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

\(\chi_{ 29 }(7, \cdot)\) $, \cdots ,$ \(\chi_{ 29 }(25, \cdot)\)

$29$ $29$ $7$ even
43.e

\(\chi_{ 43 }(4, \cdot)\) $, \cdots ,$ \(\chi_{ 43 }(41, \cdot)\)

$43$ $43$ $7$ even
49.e

\(\chi_{ 49 }(8, \cdot)\) $, \cdots ,$ \(\chi_{ 49 }(43, \cdot)\)

$49$ $49$ $7$ even
58.d

\(\chi_{ 58 }(7, \cdot)\) $, \cdots ,$ \(\chi_{ 58 }(53, \cdot)\)

$58$ $29$ $7$ even
71.d

\(\chi_{ 71 }(20, \cdot)\) $, \cdots ,$ \(\chi_{ 71 }(48, \cdot)\)

$71$ $71$ $7$ even
86.e

\(\chi_{ 86 }(11, \cdot)\) $, \cdots ,$ \(\chi_{ 86 }(59, \cdot)\)

$86$ $43$ $7$ even
87.g

\(\chi_{ 87 }(7, \cdot)\) $, \cdots ,$ \(\chi_{ 87 }(82, \cdot)\)

$87$ $29$ $7$ even
98.e

\(\chi_{ 98 }(15, \cdot)\) $, \cdots ,$ \(\chi_{ 98 }(85, \cdot)\)

$98$ $49$ $7$ even
113.d

\(\chi_{ 113 }(16, \cdot)\) $, \cdots ,$ \(\chi_{ 113 }(109, \cdot)\)

$113$ $113$ $7$ even
116.g

\(\chi_{ 116 }(25, \cdot)\) $, \cdots ,$ \(\chi_{ 116 }(81, \cdot)\)

$116$ $29$ $7$ even
127.e

\(\chi_{ 127 }(2, \cdot)\) $, \cdots ,$ \(\chi_{ 127 }(64, \cdot)\)

$127$ $127$ $7$ even
129.i

\(\chi_{ 129 }(4, \cdot)\) $, \cdots ,$ \(\chi_{ 129 }(127, \cdot)\)

$129$ $43$ $7$ even
142.d

\(\chi_{ 142 }(37, \cdot)\) $, \cdots ,$ \(\chi_{ 142 }(119, \cdot)\)

$142$ $71$ $7$ even
145.k

\(\chi_{ 145 }(16, \cdot)\) $, \cdots ,$ \(\chi_{ 145 }(141, \cdot)\)

$145$ $29$ $7$ even
147.i

\(\chi_{ 147 }(22, \cdot)\) $, \cdots ,$ \(\chi_{ 147 }(127, \cdot)\)

$147$ $49$ $7$ even
172.i

\(\chi_{ 172 }(21, \cdot)\) $, \cdots ,$ \(\chi_{ 172 }(145, \cdot)\)

$172$ $43$ $7$ even
174.g

\(\chi_{ 174 }(7, \cdot)\) $, \cdots ,$ \(\chi_{ 174 }(169, \cdot)\)

$174$ $29$ $7$ even
196.i

\(\chi_{ 196 }(29, \cdot)\) $, \cdots ,$ \(\chi_{ 196 }(169, \cdot)\)

$196$ $49$ $7$ even
197.d

\(\chi_{ 197 }(36, \cdot)\) $, \cdots ,$ \(\chi_{ 197 }(191, \cdot)\)

$197$ $197$ $7$ even
203.k

\(\chi_{ 203 }(36, \cdot)\) $, \cdots ,$ \(\chi_{ 203 }(197, \cdot)\)

$203$ $29$ $7$ even
211.f

\(\chi_{ 211 }(58, \cdot)\) $, \cdots ,$ \(\chi_{ 211 }(199, \cdot)\)

$211$ $211$ $7$ even
213.f

\(\chi_{ 213 }(37, \cdot)\) $, \cdots ,$ \(\chi_{ 213 }(190, \cdot)\)

$213$ $71$ $7$ even
215.k

\(\chi_{ 215 }(11, \cdot)\) $, \cdots ,$ \(\chi_{ 215 }(176, \cdot)\)

$215$ $43$ $7$ even
226.d

\(\chi_{ 226 }(49, \cdot)\) $, \cdots ,$ \(\chi_{ 226 }(219, \cdot)\)

$226$ $113$ $7$ even
232.m

\(\chi_{ 232 }(25, \cdot)\) $, \cdots ,$ \(\chi_{ 232 }(169, \cdot)\)

