Dirichlet character search results

Results (1-50 of 20514247 matches)

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Orbit label	Conrey labels	Modulus	Conductor	Order	Kernel field	Value field	Parity	Real	Primitive	Minimal
100.h	$\chi_{100}(19, \cdot)$$, \cdots ,$$\chi_{100}(79, \cdot)$	$100$	$100$	$10$	10.0.781250000000000.1	$\Q(\zeta_{5})$	odd		✓	✓
100.j	$\chi_{100}(11, \cdot)$$, \cdots ,$$\chi_{100}(91, \cdot)$	$100$	$100$	$10$	10.0.156250000000000.1	$\Q(\zeta_{5})$	odd		✓	✓
100.l	$\chi_{100}(3, \cdot)$$, \cdots ,$$\chi_{100}(87, \cdot)$	$100$	$100$	$20$	not computed	$\Q(\zeta_{20})$	even		✓	✓
101.b	$\chi_{101}(100, \cdot)$	$101$	$101$	$2$	$\Q(\sqrt{101})$	$\Q$	even	✓	✓	✓
101.c	$\chi_{101}(10, \cdot)$$,$ $\chi_{101}(91, \cdot)$	$101$	$101$	$4$	4.0.1030301.1	$\mathbb{Q}(i)$	odd		✓	✓
101.d	$\chi_{101}(36, \cdot)$$, \cdots ,$$\chi_{101}(95, \cdot)$	$101$	$101$	$5$	5.5.104060401.1	$\Q(\zeta_{5})$	even		✓	✓
101.e	$\chi_{101}(6, \cdot)$$, \cdots ,$$\chi_{101}(65, \cdot)$	$101$	$101$	$10$	10.10.1093685272684360901.1	$\Q(\zeta_{5})$	even		✓	✓
101.f	$\chi_{101}(32, \cdot)$$, \cdots ,$$\chi_{101}(69, \cdot)$	$101$	$101$	$20$	not computed	$\Q(\zeta_{20})$	odd		✓	✓
101.g	$\chi_{101}(5, \cdot)$$, \cdots ,$$\chi_{101}(97, \cdot)$	$101$	$101$	$25$	not computed	$\Q(\zeta_{25})$	even		✓	✓
101.h	$\chi_{101}(4, \cdot)$$, \cdots ,$$\chi_{101}(96, \cdot)$	$101$	$101$	$50$	not computed	$\Q(\zeta_{25})$	even		✓	✓
101.i	$\chi_{101}(2, \cdot)$$, \cdots ,$$\chi_{101}(99, \cdot)$	$101$	$101$	$100$	not computed	$\Q(\zeta_{100})$	odd		✓	✓
103.b	$\chi_{103}(102, \cdot)$	$103$	$103$	$2$	$\Q(\sqrt{-103})$	$\Q$	odd	✓	✓	✓
103.c	$\chi_{103}(46, \cdot)$$,$ $\chi_{103}(56, \cdot)$	$103$	$103$	$3$	3.3.10609.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
103.d	$\chi_{103}(47, \cdot)$$,$ $\chi_{103}(57, \cdot)$	$103$	$103$	$6$	6.0.11592740743.1	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
103.e	$\chi_{103}(8, \cdot)$$, \cdots ,$$\chi_{103}(100, \cdot)$	$103$	$103$	$17$	not computed	$\Q(\zeta_{17})$	even		✓	✓
103.f	$\chi_{103}(3, \cdot)$$, \cdots ,$$\chi_{103}(95, \cdot)$	$103$	$103$	$34$	not computed	$\Q(\zeta_{17})$	odd		✓	✓
103.g	$\chi_{103}(2, \cdot)$$, \cdots ,$$\chi_{103}(98, \cdot)$	$103$	$103$	$51$	not computed	$\Q(\zeta_{51})$	even		✓	✓
103.h	$\chi_{103}(5, \cdot)$$, \cdots ,$$\chi_{103}(101, \cdot)$	$103$	$103$	$102$	not computed	$\Q(\zeta_{51})$	odd		✓	✓
104.e	$\chi_{104}(77, \cdot)$	$104$	$104$	$2$	$\Q(\sqrt{26})$	$\Q$	even	✓	✓	✓
104.h	$\chi_{104}(51, \cdot)$	$104$	$104$	$2$	$\Q(\sqrt{-26})$	$\Q$	odd	✓	✓	✓
104.j	$\chi_{104}(5, \cdot)$$,$ $\chi_{104}(21, \cdot)$	$104$	$104$	$4$	4.0.140608.2	$\mathbb{Q}(i)$	odd		✓	✓
104.m	$\chi_{104}(83, \cdot)$$,$ $\chi_{104}(99, \cdot)$	$104$	$104$	$4$	4.4.140608.1	$\mathbb{Q}(i)$	even		✓	✓
104.n	$\chi_{104}(3, \cdot)$$,$ $\chi_{104}(35, \cdot)$	$104$	$104$	$6$	6.0.14623232.1	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
104.p	$\chi_{104}(43, \cdot)$$,$ $\chi_{104}(75, \cdot)$	$104$	$104$	$6$	6.0.190102016.1	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
104.r	$\chi_{104}(29, \cdot)$$,$ $\chi_{104}(61, \cdot)$	$104$	$104$	$6$	6.6.14623232.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
