Dirichlet character search results

Results (1-50 of 102 matches)

  Download displayed columns for results to

Orbit label	Conrey labels	Modulus	Conductor	Order	Kernel field	Value field	Parity	Real	Primitive	Minimal
703.a	$\chi_{703}(1, \cdot)$	$703$	$1$	$1$	$\Q$	$\Q$	even	✓		✓
703.b	$\chi_{703}(75, \cdot)$	$703$	$19$	$2$	$\Q(\sqrt{-19})$	$\Q$	odd	✓		✓
703.c	$\chi_{703}(628, \cdot)$	$703$	$37$	$2$	$\Q(\sqrt{37})$	$\Q$	even	✓		✓
703.d	$\chi_{703}(702, \cdot)$	$703$	$703$	$2$	$\Q(\sqrt{-703})$	$\Q$	odd	✓	✓	✓
703.e	$\chi_{703}(334, \cdot)$$,$ $\chi_{703}(482, \cdot)$	$703$	$19$	$3$	3.3.361.1	$\mathbb{Q}(\zeta_3)$	even			✓
703.f	$\chi_{703}(248, \cdot)$$,$ $\chi_{703}(343, \cdot)$	$703$	$37$	$3$	3.3.1369.1	$\mathbb{Q}(\zeta_3)$	even			✓
703.g	$\chi_{703}(26, \cdot)$$,$ $\chi_{703}(676, \cdot)$	$703$	$703$	$3$	3.3.494209.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
703.h	$\chi_{703}(121, \cdot)$$,$ $\chi_{703}(581, \cdot)$	$703$	$703$	$3$	3.3.494209.2	$\mathbb{Q}(\zeta_3)$	even		✓	✓
703.i	$\chi_{703}(191, \cdot)$$,$ $\chi_{703}(438, \cdot)$	$703$	$37$	$4$	4.0.50653.1	$\mathbb{Q}(i)$	odd			✓
703.j	$\chi_{703}(265, \cdot)$$,$ $\chi_{703}(512, \cdot)$	$703$	$703$	$4$	4.4.18285733.1	$\mathbb{Q}(i)$	even		✓	✓
703.k	$\chi_{703}(11, \cdot)$$,$ $\chi_{703}(64, \cdot)$	$703$	$703$	$6$	6.6.9036973820197.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
703.l	$\chi_{703}(639, \cdot)$$,$ $\chi_{703}(692, \cdot)$	$703$	$703$	$6$	6.0.4640608177939.3	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
703.m	$\chi_{703}(27, \cdot)$$,$ $\chi_{703}(677, \cdot)$	$703$	$703$	$6$	6.0.171702502583743.2	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
703.n	$\chi_{703}(360, \cdot)$$,$ $\chi_{703}(455, \cdot)$	$703$	$703$	$6$	6.0.475630201063.1	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
703.o	$\chi_{703}(221, \cdot)$$,$ $\chi_{703}(369, \cdot)$	$703$	$703$	$6$	6.0.125421842647.1	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
703.p	$\chi_{703}(84, \cdot)$$,$ $\chi_{703}(544, \cdot)$	$703$	$703$	$6$	6.0.4640608177939.2	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
703.q	$\chi_{703}(286, \cdot)$$,$ $\chi_{703}(381, \cdot)$	$703$	$37$	$6$	6.6.69343957.1	$\mathbb{Q}(\zeta_3)$	even			✓
703.r	$\chi_{703}(258, \cdot)$$,$ $\chi_{703}(406, \cdot)$	$703$	$703$	$6$	6.6.6601149613.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
703.s	$\chi_{703}(297, \cdot)$$,$ $\chi_{703}(445, \cdot)$	$703$	$19$	$6$	6.0.2476099.1	$\mathbb{Q}(\zeta_3)$	odd			✓
703.t	$\chi_{703}(322, \cdot)$$,$ $\chi_{703}(417, \cdot)$	$703$	$703$	$6$	6.0.12854870299.1	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
703.u	$\chi_{703}(159, \cdot)$$,$ $\chi_{703}(619, \cdot)$	$703$	$703$	$6$	6.6.9036973820197.3	$\mathbb{Q}(\zeta_3)$	even		✓	✓
703.v	$\chi_{703}(122, \cdot)$$,$ $\chi_{703}(582, \cdot)$	$703$	$703$	$6$	6.0.171702502583743.1	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
703.w	$\chi_{703}(16, \cdot)$$, \cdots ,$$\chi_{703}(530, \cdot)$	$703$	$703$	$9$	9.9.59654416235884558133761.2	$\Q(\zeta_{9})$	even		✓	✓
703.x	$\chi_{703}(271, \cdot)$$, \cdots ,$$\chi_{703}(682, \cdot)$	$703$	$703$	$9$	9.9.59654416235884558133761.3	$\Q(\zeta_{9})$	even		✓	✓
703.y	$\chi_{703}(120, \cdot)$$, \cdots ,$$\chi_{703}(662, \cdot)$	$703$	$703$	$9$	9.9.59654416235884558133761.4	$\Q(\zeta_{9})$	even		✓	✓
