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Label $\alpha$ $A$ $d$ $N$ $\chi$ $\mu$ $\nu$ $w$ prim arith $\mathbb{Q}$ self-dual $\operatorname{Arg}(\epsilon)$ $r$ First zero Origin
1-837-837.101-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.101 $1$ $$ $0$ $0.163$ $0$ $1.27925$ Dirichlet character \(\chi_{837} (101, \cdot) \)
1-837-837.106-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.106 $1$ $$ $0$ $0.362$ $0$ $1.01759$ Dirichlet character \(\chi_{837} (106, \cdot) \)
1-837-837.113-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.113 $1$ $$ $0$ $0.245$ $0$ $0.0161899$ Dirichlet character \(\chi_{837} (113, \cdot) \)
1-837-837.115-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.115 $1$ $$ $0$ $0.382$ $0$ $1.18290$ Dirichlet character \(\chi_{837} (115, \cdot) \)
1-837-837.128-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.128 $1$ $$ $0$ $-0.348$ $0$ $0.805063$ Dirichlet character \(\chi_{837} (128, \cdot) \)
1-837-837.13-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.13 $1$ $$ $0$ $0.381$ $0$ $0.631249$ Dirichlet character \(\chi_{837} (13, \cdot) \)
1-837-837.130-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.130 $1$ $$ $0$ $-0.285$ $0$ $0.425976$ Dirichlet character \(\chi_{837} (130, \cdot) \)
1-837-837.131-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.131 $1$ $$ $0$ $-0.107$ $0$ $0.894460$ Dirichlet character \(\chi_{837} (131, \cdot) \)
1-837-837.139-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.139 $1$ $$ $0$ $0.00376$ $0$ $0.679864$ Dirichlet character \(\chi_{837} (139, \cdot) \)
1-837-837.14-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.14 $1$ $$ $0$ $-0.394$ $0$ $0.00331340$ Dirichlet character \(\chi_{837} (14, \cdot) \)
1-837-837.140-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.140 $1$ $$ $0$ $-0.405$ $0$ $1.84946$ Dirichlet character \(\chi_{837} (140, \cdot) \)
1-837-837.148-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.148 $1$ $$ $0$ $0.283$ $0$ $0.0565915$ Dirichlet character \(\chi_{837} (148, \cdot) \)
1-837-837.149-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.149 $1$ $$ $0$ $-0.176$ $0$ $0.519292$ Dirichlet character \(\chi_{837} (149, \cdot) \)
1-837-837.151-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.151 $1$ $$ $0$ $0.115$ $0$ $1.02590$ Dirichlet character \(\chi_{837} (151, \cdot) \)
1-837-837.164-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.164 $1$ $$ $0$ $0.440$ $0$ $0.130395$ Dirichlet character \(\chi_{837} (164, \cdot) \)
1-837-837.166-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.166 $1$ $$ $0$ $0.156$ $0$ $1.02630$ Dirichlet character \(\chi_{837} (166, \cdot) \)
1-837-837.173-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.173 $1$ $$ $0$ $0.282$ $0$ $1.27316$ Dirichlet character \(\chi_{837} (173, \cdot) \)
1-837-837.178-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.178 $1$ $$ $0$ $0.199$ $0$ $1.08828$ Dirichlet character \(\chi_{837} (178, \cdot) \)
1-837-837.184-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.184 $1$ $$ $0$ $-0.311$ $0$ $0.707491$ Dirichlet character \(\chi_{837} (184, \cdot) \)
1-837-837.191-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.191 $1$ $$ $0$ $0.176$ $0$ $0.882952$ Dirichlet character \(\chi_{837} (191, \cdot) \)
1-837-837.194-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.194 $1$ $$ $0$ $0.348$ $0$ $0.267170$ Dirichlet character \(\chi_{837} (194, \cdot) \)
1-837-837.2-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.2 $1$ $$ $0$ $-0.261$ $0$ $1.54755$ Dirichlet character \(\chi_{837} (2, \cdot) \)
1-837-837.20-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.20 $1$ $$ $0$ $0.0607$ $0$ $0.877348$ Dirichlet character \(\chi_{837} (20, \cdot) \)
1-837-837.200-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.200 $1$ $$ $0$ $-0.245$ $0$ $1.48935$ Dirichlet character \(\chi_{837} (200, \cdot) \)
1-837-837.22-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.22 $1$ $$ $0$ $0.0680$ $0$ $0.363566$ Dirichlet character \(\chi_{837} (22, \cdot) \)
