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

\(\chi_{ 11 }(3, \cdot)\) $, $ \(\chi_{ 11 }(4, \cdot)\) $, $ \(\chi_{ 11 }(5, \cdot)\) $, $ \(\chi_{ 11 }(9, \cdot)\)

$11$ $11$ $5$ even
22.c

\(\chi_{ 22 }(3, \cdot)\) $, $ \(\chi_{ 22 }(5, \cdot)\) $, $ \(\chi_{ 22 }(9, \cdot)\) $, $ \(\chi_{ 22 }(15, \cdot)\)

$22$ $11$ $5$ even
25.d

\(\chi_{ 25 }(6, \cdot)\) $, $ \(\chi_{ 25 }(11, \cdot)\) $, $ \(\chi_{ 25 }(16, \cdot)\) $, $ \(\chi_{ 25 }(21, \cdot)\)

$25$ $25$ $5$ even
31.d

\(\chi_{ 31 }(2, \cdot)\) $, $ \(\chi_{ 31 }(4, \cdot)\) $, $ \(\chi_{ 31 }(8, \cdot)\) $, $ \(\chi_{ 31 }(16, \cdot)\)

$31$ $31$ $5$ even
33.e

\(\chi_{ 33 }(4, \cdot)\) $, $ \(\chi_{ 33 }(16, \cdot)\) $, $ \(\chi_{ 33 }(25, \cdot)\) $, $ \(\chi_{ 33 }(31, \cdot)\)

$33$ $11$ $5$ even
41.d

\(\chi_{ 41 }(10, \cdot)\) $, $ \(\chi_{ 41 }(16, \cdot)\) $, $ \(\chi_{ 41 }(18, \cdot)\) $, $ \(\chi_{ 41 }(37, \cdot)\)

$41$ $41$ $5$ even
44.e

\(\chi_{ 44 }(5, \cdot)\) $, $ \(\chi_{ 44 }(9, \cdot)\) $, $ \(\chi_{ 44 }(25, \cdot)\) $, $ \(\chi_{ 44 }(37, \cdot)\)

$44$ $11$ $5$ even
50.d

\(\chi_{ 50 }(11, \cdot)\) $, $ \(\chi_{ 50 }(21, \cdot)\) $, $ \(\chi_{ 50 }(31, \cdot)\) $, $ \(\chi_{ 50 }(41, \cdot)\)

$50$ $25$ $5$ even
55.g

\(\chi_{ 55 }(16, \cdot)\) $, $ \(\chi_{ 55 }(26, \cdot)\) $, $ \(\chi_{ 55 }(31, \cdot)\) $, $ \(\chi_{ 55 }(36, \cdot)\)

$55$ $11$ $5$ even
61.e

\(\chi_{ 61 }(9, \cdot)\) $, $ \(\chi_{ 61 }(20, \cdot)\) $, $ \(\chi_{ 61 }(34, \cdot)\) $, $ \(\chi_{ 61 }(58, \cdot)\)

$61$ $61$ $5$ even
62.d

\(\chi_{ 62 }(33, \cdot)\) $, $ \(\chi_{ 62 }(35, \cdot)\) $, $ \(\chi_{ 62 }(39, \cdot)\) $, $ \(\chi_{ 62 }(47, \cdot)\)

$62$ $31$ $5$ even
66.e

\(\chi_{ 66 }(25, \cdot)\) $, $ \(\chi_{ 66 }(31, \cdot)\) $, $ \(\chi_{ 66 }(37, \cdot)\) $, $ \(\chi_{ 66 }(49, \cdot)\)

$66$ $11$ $5$ even
71.c

\(\chi_{ 71 }(5, \cdot)\) $, $ \(\chi_{ 71 }(25, \cdot)\) $, $ \(\chi_{ 71 }(54, \cdot)\) $, $ \(\chi_{ 71 }(57, \cdot)\)

$71$ $71$ $5$ even
75.g

\(\chi_{ 75 }(16, \cdot)\) $, $ \(\chi_{ 75 }(31, \cdot)\) $, $ \(\chi_{ 75 }(46, \cdot)\) $, $ \(\chi_{ 75 }(61, \cdot)\)

$75$ $25$ $5$ even
77.f

\(\chi_{ 77 }(15, \cdot)\) $, $ \(\chi_{ 77 }(36, \cdot)\) $, $ \(\chi_{ 77 }(64, \cdot)\) $, $ \(\chi_{ 77 }(71, \cdot)\)

$77$ $11$ $5$ even
82.d

\(\chi_{ 82 }(37, \cdot)\) $, $ \(\chi_{ 82 }(51, \cdot)\) $, $ \(\chi_{ 82 }(57, \cdot)\) $, $ \(\chi_{ 82 }(59, \cdot)\)

$82$ $41$ $5$ even
88.i

\(\chi_{ 88 }(9, \cdot)\) $, $ \(\chi_{ 88 }(25, \cdot)\) $, $ \(\chi_{ 88 }(49, \cdot)\) $, $ \(\chi_{ 88 }(81, \cdot)\)