703.z	$\chi_{703}(9, \cdot)$$, \cdots ,$$\chi_{703}(700, \cdot)$	$703$	$703$	$9$	9.9.59654416235884558133761.5	$\Q(\zeta_{9})$	even		✓	✓
703.ba	$\chi_{703}(83, \cdot)$$, \cdots ,$$\chi_{703}(562, \cdot)$	$703$	$703$	$9$	9.9.165247690404112349401.2	$\Q(\zeta_{9})$	even		✓	✓
703.bb	$\chi_{703}(7, \cdot)$$, \cdots ,$$\chi_{703}(638, \cdot)$	$703$	$703$	$9$	9.9.165247690404112349401.1	$\Q(\zeta_{9})$	even		✓	✓
703.bc	$\chi_{703}(112, \cdot)$$, \cdots ,$$\chi_{703}(593, \cdot)$	$703$	$19$	$9$	$\Q(\zeta_{19})^+$	$\Q(\zeta_{9})$	even			✓
703.bd	$\chi_{703}(63, \cdot)$$, \cdots ,$$\chi_{703}(655, \cdot)$	$703$	$703$	$9$	9.9.43575176213210049769.1	$\Q(\zeta_{9})$	even		✓	✓
703.be	$\chi_{703}(47, \cdot)$$, \cdots ,$$\chi_{703}(396, \cdot)$	$703$	$703$	$9$	9.9.43575176213210049769.2	$\Q(\zeta_{9})$	even		✓	✓
703.bf	$\chi_{703}(229, \cdot)$$, \cdots ,$$\chi_{703}(571, \cdot)$	$703$	$37$	$9$	9.9.3512479453921.1	$\Q(\zeta_{9})$	even			✓
703.bg	$\chi_{703}(123, \cdot)$$, \cdots ,$$\chi_{703}(663, \cdot)$	$703$	$703$	$9$	9.9.59654416235884558133761.6	$\Q(\zeta_{9})$	even		✓	✓
703.bh	$\chi_{703}(118, \cdot)$$, \cdots ,$$\chi_{703}(567, \cdot)$	$703$	$703$	$9$	9.9.59654416235884558133761.1	$\Q(\zeta_{9})$	even		✓	✓
703.bi	$\chi_{703}(45, \cdot)$$, \cdots ,$$\chi_{703}(467, \cdot)$	$703$	$703$	$12$	12.0.3021675145596260523149395933.1	$\Q(\zeta_{12})$	odd		✓	✓
703.bj	$\chi_{703}(8, \cdot)$$, \cdots ,$$\chi_{703}(430, \cdot)$	$703$	$703$	$12$	12.12.1090824727560250048856931931813.1	$\Q(\zeta_{12})$	even		✓	✓
703.bk	$\chi_{703}(208, \cdot)$$, \cdots ,$$\chi_{703}(569, \cdot)$	$703$	$703$	$12$	12.12.8370291262039502834208853.1	$\Q(\zeta_{12})$	even		✓	✓
703.bl	$\chi_{703}(31, \cdot)$$, \cdots ,$$\chi_{703}(635, \cdot)$	$703$	$703$	$12$	12.12.796804037662710042992645677.1	$\Q(\zeta_{12})$	even		✓	✓
703.bm	$\chi_{703}(273, \cdot)$$, \cdots ,$$\chi_{703}(695, \cdot)$	$703$	$703$	$12$	12.0.3021675145596260523149395933.2	$\Q(\zeta_{12})$	odd		✓	✓
703.bn	$\chi_{703}(134, \cdot)$$, \cdots ,$$\chi_{703}(495, \cdot)$	$703$	$37$	$12$	12.0.177917621779460413.1	$\Q(\zeta_{12})$	odd			✓
703.bo	$\chi_{703}(68, \cdot)$$, \cdots ,$$\chi_{703}(672, \cdot)$	$703$	$703$	$12$	12.0.2207213400727728650949157.1	$\Q(\zeta_{12})$	odd		✓	✓
703.bp	$\chi_{703}(236, \cdot)$$, \cdots ,$$\chi_{703}(658, \cdot)$	$703$	$703$	$12$	12.12.1090824727560250048856931931813.2	$\Q(\zeta_{12})$	even		✓	✓
703.bq	$\chi_{703}(90, \cdot)$$, \cdots ,$$\chi_{703}(414, \cdot)$	$703$	$703$	$18$	not computed	$\Q(\zeta_{9})$	odd		✓	✓
703.br	$\chi_{703}(289, \cdot)$$, \cdots ,$$\chi_{703}(613, \cdot)$	$703$	$703$	$18$	not computed	$\Q(\zeta_{9})$	even		✓	✓
703.bs	$\chi_{703}(173, \cdot)$$, \cdots ,$$\chi_{703}(687, \cdot)$	$703$	$703$	$18$	not computed	$\Q(\zeta_{9})$	odd		✓	✓
703.bt	$\chi_{703}(21, \cdot)$$, \cdots ,$$\chi_{703}(432, \cdot)$	$703$	$703$	$18$	not computed	$\Q(\zeta_{9})$	odd		✓	✓
703.bu	$\chi_{703}(40, \cdot)$$, \cdots ,$$\chi_{703}(580, \cdot)$	$703$	$703$	$18$	not computed	$\Q(\zeta_{9})$	odd		✓	✓
703.bv	$\chi_{703}(33, \cdot)$$, \cdots ,$$\chi_{703}(515, \cdot)$	$703$	$703$	$18$	not computed	$\Q(\zeta_{9})$	odd		✓	✓
703.bw	$\chi_{703}(25, \cdot)$$, \cdots ,$$\chi_{703}(650, \cdot)$	$703$	$703$	$18$	not computed	$\Q(\zeta_{9})$	even		✓	✓
703.bx	$\chi_{703}(99, \cdot)$$, \cdots ,$$\chi_{703}(632, \cdot)$	$703$	$703$	$18$	not computed	$\Q(\zeta_{9})$	even		✓	✓

  Download displayed columns for results to