$232$ $29$ $7$ even
239.c

\(\chi_{ 239 }(10, \cdot)\) $, \cdots ,$ \(\chi_{ 239 }(201, \cdot)\)

$239$ $239$ $7$ even
245.k

\(\chi_{ 245 }(36, \cdot)\) $, \cdots ,$ \(\chi_{ 245 }(211, \cdot)\)

$245$ $49$ $7$ even
254.e

\(\chi_{ 254 }(129, \cdot)\) $, \cdots ,$ \(\chi_{ 254 }(191, \cdot)\)

$254$ $127$ $7$ even
258.i

\(\chi_{ 258 }(97, \cdot)\) $, \cdots ,$ \(\chi_{ 258 }(193, \cdot)\)

$258$ $43$ $7$ even
261.k

\(\chi_{ 261 }(82, \cdot)\) $, \cdots ,$ \(\chi_{ 261 }(226, \cdot)\)

$261$ $29$ $7$ even
281.e

\(\chi_{ 281 }(59, \cdot)\) $, \cdots ,$ \(\chi_{ 281 }(249, \cdot)\)

$281$ $281$ $7$ even
284.f

\(\chi_{ 284 }(37, \cdot)\) $, \cdots ,$ \(\chi_{ 284 }(261, \cdot)\)

$284$ $71$ $7$ even
290.k

\(\chi_{ 290 }(81, \cdot)\) $, \cdots ,$ \(\chi_{ 290 }(281, \cdot)\)

$290$ $29$ $7$ even
294.i

\(\chi_{ 294 }(43, \cdot)\) $, \cdots ,$ \(\chi_{ 294 }(253, \cdot)\)

$294$ $49$ $7$ even
301.u

\(\chi_{ 301 }(64, \cdot)\) $, \cdots ,$ \(\chi_{ 301 }(274, \cdot)\)

$301$ $43$ $7$ even
319.h

\(\chi_{ 319 }(23, \cdot)\) $, \cdots ,$ \(\chi_{ 319 }(210, \cdot)\)

$319$ $29$ $7$ even
337.f

\(\chi_{ 337 }(8, \cdot)\) $, \cdots ,$ \(\chi_{ 337 }(295, \cdot)\)

$337$ $337$ $7$ even
339.g

\(\chi_{ 339 }(16, \cdot)\) $, \cdots ,$ \(\chi_{ 339 }(256, \cdot)\)

$339$ $113$ $7$ even
343.e

\(\chi_{ 343 }(50, \cdot)\) $, \cdots ,$ \(\chi_{ 343 }(295, \cdot)\)

$343$ $49$ $7$ even
344.q

\(\chi_{ 344 }(41, \cdot)\) $, \cdots ,$ \(\chi_{ 344 }(305, \cdot)\)

$344$ $43$ $7$ even
348.m

\(\chi_{ 348 }(25, \cdot)\) $, \cdots ,$ \(\chi_{ 348 }(313, \cdot)\)

$348$ $29$ $7$ even
355.h

\(\chi_{ 355 }(91, \cdot)\) $, \cdots ,$ \(\chi_{ 355 }(321, \cdot)\)

$355$ $71$ $7$ even
377.o

\(\chi_{ 377 }(53, \cdot)\) $, \cdots ,$ \(\chi_{ 377 }(339, \cdot)\)

$377$ $29$ $7$ even
379.e

\(\chi_{ 379 }(86, \cdot)\) $, \cdots ,$ \(\chi_{ 379 }(195, \cdot)\)

$379$ $379$ $7$ even
381.i

\(\chi_{ 381 }(4, \cdot)\) $, \cdots ,$ \(\chi_{ 381 }(286, \cdot)\)

$381$ $127$ $7$ even
387.u

\(\chi_{ 387 }(64, \cdot)\) $, \cdots ,$ \(\chi_{ 387 }(379, \cdot)\)

$387$ $43$ $7$ even
392.q

\(\chi_{ 392 }(57, \cdot)\) $, \cdots ,$ \(\chi_{ 392 }(337, \cdot)\)

$392$ $49$ $7$ even
394.d

\(\chi_{ 394 }(191, \cdot)\) $, \cdots ,$ \(\chi_{ 394 }(375, \cdot)\)

$394$ $197$ $7$ even
406.k

\(\chi_{ 406 }(141, \cdot)\) $, \cdots ,$ \(\chi_{ 406 }(393, \cdot)\)

$406$ $29$ $7$ even
421.g

\(\chi_{ 421 }(33, \cdot)\) $, \cdots ,$ \(\chi_{ 421 }(385, \cdot)\)

$421$ $421$ $7$ even
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