Dirichlet character search results

Results (1-50 of 144 matches)

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Orbit label	Conrey labels	Modulus	Conductor	Order	Kernel field	Value field	Parity	Real	Primitive	Minimal
28900.a	$\chi_{28900}(1, \cdot)$	$28900$	$1$	$1$	$\Q$	$\Q$	even	✓		✓
28900.b	$\chi_{28900}(14451, \cdot)$	$28900$	$4$	$2$	$\Q(\sqrt{-1})$	$\Q$	odd	✓		✓
28900.c	$\chi_{28900}(5201, \cdot)$	$28900$	$17$	$2$	$\Q(\sqrt{17})$	$\Q$	even	✓
28900.d	$\chi_{28900}(28899, \cdot)$	$28900$	$340$	$2$	$\Q(\sqrt{-85})$	$\Q$	odd	✓
28900.e	$\chi_{28900}(9249, \cdot)$	$28900$	$5$	$2$	$\Q(\sqrt{5})$	$\Q$	even	✓
28900.f	$\chi_{28900}(23699, \cdot)$	$28900$	$20$	$2$	$\Q(\sqrt{-5})$	$\Q$	odd	✓
28900.g	$\chi_{28900}(14449, \cdot)$	$28900$	$85$	$2$	$\Q(\sqrt{85})$	$\Q$	even	✓
28900.h	$\chi_{28900}(19651, \cdot)$	$28900$	$68$	$2$	$\Q(\sqrt{-17})$	$\Q$	odd	✓
28900.i	$\chi_{28900}(1407, \cdot)$$,$ $\chi_{28900}(13043, \cdot)$	$28900$	$340$	$4$	4.4.9826000.1	$\mathbb{Q}(i)$	even
28900.j	$\chi_{28900}(20557, \cdot)$$,$ $\chi_{28900}(22793, \cdot)$	$28900$	$85$	$4$	4.0.614125.2	$\mathbb{Q}(i)$	odd
28900.k	$\chi_{28900}(6357, \cdot)$$,$ $\chi_{28900}(13293, \cdot)$	$28900$	$85$	$4$	4.0.36125.1	$\mathbb{Q}(i)$	odd
28900.l	$\chi_{28900}(15607, \cdot)$$,$ $\chi_{28900}(22543, \cdot)$	$28900$	$20$	$4$	$\Q(\zeta_{20})^+$	$\mathbb{Q}(i)$	even			✓
28900.m	$\chi_{28900}(23949, \cdot)$$,$ $\chi_{28900}(28649, \cdot)$	$28900$	$85$	$4$	4.4.122825.1	$\mathbb{Q}(i)$	even
28900.n	$\chi_{28900}(9499, \cdot)$$,$ $\chi_{28900}(14199, \cdot)$	$28900$	$340$	$4$	4.0.1965200.1	$\mathbb{Q}(i)$	odd
28900.o	$\chi_{28900}(14701, \cdot)$$,$ $\chi_{28900}(19401, \cdot)$	$28900$	$17$	$4$	4.4.4913.1	$\mathbb{Q}(i)$	even
28900.p	$\chi_{28900}(251, \cdot)$$,$ $\chi_{28900}(4951, \cdot)$	$28900$	$68$	$4$	4.0.78608.1	$\mathbb{Q}(i)$	odd
28900.q	$\chi_{28900}(1157, \cdot)$$,$ $\chi_{28900}(8093, \cdot)$	$28900$	$5$	$4$	$\Q(\zeta_{5})$	$\mathbb{Q}(i)$	odd			✓
28900.r	$\chi_{28900}(20807, \cdot)$$,$ $\chi_{28900}(27743, \cdot)$	$28900$	$340$	$4$	4.4.578000.1	$\mathbb{Q}(i)$	even
28900.s	$\chi_{28900}(6107, \cdot)$$,$ $\chi_{28900}(8343, \cdot)$	$28900$	$340$	$4$	4.4.9826000.2	$\mathbb{Q}(i)$	even
28900.t	$\chi_{28900}(15857, \cdot)$$,$ $\chi_{28900}(27493, \cdot)$	$28900$	$85$	$4$	4.0.614125.1	$\mathbb{Q}(i)$	odd
28900.u	$\chi_{28900}(5781, \cdot)$$, \cdots ,$$\chi_{28900}(23121, \cdot)$	$28900$	$25$	$5$	5.5.390625.1	$\Q(\zeta_{5})$	even			✓
28900.v	$\chi_{28900}(1001, \cdot)$$, \cdots ,$$\chi_{28900}(28501, \cdot)$	$28900$	$17$	$8$	$\Q(\zeta_{17})^+$	$\Q(\zeta_{8})$	even
28900.w	$\chi_{28900}(14051, \cdot)$$, \cdots ,$$\chi_{28900}(20051, \cdot)$	$28900$	$68$	$8$	8.0.105046700288.1	$\Q(\zeta_{8})$	odd
28900.x	$\chi_{28900}(15207, \cdot)$$, \cdots ,$$\chi_{28900}(26743, \cdot)$	$28900$	$340$	$8$	8.8.1641354692000000.2	$\Q(\zeta_{8})$	even
28900.y	$\chi_{28900}(2157, \cdot)$$, \cdots ,$$\chi_{28900}(13693, \cdot)$	$28900$	$85$	$8$	8.0.6411541765625.1	$\Q(\zeta_{8})$	odd
28900.z	$\chi_{28900}(757, \cdot)$$, \cdots ,$$\chi_{28900}(12293, \cdot)$	$28900$	$85$	$8$	8.0.6411541765625.2	$\Q(\zeta_{8})$	odd
28900.ba	$\chi_{28900}(16607, \cdot)$$, \cdots ,$$\chi_{28900}(28143, \cdot)$	$28900$	$340$	$8$	8.8.1641354692000000.1	$\Q(\zeta_{8})$	even
