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Results (49 matches)

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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
1-143-143.10-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.10 $1$ 0 $0.247$ $0$ $0.649255$ Character $\chi_{143}(10, \cdot)$
1-143-143.101-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.101 $1$ 0 $-0.105$ $0$ $1.46805$ Character $\chi_{143}(101, \cdot)$
1-143-143.102-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.102 $1$ 0 $0.0356$ $0$ $0.851555$ Character $\chi_{143}(102, \cdot)$
1-143-143.107-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.107 $1$ 0 $0.203$ $0$ $1.48720$ Character $\chi_{143}(107, \cdot)$
1-143-143.115-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.115 $1$ 0 $-0.117$ $0$ $1.14019$ Character $\chi_{143}(115, \cdot)$
1-143-143.116-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.116 $1$ 0 $0.353$ $0$ $1.48799$ Character $\chi_{143}(116, \cdot)$
1-143-143.119-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.119 $1$ 0 $0.203$ $0$ $1.93999$ Character $\chi_{143}(119, \cdot)$
1-143-143.120-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.120 $1$ 0 $0.0426$ $0$ $1.43285$ Character $\chi_{143}(120, \cdot)$
1-143-143.124-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.124 $1$ 0 $-0.0496$ $0$ $1.10294$ Character $\chi_{143}(124, \cdot)$
1-143-143.125-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.125 $1$ 0 $0.256$ $0$ $1.42435$ Character $\chi_{143}(125, \cdot)$
1-143-143.127-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.127 $1$ 0 $-0.398$ $0$ $0.402967$ Character $\chi_{143}(127, \cdot)$
1-143-143.129-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.129 $1$ 0 $0.161$ $0$ $1.08974$ Character $\chi_{143}(129, \cdot)$
1-143-143.134-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.134 $1$ 0 $0.398$ $0$ $1.14947$ Character $\chi_{143}(134, \cdot)$
1-143-143.135-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.135 $1$ 0 $-0.256$ $0$ $0.525248$ Character $\chi_{143}(135, \cdot)$
1-143-143.136-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.136 $1$ 0 $-0.0356$ $0$ $0.729221$ Character $\chi_{143}(136, \cdot)$
1-143-143.137-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.137 $1$ 0 $-0.203$ $0$ $0.776770$ Character $\chi_{143}(137, \cdot)$
1-143-143.139-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.139 $1$ 0 $-0.203$ $0$ $0.140340$ Character $\chi_{143}(139, \cdot)$
1-143-143.140-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.140 $1$ 0 $0.409$ $0$ $1.84711$ Character $\chi_{143}(140, \cdot)$
1-143-143.141-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.141 $1$ 0 $-0.203$ $0$ $0.123648$ Character $\chi_{143}(141, \cdot)$
1-143-143.142-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.142 $1$ 0 $0$ $0$ $1.61518$ Character $\chi_{143}(142, \cdot)$
1-143-143.15-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.15 $1$ 0 $0.0496$ $0$ $0.834668$ Character $\chi_{143}(15, \cdot)$
1-143-143.17-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.17 $1$ 0 $0.105$ $0$ $2.03401$ Character $\chi_{143}(17, \cdot)$
1-143-143.20-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.20 $1$ 0 $-0.288$ $0$ $0.233198$ Character $\chi_{143}(20, \cdot)$
1-143-143.29-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.29 $1$ 0 $-0.118$ $0$ $1.29412$ Character $\chi_{143}(29, \cdot)$
1-143-143.30-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.30 $1$ 0 $-0.0868$ $0$ $0.902054$ Character $\chi_{143}(30, \cdot)$
1-143-143.31-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.31 $1$ 0 $0.495$ $0$ $1.75898$ Character $\chi_{143}(31, \cdot)$
1-143-143.35-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.35 $1$ 0 $-0.396$ $0$ $0.327843$ Character $\chi_{143}(35, \cdot)$
1-143-143.37-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.37 $1$ 0 $-0.356$ $0$ $1.07996$ Character $\chi_{143}(37, \cdot)$
1-143-143.43-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.43 $1$ 0 $-0.247$ $0$ $0.534879$ Character $\chi_{143}(43, \cdot)$
1-143-143.47-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.47 $1$ 0 $-0.350$ $0$ $2.76125$ Character $\chi_{143}(47, \cdot)$
1-143-143.5-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.5 $1$ 0 $-0.410$ $0$ $2.73991$ Character $\chi_{143}(5, \cdot)$
1-143-143.51-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.51 $1$ 0 $-0.161$ $0$ $0.0692664$ Character $\chi_{143}(51, \cdot)$
1-143-143.58-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.58 $1$ 0 $0.356$ $0$ $1.89782$ Character $\chi_{143}(58, \cdot)$
1-143-143.59-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.59 $1$ 0 $-0.442$ $0$ $2.68929$ Character $\chi_{143}(59, \cdot)$
1-143-143.60-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.60 $1$ 0 $0.495$ $0$ $0.0859188$ Character $\chi_{143}(60, \cdot)$
1-143-143.61-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.61 $1$ 0 $0.310$ $0$ $0.144740$ Character $\chi_{143}(61, \cdot)$
1-143-143.62-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.62 $1$ 0 $0.0868$ $0$ $1.41877$ Character $\chi_{143}(62, \cdot)$
1-143-143.68-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.68 $1$ 0 $-0.310$ $0$ $2.35909$ Character $\chi_{143}(68, \cdot)$
1-143-143.70-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.70 $1$ 0 $0.350$ $0$ $0.132298$ Character $\chi_{143}(70, \cdot)$
1-143-143.71-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.71 $1$ 0 $0.203$ $0$ $1.86862$ Character $\chi_{143}(71, \cdot)$
1-143-143.74-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.74 $1$ 0 $0.118$ $0$ $2.09607$ Character $\chi_{143}(74, \cdot)$
1-143-143.80-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.80 $1$ 0 $0.442$ $0$ $0.605746$ Character $\chi_{143}(80, \cdot)$
1-143-143.86-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.86 $1$ 0 $0.410$ $0$ $0.712897$ Character $\chi_{143}(86, \cdot)$
1-143-143.87-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.87 $1$ 0 $-0.0426$ $0$ $0.858850$ Character $\chi_{143}(87, \cdot)$
1-143-143.90-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.90 $1$ 0 $-0.353$ $0$ $0.796228$ Character $\chi_{143}(90, \cdot)$
1-143-143.93-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.93 $1$ 0 $0.288$ $0$ $0.984080$ Character $\chi_{143}(93, \cdot)$
1-143-143.94-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.94 $1$ 0 $0.396$ $0$ $1.13057$ Character $\chi_{143}(94, \cdot)$
1-143-143.95-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.95 $1$ 0 $-0.409$ $0$ $0.283177$ Character $\chi_{143}(95, \cdot)$
1-143-143.97-r1-0-0 $15.3$ $15.3$ $1$ $11 \cdot 13$ 143.97 $1$ 0 $0.117$ $0$ $1.43515$ Character $\chi_{143}(97, \cdot)$
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