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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
1-107-107.103-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.103 $1$ 0 $-0.280$ $0$ $2.47534$ Character $\chi_{107}(103, \cdot)$
1-107-107.104-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.104 $1$ 0 $-0.303$ $0$ $3.11014$ Character $\chi_{107}(104, \cdot)$
1-107-107.106-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.106 $1$ 0 $0$ $0$ $1.01532$ Character $\chi_{107}(106, \cdot)$
1-107-107.15-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.15 $1$ 0 $0.481$ $0$ $2.59079$ Character $\chi_{107}(15, \cdot)$
1-107-107.17-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.17 $1$ 0 $0.143$ $0$ $1.10402$ Character $\chi_{107}(17, \cdot)$
1-107-107.18-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.18 $1$ 0 $-0.345$ $0$ $2.37779$ Character $\chi_{107}(18, \cdot)$
1-107-107.2-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.2 $1$ 0 $0.241$ $0$ $1.90840$ Character $\chi_{107}(2, \cdot)$
1-107-107.20-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.20 $1$ 0 $-0.419$ $0$ $0.0797399$ Character $\chi_{107}(20, \cdot)$
1-107-107.21-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.21 $1$ 0 $0.0831$ $0$ $1.53077$ Character $\chi_{107}(21, \cdot)$
1-107-107.22-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.22 $1$ 0 $-0.379$ $0$ $2.90492$ Character $\chi_{107}(22, \cdot)$
1-107-107.24-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.24 $1$ 0 $-0.371$ $0$ $0.180912$ Character $\chi_{107}(24, \cdot)$
1-107-107.26-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.26 $1$ 0 $0.100$ $0$ $1.50697$ Character $\chi_{107}(26, \cdot)$
1-107-107.28-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.28 $1$ 0 $0.142$ $0$ $1.40445$ Character $\chi_{107}(28, \cdot)$
1-107-107.31-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.31 $1$ 0 $-0.111$ $0$ $0.847862$ Character $\chi_{107}(31, \cdot)$
1-107-107.32-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.32 $1$ 0 $0.343$ $0$ $2.38165$ Character $\chi_{107}(32, \cdot)$
1-107-107.38-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.38 $1$ 0 $0.111$ $0$ $1.91692$ Character $\chi_{107}(38, \cdot)$
1-107-107.43-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.43 $1$ 0 $0.00358$ $0$ $1.49453$ Character $\chi_{107}(43, \cdot)$
1-107-107.45-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.45 $1$ 0 $0.489$ $0$ $0.566865$ Character $\chi_{107}(45, \cdot)$
1-107-107.46-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.46 $1$ 0 $-0.0665$ $0$ $1.04337$ Character $\chi_{107}(46, \cdot)$
1-107-107.5-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.5 $1$ 0 $0.00358$ $0$ $1.25561$ Character $\chi_{107}(5, \cdot)$
1-107-107.50-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.50 $1$ 0 $-0.481$ $0$ $0.661884$ Character $\chi_{107}(50, \cdot)$
1-107-107.51-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.51 $1$ 0 $-0.0831$ $0$ $1.26167$ Character $\chi_{107}(51, \cdot)$
1-107-107.54-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.54 $1$ 0 $-0.241$ $0$ $0.515142$ Character $\chi_{107}(54, \cdot)$
1-107-107.55-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.55 $1$ 0 $-0.305$ $0$ $0.631974$ Character $\chi_{107}(55, \cdot)$
1-107-107.58-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.58 $1$ 0 $0.371$ $0$ $1.37344$ Character $\chi_{107}(58, \cdot)$
1-107-107.59-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.59 $1$ 0 $-0.369$ $0$ $2.76595$ Character $\chi_{107}(59, \cdot)$
1-107-107.6-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.6 $1$ 0 $0.345$ $0$ $0.226741$ Character $\chi_{107}(6, \cdot)$
1-107-107.60-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.60 $1$ 0 $-0.327$ $0$ $0.188420$ Character $\chi_{107}(60, \cdot)$
1-107-107.63-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.63 $1$ 0 $-0.143$ $0$ $1.44973$ Character $\chi_{107}(63, \cdot)$
1-107-107.65-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.65 $1$ 0 $-0.142$ $0$ $0.667747$ Character $\chi_{107}(65, \cdot)$
1-107-107.66-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.66 $1$ 0 $0.327$ $0$ $1.96986$ Character $\chi_{107}(66, \cdot)$
1-107-107.67-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.67 $1$ 0 $-0.160$ $0$ $1.34650$ Character $\chi_{107}(67, \cdot)$
1-107-107.68-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.68 $1$ 0 $0.327$ $0$ $0.966166$ Character $\chi_{107}(68, \cdot)$
1-107-107.7-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.7 $1$ 0 $0.0665$ $0$ $0.708416$ Character $\chi_{107}(7, \cdot)$
1-107-107.70-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.70 $1$ 0 $-0.100$ $0$ $1.43328$ Character $\chi_{107}(70, \cdot)$
1-107-107.71-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.71 $1$ 0 $0.303$ $0$ $0.218356$ Character $\chi_{107}(71, \cdot)$
1-107-107.72-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.72 $1$ 0 $0.305$ $0$ $1.00768$ Character $\chi_{107}(72, \cdot)$
1-107-107.73-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.73 $1$ 0 $0.379$ $0$ $0.666811$ Character $\chi_{107}(73, \cdot)$
1-107-107.74-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.74 $1$ 0 $-0.159$ $0$ $0.641393$ Character $\chi_{107}(74, \cdot)$
1-107-107.77-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.77 $1$ 0 $-0.460$ $0$ $0.513961$ Character $\chi_{107}(77, \cdot)$
1-107-107.78-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.78 $1$ 0 $0.369$ $0$ $0.0501787$ Character $\chi_{107}(78, \cdot)$
1-107-107.8-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.8 $1$ 0 $0.160$ $0$ $2.37632$ Character $\chi_{107}(8, \cdot)$
1-107-107.80-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.80 $1$ 0 $0.280$ $0$ $0.134179$ Character $\chi_{107}(80, \cdot)$
1-107-107.82-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.82 $1$ 0 $0.460$ $0$ $2.01874$ Character $\chi_{107}(82, \cdot)$
1-107-107.84-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.84 $1$ 0 $0.0585$ $0$ $1.76756$ Character $\chi_{107}(84, \cdot)$
1-107-107.88-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.88 $1$ 0 $-0.489$ $0$ $1.86573$ Character $\chi_{107}(88, \cdot)$
1-107-107.91-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.91 $1$ 0 $0.419$ $0$ $1.74388$ Character $\chi_{107}(91, \cdot)$
1-107-107.93-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.93 $1$ 0 $-0.0585$ $0$ $1.88564$ Character $\chi_{107}(93, \cdot)$
1-107-107.94-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.94 $1$ 0 $0.159$ $0$ $1.35245$ Character $\chi_{107}(94, \cdot)$
1-107-107.95-r1-0-0 $11.4$ $11.4$ $1$ $107$ 107.95 $1$ 0 $0.00503$ $0$ $0.529710$ Character $\chi_{107}(95, \cdot)$
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