0$ $-0.118$ $0$ $0.932713$ Dirichlet character \(\chi_{177} (5, \cdot) \)
1-177-177.53-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.53 $1$ $$ $0$ $-0.425$ $0$ $0.851779$ Dirichlet character \(\chi_{177} (53, \cdot) \)
1-177-177.62-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.62 $1$ $$ $0$ $-0.468$ $0$ $0.0550101$ Dirichlet character \(\chi_{177} (62, \cdot) \)
1-177-177.68-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.68 $1$ $$ $0$ $-0.221$ $0$ $0.275101$ Dirichlet character \(\chi_{177} (68, \cdot) \)
1-177-177.71-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.71 $1$ $$ $0$ $0.118$ $0$ $1.14692$ Dirichlet character \(\chi_{177} (71, \cdot) \)
1-177-177.74-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.74 $1$ $$ $0$ $-0.197$ $0$ $0.198720$ Dirichlet character \(\chi_{177} (74, \cdot) \)
1-177-177.80-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.80 $1$ $$ $0$ $0.302$ $0$ $1.42356$ Dirichlet character \(\chi_{177} (80, \cdot) \)
1-177-177.86-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.86 $1$ $$ $0$ $0.305$ $0$ $1.89071$ Dirichlet character \(\chi_{177} (86, \cdot) \)
1-177-177.95-r1-0-0 $19.0$ $19.0$ $1$ $3 \cdot 59$ 177.95 $1$ $$ $0$ $0.0971$ $0$ $0.800482$ Dirichlet character \(\chi_{177} (95, \cdot) \)