1-837-837.220-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.220 $1$ $$ $0$ $0.175$ $0$ $1.29930$ Dirichlet character \(\chi_{837} (220, \cdot) \)
1-837-837.221-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.221 $1$ $$ $0$ $-0.163$ $0$ $0.299353$ Dirichlet character \(\chi_{837} (221, \cdot) \)
1-837-837.223-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.223 $1$ $$ $0$ $0.0297$ $0$ $1.06543$ Dirichlet character \(\chi_{837} (223, \cdot) \)
1-837-837.227-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.227 $1$ $$ $0$ $-0.359$ $0$ $0.689193$ Dirichlet character \(\chi_{837} (227, \cdot) \)
1-837-837.229-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.229 $1$ $$ $0$ $-0.362$ $0$ $0.523962$ Dirichlet character \(\chi_{837} (229, \cdot) \)
1-837-837.232-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.232 $1$ $$ $0$ $0.311$ $0$ $1.80392$ Dirichlet character \(\chi_{837} (232, \cdot) \)
1-837-837.236-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.236 $1$ $$ $0$ $-0.467$ $0$ $0.267180$ Dirichlet character \(\chi_{837} (236, \cdot) \)
1-837-837.238-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.238 $1$ $$ $0$ $-0.490$ $0$ $1.77965$ Dirichlet character \(\chi_{837} (238, \cdot) \)
1-837-837.241-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.241 $1$ $$ $0$ $0.265$ $0$ $1.48389$ Dirichlet character \(\chi_{837} (241, \cdot) \)
1-837-837.245-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.245 $1$ $$ $0$ $-0.492$ $0$ $0.565960$ Dirichlet character \(\chi_{837} (245, \cdot) \)
1-837-837.247-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.247 $1$ $$ $0$ $-0.157$ $0$ $0.279687$ Dirichlet character \(\chi_{837} (247, \cdot) \)
1-837-837.257-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.257 $1$ $$ $0$ $-0.0410$ $0$ $0.764228$ Dirichlet character \(\chi_{837} (257, \cdot) \)
1-837-837.259-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.259 $1$ $$ $0$ $0.470$ $0$ $0.00362264$ Dirichlet character \(\chi_{837} (259, \cdot) \)
1-837-837.265-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.265 $1$ $$ $0$ $-0.470$ $0$ $1.01669$ Dirichlet character \(\chi_{837} (265, \cdot) \)
1-837-837.266-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.266 $1$ $$ $0$ $0.467$ $0$ $1.09743$ Dirichlet character \(\chi_{837} (266, \cdot) \)
1-837-837.274-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.274 $1$ $$ $0$ $-0.0297$ $0$ $0.504736$ Dirichlet character \(\chi_{837} (274, \cdot) \)
1-837-837.277-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.277 $1$ $$ $0$ $0.00376$ $0$ $0.309786$ Dirichlet character \(\chi_{837} (277, \cdot) \)
1-837-837.281-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.281 $1$ $$ $0$ $0.405$ $0$ $0.332079$ Dirichlet character \(\chi_{837} (281, \cdot) \)
1-837-837.284-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.284 $1$ $$ $0$ $-0.304$ $0$ $0.750819$ Dirichlet character \(\chi_{837} (284, \cdot) \)
1-837-837.292-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.292 $1$ $$ $0$ $-0.285$ $0$ $0.206062$ Dirichlet character \(\chi_{837} (292, \cdot) \)
1-837-837.293-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.293 $1$ $$ $0$ $-0.0607$ $0$ $0.317741$ Dirichlet character \(\chi_{837} (293, \cdot) \)
1-837-837.299-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.299 $1$ $$ $0$ $0.394$ $0$ $0.772453$ Dirichlet character \(\chi_{837} (299, \cdot) \)
1-837-837.301-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.301 $1$ $$ $0$ $0.0680$ $0$ $0.849229$ Dirichlet character \(\chi_{837} (301, \cdot) \)
1-837-837.313-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.313 $1$ $$ $0$ $0.490$ $0$ $0.0629224$ Dirichlet character \(\chi_{837} (313, \cdot) \)
1-837-837.317-r1-0-0 $89.9$ $89.9$ $1$ $3^{3} \cdot 31$ 837.317 $1$ $$ $0$ $-0.292$ $0$ $0.141578$ Dirichlet character \(\chi_{837} (317, \cdot) \)
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