## Results (1-50 of 503664 matches)

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Orbit label Conrey labels Modulus Conductor Order Parity Primitive
11.d

$$\chi_{11}(2, \cdot)$$$, \cdots ,$$$\chi_{11}(8, \cdot)$$

$11$ $11$ $10$ odd
22.d

$$\chi_{22}(7, \cdot)$$$, \cdots ,$$$\chi_{22}(19, \cdot)$$

$22$ $11$ $10$ odd
25.e

$$\chi_{25}(4, \cdot)$$$, \cdots ,$$$\chi_{25}(19, \cdot)$$

$25$ $25$ $10$ even
31.f

$$\chi_{31}(15, \cdot)$$$, \cdots ,$$$\chi_{31}(29, \cdot)$$

$31$ $31$ $10$ odd
33.f

$$\chi_{33}(2, \cdot)$$$, \cdots ,$$$\chi_{33}(29, \cdot)$$

$33$ $33$ $10$ even
33.g

$$\chi_{33}(7, \cdot)$$$, \cdots ,$$$\chi_{33}(28, \cdot)$$

$33$ $11$ $10$ odd
33.h

$$\chi_{33}(5, \cdot)$$$, \cdots ,$$$\chi_{33}(26, \cdot)$$

$33$ $33$ $10$ odd
41.f

$$\chi_{41}(4, \cdot)$$$, \cdots ,$$$\chi_{41}(31, \cdot)$$

$41$ $41$ $10$ even
44.f

$$\chi_{44}(13, \cdot)$$$, \cdots ,$$$\chi_{44}(41, \cdot)$$

$44$ $11$ $10$ odd
44.g

$$\chi_{44}(7, \cdot)$$$, \cdots ,$$$\chi_{44}(39, \cdot)$$

$44$ $44$ $10$ even
44.h

$$\chi_{44}(3, \cdot)$$$, \cdots ,$$$\chi_{44}(31, \cdot)$$

$44$ $44$ $10$ odd
50.e

$$\chi_{50}(9, \cdot)$$$, \cdots ,$$$\chi_{50}(39, \cdot)$$

$50$ $25$ $10$ even
55.h

$$\chi_{55}(19, \cdot)$$$, \cdots ,$$$\chi_{55}(39, \cdot)$$

$55$ $55$ $10$ odd
55.i

$$\chi_{55}(6, \cdot)$$$, \cdots ,$$$\chi_{55}(51, \cdot)$$

$55$ $11$ $10$ odd
55.j

$$\chi_{55}(4, \cdot)$$$, \cdots ,$$$\chi_{55}(49, \cdot)$$

$55$ $55$ $10$ even
61.g

$$\chi_{61}(3, \cdot)$$$, \cdots ,$$$\chi_{61}(52, \cdot)$$

$61$ $61$ $10$ even
62.f

$$\chi_{62}(15, \cdot)$$$, \cdots ,$$$\chi_{62}(29, \cdot)$$

$62$ $31$ $10$ odd
66.f

$$\chi_{66}(7, \cdot)$$$, \cdots ,$$$\chi_{66}(61, \cdot)$$

$66$ $11$ $10$ odd
66.g

$$\chi_{66}(5, \cdot)$$$, \cdots ,$$$\chi_{66}(59, \cdot)$$

$66$ $33$ $10$ odd
66.h

$$\chi_{66}(17, \cdot)$$$, \cdots ,$$$\chi_{66}(41, \cdot)$$

$66$ $33$ $10$ even
71.e

$$\chi_{71}(14, \cdot)$$$, \cdots ,$$$\chi_{71}(66, \cdot)$$

$71$ $71$ $10$ odd
75.h

$$\chi_{75}(14, \cdot)$$$, \cdots ,$$$\chi_{75}(59, \cdot)$$

$75$ $75$ $10$ odd
75.i

$$\chi_{75}(4, \cdot)$$$, \cdots ,$$$\chi_{75}(64, \cdot)$$

$75$ $25$ $10$ even
75.j

$$\chi_{75}(11, \cdot)$$$, \cdots ,$$$\chi_{75}(71, \cdot)$$

$75$ $75$ $10$ odd
77.j

$$\chi_{77}(20, \cdot)$$$, \cdots ,$$$\chi_{77}(69, \cdot)$$

$77$ $77$ $10$ odd
77.k

$$\chi_{77}(8, \cdot)$$$, \cdots ,$$$\chi_{77}(57, \cdot)$$

$77$ $11$ $10$ odd
77.l

$$\chi_{77}(6, \cdot)$$$, \cdots ,$$$\chi_{77}(62, \cdot)$$

$77$ $77$ $10$ even
82.f

$$\chi_{82}(23, \cdot)$$$, \cdots ,$$$\chi_{82}(45, \cdot)$$

$82$ $41$ $10$ even
88.j

$$\chi_{88}(17, \cdot)$$$, \cdots ,$$$\chi_{88}(73, \cdot)$$

$88$ $11$ $10$ odd
88.k

$$\chi_{88}(19, \cdot)$$$, \cdots ,$$$\chi_{88}(83, \cdot)$$

$88$ $88$ $10$ even
88.l

$$\chi_{88}(3, \cdot)$$$, \cdots ,$$$\chi_{88}(75, \cdot)$$

$88$ $88$ $10$ odd
88.m

$$\chi_{88}(7, \cdot)$$$, \cdots ,$$$\chi_{88}(79, \cdot)$$

$88$ $44$ $10$ even
88.n

$$\chi_{88}(15, \cdot)$$$, \cdots ,$$$\chi_{88}(71, \cdot)$$

$88$ $44$ $10$ odd
88.o

$$\chi_{88}(5, \cdot)$$$, \cdots ,$$$\chi_{88}(69, \cdot)$$

$88$ $88$ $10$ even
88.p

$$\chi_{88}(13, \cdot)$$$, \cdots ,$$$\chi_{88}(85, \cdot)$$

$88$ $88$ $10$ odd
93.j

$$\chi_{93}(46, \cdot)$$$, \cdots ,$$$\chi_{93}(91, \cdot)$$

$93$ $31$ $10$ odd
93.k

$$\chi_{93}(23, \cdot)$$$, \cdots ,$$$\chi_{93}(89, \cdot)$$

$93$ $93$ $10$ even
93.l

$$\chi_{93}(2, \cdot)$$$, \cdots ,$$$\chi_{93}(47, \cdot)$$

$93$ $93$ $10$ odd
99.j

$$\chi_{99}(8, \cdot)$$$, \cdots ,$$$\chi_{99}(62, \cdot)$$

$99$ $33$ $10$ even
99.k

$$\chi_{99}(19, \cdot)$$$, \cdots ,$$$\chi_{99}(73, \cdot)$$

$99$ $11$ $10$ odd
99.l

$$\chi_{99}(26, \cdot)$$$, \cdots ,$$$\chi_{99}(80, \cdot)$$

$99$ $33$ $10$ odd
100.h $100$ $100$ $10$ odd
100.i $100$ $25$ $10$ even
100.j $100$ $100$ $10$ odd
101.e $101$ $101$ $10$ even
110.h $110$ $11$ $10$ odd
110.i $110$ $55$ $10$ odd
110.j $110$ $55$ $10$ even
121.d $121$ $11$ $10$ odd
122.g $122$ $61$ $10$ even
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