28900.bb	$\chi_{28900}(399, \cdot)$$, \cdots ,$$\chi_{28900}(27899, \cdot)$	$28900$	$340$	$8$	8.0.65654187680000.2	$\Q(\zeta_{8})$	odd
28900.bc	$\chi_{28900}(8849, \cdot)$$, \cdots ,$$\chi_{28900}(14849, \cdot)$	$28900$	$85$	$8$	8.8.256461670625.1	$\Q(\zeta_{8})$	even
28900.bd	$\chi_{28900}(2311, \cdot)$$, \cdots ,$$\chi_{28900}(25431, \cdot)$	$28900$	$1700$	$10$	10.0.221852656250000000000.4	$\Q(\zeta_{5})$	odd
28900.be	$\chi_{28900}(2889, \cdot)$$, \cdots ,$$\chi_{28900}(26009, \cdot)$	$28900$	$425$	$10$	10.10.1083264923095703125.1	$\Q(\zeta_{5})$	even
28900.bf	$\chi_{28900}(579, \cdot)$$, \cdots ,$$\chi_{28900}(17919, \cdot)$	$28900$	$100$	$10$	10.0.781250000000000.1	$\Q(\zeta_{5})$	odd			✓
28900.bg	$\chi_{28900}(3469, \cdot)$$, \cdots ,$$\chi_{28900}(26589, \cdot)$	$28900$	$25$	$10$	$\Q(\zeta_{25})^+$	$\Q(\zeta_{5})$	even			✓
28900.bh	$\chi_{28900}(5779, \cdot)$$, \cdots ,$$\chi_{28900}(23119, \cdot)$	$28900$	$1700$	$10$	10.0.1109263281250000000000.3	$\Q(\zeta_{5})$	odd
28900.bi	$\chi_{28900}(10981, \cdot)$$, \cdots ,$$\chi_{28900}(28321, \cdot)$	$28900$	$425$	$10$	10.10.216652984619140625.1	$\Q(\zeta_{5})$	even
28900.bj	$\chi_{28900}(2891, \cdot)$$, \cdots ,$$\chi_{28900}(26011, \cdot)$	$28900$	$100$	$10$	10.0.156250000000000.1	$\Q(\zeta_{5})$	odd			✓
28900.bk	$\chi_{28900}(643, \cdot)$$, \cdots ,$$\chi_{28900}(25507, \cdot)$	$28900$	$340$	$16$	not computed	$\Q(\zeta_{16})$	odd			✓
28900.bl	$\chi_{28900}(4493, \cdot)$$, \cdots ,$$\chi_{28900}(25357, \cdot)$	$28900$	$85$	$16$	not computed	$\Q(\zeta_{16})$	even			✓
28900.bm	$\chi_{28900}(7001, \cdot)$$, \cdots ,$$\chi_{28900}(27101, \cdot)$	$28900$	$17$	$16$	not computed	$\Q(\zeta_{16})$	odd			✓
28900.bn	$\chi_{28900}(5451, \cdot)$$, \cdots ,$$\chi_{28900}(28651, \cdot)$	$28900$	$68$	$16$	not computed	$\Q(\zeta_{16})$	even			✓
28900.bo	$\chi_{28900}(1799, \cdot)$$, \cdots ,$$\chi_{28900}(21899, \cdot)$	$28900$	$340$	$16$	not computed	$\Q(\zeta_{16})$	even
28900.bp	$\chi_{28900}(249, \cdot)$$, \cdots ,$$\chi_{28900}(23449, \cdot)$	$28900$	$85$	$16$	not computed	$\Q(\zeta_{16})$	odd
28900.bq	$\chi_{28900}(3393, \cdot)$$, \cdots ,$$\chi_{28900}(28257, \cdot)$	$28900$	$85$	$16$	not computed	$\Q(\zeta_{16})$	even			✓
28900.br	$\chi_{28900}(3543, \cdot)$$, \cdots ,$$\chi_{28900}(24407, \cdot)$	$28900$	$340$	$16$	not computed	$\Q(\zeta_{16})$	odd			✓
28900.bs	$\chi_{28900}(1701, \cdot)$$, \cdots ,$$\chi_{28900}(27201, \cdot)$	$28900$	$289$	$17$	not computed	$\Q(\zeta_{17})$	even			✓
28900.bt	$\chi_{28900}(4297, \cdot)$$, \cdots ,$$\chi_{28900}(27417, \cdot)$	$28900$	$425$	$20$	not computed	$\Q(\zeta_{20})$	odd
28900.bu	$\chi_{28900}(327, \cdot)$$, \cdots ,$$\chi_{28900}(25683, \cdot)$	$28900$	$1700$	$20$	not computed	$\Q(\zeta_{20})$	even
28900.bv	$\chi_{28900}(3467, \cdot)$$, \cdots ,$$\chi_{28900}(26587, \cdot)$	$28900$	$1700$	$20$	not computed	$\Q(\zeta_{20})$	even
28900.bw	$\chi_{28900}(2313, \cdot)$$, \cdots ,$$\chi_{28900}(25433, \cdot)$	$28900$	$25$	$20$	not computed	$\Q(\zeta_{20})$	odd			✓
28900.bx	$\chi_{28900}(6031, \cdot)$$, \cdots ,$$\chi_{28900}(28071, \cdot)$	$28900$	$1700$	$20$	not computed	$\Q(\zeta_{20})$	odd

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