$88$ $11$ $5$ even
93.f

\(\chi_{ 93 }(4, \cdot)\) $, $ \(\chi_{ 93 }(16, \cdot)\) $, $ \(\chi_{ 93 }(64, \cdot)\) $, $ \(\chi_{ 93 }(70, \cdot)\)

$93$ $31$ $5$ even
99.f

\(\chi_{ 99 }(37, \cdot)\) $, $ \(\chi_{ 99 }(64, \cdot)\) $, $ \(\chi_{ 99 }(82, \cdot)\) $, $ \(\chi_{ 99 }(91, \cdot)\)

$99$ $11$ $5$ even
100.g

\(\chi_{ 100 }(21, \cdot)\) $, $ \(\chi_{ 100 }(41, \cdot)\) $, $ \(\chi_{ 100 }(61, \cdot)\) $, $ \(\chi_{ 100 }(81, \cdot)\)

$100$ $25$ $5$ even
101.d

\(\chi_{ 101 }(36, \cdot)\) $, $ \(\chi_{ 101 }(84, \cdot)\) $, $ \(\chi_{ 101 }(87, \cdot)\) $, $ \(\chi_{ 101 }(95, \cdot)\)

$101$ $101$ $5$ even
110.g

\(\chi_{ 110 }(31, \cdot)\) $, $ \(\chi_{ 110 }(71, \cdot)\) $, $ \(\chi_{ 110 }(81, \cdot)\) $, $ \(\chi_{ 110 }(91, \cdot)\)

$110$ $11$ $5$ even
121.c

\(\chi_{ 121 }(3, \cdot)\) $, $ \(\chi_{ 121 }(9, \cdot)\) $, $ \(\chi_{ 121 }(27, \cdot)\) $, $ \(\chi_{ 121 }(81, \cdot)\)

$121$ $11$ $5$ even
122.e

\(\chi_{ 122 }(9, \cdot)\) $, $ \(\chi_{ 122 }(81, \cdot)\) $, $ \(\chi_{ 122 }(95, \cdot)\) $, $ \(\chi_{ 122 }(119, \cdot)\)

$122$ $61$ $5$ even
123.g

\(\chi_{ 123 }(10, \cdot)\) $, $ \(\chi_{ 123 }(16, \cdot)\) $, $ \(\chi_{ 123 }(37, \cdot)\) $, $ \(\chi_{ 123 }(100, \cdot)\)

$123$ $41$ $5$ even
124.f

\(\chi_{ 124 }(33, \cdot)\) $, $ \(\chi_{ 124 }(97, \cdot)\) $, $ \(\chi_{ 124 }(101, \cdot)\) $, $ \(\chi_{ 124 }(109, \cdot)\)

$124$ $31$ $5$ even
125.d

\(\chi_{ 125 }(26, \cdot)\) $, $ \(\chi_{ 125 }(51, \cdot)\) $, $ \(\chi_{ 125 }(76, \cdot)\) $, $ \(\chi_{ 125 }(101, \cdot)\)

$125$ $25$ $5$ even
131.c

\(\chi_{ 131 }(53, \cdot)\) $, $ \(\chi_{ 131 }(58, \cdot)\) $, $ \(\chi_{ 131 }(61, \cdot)\) $, $ \(\chi_{ 131 }(89, \cdot)\)

$131$ $131$ $5$ even
132.i

\(\chi_{ 132 }(25, \cdot)\) $, $ \(\chi_{ 132 }(37, \cdot)\) $, $ \(\chi_{ 132 }(49, \cdot)\) $, $ \(\chi_{ 132 }(97, \cdot)\)

$132$ $11$ $5$ even
142.c

\(\chi_{ 142 }(5, \cdot)\) $, $ \(\chi_{ 142 }(25, \cdot)\) $, $ \(\chi_{ 142 }(57, \cdot)\) $, $ \(\chi_{ 142 }(125, \cdot)\)

$142$ $71$ $5$ even
143.h

\(\chi_{ 143 }(14, \cdot)\) $, $ \(\chi_{ 143 }(27, \cdot)\) $, $ \(\chi_{ 143 }(53, \cdot)\) $, $ \(\chi_{ 143 }(92, \cdot)\)

$143$ $11$ $5$ even
150.g

\(\chi_{ 150 }(31, \cdot)\) $, $ \(\chi_{ 150 }(61, \cdot)\) $, $ \(\chi_{ 150 }(91, \cdot)\) $, $ \(\chi_{ 150 }(121, \cdot)\)

$150$ $25$ $5$ even
151.d

\(\chi_{ 151 }(8, \cdot)\) $, $ \(\chi_{ 151 }(19, \cdot)\) $, $ \(\chi_{ 151 }(59, \cdot)\) $, $ \(\chi_{ 151 }(64, \cdot)\)