104.s	$\chi_{104}(69, \cdot)$$,$ $\chi_{104}(101, \cdot)$	$104$	$104$	$6$	6.6.190102016.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
104.u	$\chi_{104}(11, \cdot)$$, \cdots ,$$\chi_{104}(67, \cdot)$	$104$	$104$	$12$	12.12.469804094334435328.1	$\Q(\zeta_{12})$	even		✓	✓
104.x	$\chi_{104}(37, \cdot)$$, \cdots ,$$\chi_{104}(93, \cdot)$	$104$	$104$	$12$	12.0.469804094334435328.1	$\Q(\zeta_{12})$	odd		✓	✓
105.g	$\chi_{105}(104, \cdot)$	$105$	$105$	$2$	$\Q(\sqrt{105})$	$\Q$	even	✓	✓	✓
105.k	$\chi_{105}(62, \cdot)$$,$ $\chi_{105}(83, \cdot)$	$105$	$105$	$4$	4.0.55125.1	$\mathbb{Q}(i)$	odd		✓	✓
105.o	$\chi_{105}(44, \cdot)$$,$ $\chi_{105}(74, \cdot)$	$105$	$105$	$6$	6.0.8103375.1	$\mathbb{Q}(\zeta_3)$	odd		✓	✓
105.p	$\chi_{105}(59, \cdot)$$,$ $\chi_{105}(89, \cdot)$	$105$	$105$	$6$	6.6.56723625.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
105.w	$\chi_{105}(17, \cdot)$$, \cdots ,$$\chi_{105}(68, \cdot)$	$105$	$105$	$12$	12.0.402196204142578125.1	$\Q(\zeta_{12})$	odd		✓	✓
105.x	$\chi_{105}(2, \cdot)$$, \cdots ,$$\chi_{105}(53, \cdot)$	$105$	$105$	$12$	12.12.8208085798828125.1	$\Q(\zeta_{12})$	even		✓	✓
107.b	$\chi_{107}(106, \cdot)$	$107$	$107$	$2$	$\Q(\sqrt{-107})$	$\Q$	odd	✓	✓	✓
107.c	$\chi_{107}(3, \cdot)$$, \cdots ,$$\chi_{107}(105, \cdot)$	$107$	$107$	$53$	not computed	$\Q(\zeta_{53})$	even		✓	✓
107.d	$\chi_{107}(2, \cdot)$$, \cdots ,$$\chi_{107}(104, \cdot)$	$107$	$107$	$106$	not computed	$\Q(\zeta_{53})$	odd		✓	✓
108.j	$\chi_{108}(7, \cdot)$$, \cdots ,$$\chi_{108}(103, \cdot)$	$108$	$108$	$18$	not computed	$\Q(\zeta_{9})$	odd		✓	✓
108.l	$\chi_{108}(11, \cdot)$$, \cdots ,$$\chi_{108}(95, \cdot)$	$108$	$108$	$18$	not computed	$\Q(\zeta_{9})$	even		✓	✓
109.b	$\chi_{109}(108, \cdot)$	$109$	$109$	$2$	$\Q(\sqrt{109})$	$\Q$	even	✓	✓	✓
109.c	$\chi_{109}(45, \cdot)$$,$ $\chi_{109}(63, \cdot)$	$109$	$109$	$3$	3.3.11881.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
109.d	$\chi_{109}(33, \cdot)$$,$ $\chi_{109}(76, \cdot)$	$109$	$109$	$4$	4.0.1295029.1	$\mathbb{Q}(i)$	odd		✓	✓
109.e	$\chi_{109}(46, \cdot)$$,$ $\chi_{109}(64, \cdot)$	$109$	$109$	$6$	6.6.15386239549.1	$\mathbb{Q}(\zeta_3)$	even		✓	✓
109.f	$\chi_{109}(16, \cdot)$$, \cdots ,$$\chi_{109}(105, \cdot)$	$109$	$109$	$9$	9.9.19925626416901921.1	$\Q(\zeta_{9})$	even		✓	✓
109.g	$\chi_{109}(8, \cdot)$$, \cdots ,$$\chi_{109}(101, \cdot)$	$109$	$109$	$12$	12.0.25804264053054077850709.1	$\Q(\zeta_{12})$	odd		✓	✓
109.h	$\chi_{109}(4, \cdot)$$, \cdots ,$$\chi_{109}(93, \cdot)$	$109$	$109$	$18$	not computed	$\Q(\zeta_{9})$	even		✓	✓
109.i	$\chi_{109}(3, \cdot)$$, \cdots ,$$\chi_{109}(97, \cdot)$	$109$	$109$	$27$	not computed	$\Q(\zeta_{27})$	even		✓	✓
109.j	$\chi_{109}(2, \cdot)$$, \cdots ,$$\chi_{109}(107, \cdot)$	$109$	$109$	$36$	not computed	$\Q(\zeta_{36})$	odd		✓	✓
109.k	$\chi_{109}(12, \cdot)$$, \cdots ,$$\chi_{109}(106, \cdot)$	$109$	$109$	$54$	not computed	$\Q(\zeta_{27})$	even		✓	✓
109.l	$\chi_{109}(6, \cdot)$$, \cdots ,$$\chi_{109}(103, \cdot)$	$109$	$109$	$108$	not computed	$\Q(\zeta_{108})$	odd		✓	✓

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