$151$ $151$ $5$ even
154.f

\(\chi_{ 154 }(15, \cdot)\) $, $ \(\chi_{ 154 }(71, \cdot)\) $, $ \(\chi_{ 154 }(113, \cdot)\) $, $ \(\chi_{ 154 }(141, \cdot)\)

$154$ $11$ $5$ even
155.h

\(\chi_{ 155 }(16, \cdot)\) $, $ \(\chi_{ 155 }(66, \cdot)\) $, $ \(\chi_{ 155 }(101, \cdot)\) $, $ \(\chi_{ 155 }(126, \cdot)\)

$155$ $31$ $5$ even
164.g

\(\chi_{ 164 }(37, \cdot)\) $, $ \(\chi_{ 164 }(57, \cdot)\) $, $ \(\chi_{ 164 }(133, \cdot)\) $, $ \(\chi_{ 164 }(141, \cdot)\)

$164$ $41$ $5$ even
165.m

\(\chi_{ 165 }(16, \cdot)\) $, $ \(\chi_{ 165 }(31, \cdot)\) $, $ \(\chi_{ 165 }(91, \cdot)\) $, $ \(\chi_{ 165 }(136, \cdot)\)

$165$ $11$ $5$ even
175.h

\(\chi_{ 175 }(36, \cdot)\) $, $ \(\chi_{ 175 }(71, \cdot)\) $, $ \(\chi_{ 175 }(106, \cdot)\) $, $ \(\chi_{ 175 }(141, \cdot)\)

$175$ $25$ $5$ even
176.m

\(\chi_{ 176 }(49, \cdot)\) $, $ \(\chi_{ 176 }(81, \cdot)\) $, $ \(\chi_{ 176 }(97, \cdot)\) $, $ \(\chi_{ 176 }(113, \cdot)\)

$176$ $11$ $5$ even
181.e

\(\chi_{ 181 }(42, \cdot)\) $, $ \(\chi_{ 181 }(59, \cdot)\) $, $ \(\chi_{ 181 }(125, \cdot)\) $, $ \(\chi_{ 181 }(135, \cdot)\)

$181$ $181$ $5$ even
183.h

\(\chi_{ 183 }(34, \cdot)\) $, $ \(\chi_{ 183 }(58, \cdot)\) $, $ \(\chi_{ 183 }(70, \cdot)\) $, $ \(\chi_{ 183 }(142, \cdot)\)

$183$ $61$ $5$ even
186.f

\(\chi_{ 186 }(97, \cdot)\) $, $ \(\chi_{ 186 }(109, \cdot)\) $, $ \(\chi_{ 186 }(157, \cdot)\) $, $ \(\chi_{ 186 }(163, \cdot)\)

$186$ $31$ $5$ even
187.g

\(\chi_{ 187 }(69, \cdot)\) $, $ \(\chi_{ 187 }(86, \cdot)\) $, $ \(\chi_{ 187 }(103, \cdot)\) $, $ \(\chi_{ 187 }(137, \cdot)\)

$187$ $11$ $5$ even
191.c

\(\chi_{ 191 }(39, \cdot)\) $, $ \(\chi_{ 191 }(49, \cdot)\) $, $ \(\chi_{ 191 }(109, \cdot)\) $, $ \(\chi_{ 191 }(184, \cdot)\)

$191$ $191$ $5$ even
198.f

\(\chi_{ 198 }(37, \cdot)\) $, $ \(\chi_{ 198 }(91, \cdot)\) $, $ \(\chi_{ 198 }(163, \cdot)\) $, $ \(\chi_{ 198 }(181, \cdot)\)

$198$ $11$ $5$ even
200.m

\(\chi_{ 200 }(41, \cdot)\) $, $ \(\chi_{ 200 }(81, \cdot)\) $, $ \(\chi_{ 200 }(121, \cdot)\) $, $ \(\chi_{ 200 }(161, \cdot)\)

$200$ $25$ $5$ even
202.d

\(\chi_{ 202 }(87, \cdot)\) $, $ \(\chi_{ 202 }(95, \cdot)\) $, $ \(\chi_{ 202 }(137, \cdot)\) $, $ \(\chi_{ 202 }(185, \cdot)\)

$202$ $101$ $5$ even
205.k

\(\chi_{ 205 }(16, \cdot)\) $, $ \(\chi_{ 205 }(51, \cdot)\) $, $ \(\chi_{ 205 }(141, \cdot)\) $, $ \(\chi_{ 205 }(201, \cdot)\)

$205$ $41$ $5$ even
209.f

\(\chi_{ 209 }(20, \cdot)\) $, $ \(\chi_{ 209 }(58, \cdot)\) $, $ \(\chi_{ 209 }(115, \cdot)\) $, $ \(\chi_{ 209 }(191, \cdot)\)

$209$ $11$ $5$ even
211.d

\(\chi_{ 211 }(55, \cdot)\) $, $ \(\chi_{ 211 }(71, \cdot)\) $, $ \(\chi_{ 211 }(107, \cdot)\) $, $ \(\chi_{ 211 }(188, \cdot)\)

$211$ $211$ $5$ even
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