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Conrey label Orbit label Modulus Conductor Order Parity Primitive
\(\chi_{ 13 }(2, \cdot)\)\(\chi_{ 13 }(6, \cdot)\)\(\chi_{ 13 }(7, \cdot)\)\(\chi_{ 13 }(11, \cdot)\) 13.f $13$ $13$ $12$ odd
\(\chi_{ 26 }(7, \cdot)\)\(\chi_{ 26 }(11, \cdot)\)\(\chi_{ 26 }(15, \cdot)\)\(\chi_{ 26 }(19, \cdot)\) 26.f $26$ $13$ $12$ odd
\(\chi_{ 35 }(3, \cdot)\)\(\chi_{ 35 }(12, \cdot)\)\(\chi_{ 35 }(17, \cdot)\)\(\chi_{ 35 }(33, \cdot)\) 35.k $35$ $35$ $12$ even
\(\chi_{ 35 }(2, \cdot)\)\(\chi_{ 35 }(18, \cdot)\)\(\chi_{ 35 }(23, \cdot)\)\(\chi_{ 35 }(32, \cdot)\) 35.l $35$ $35$ $12$ odd
\(\chi_{ 37 }(8, \cdot)\)\(\chi_{ 37 }(14, \cdot)\)\(\chi_{ 37 }(23, \cdot)\)\(\chi_{ 37 }(29, \cdot)\) 37.g $37$ $37$ $12$ odd
\(\chi_{ 39 }(2, \cdot)\)\(\chi_{ 39 }(11, \cdot)\)\(\chi_{ 39 }(20, \cdot)\)\(\chi_{ 39 }(32, \cdot)\) 39.k $39$ $39$ $12$ even
\(\chi_{ 39 }(7, \cdot)\)\(\chi_{ 39 }(19, \cdot)\)\(\chi_{ 39 }(28, \cdot)\)\(\chi_{ 39 }(37, \cdot)\) 39.l $39$ $13$ $12$ odd
\(\chi_{ 45 }(7, \cdot)\)\(\chi_{ 45 }(13, \cdot)\)\(\chi_{ 45 }(22, \cdot)\)\(\chi_{ 45 }(43, \cdot)\) 45.k $45$ $45$ $12$ odd
\(\chi_{ 45 }(2, \cdot)\)\(\chi_{ 45 }(23, \cdot)\)\(\chi_{ 45 }(32, \cdot)\)\(\chi_{ 45 }(38, \cdot)\) 45.l $45$ $45$ $12$ even
\(\chi_{ 52 }(33, \cdot)\)\(\chi_{ 52 }(37, \cdot)\)\(\chi_{ 52 }(41, \cdot)\)\(\chi_{ 52 }(45, \cdot)\) 52.k $52$ $13$ $12$ odd
\(\chi_{ 52 }(7, \cdot)\)\(\chi_{ 52 }(11, \cdot)\)\(\chi_{ 52 }(15, \cdot)\)\(\chi_{ 52 }(19, \cdot)\) 52.l $52$ $52$ $12$ even
\(\chi_{ 61 }(21, \cdot)\)\(\chi_{ 61 }(29, \cdot)\)\(\chi_{ 61 }(32, \cdot)\)\(\chi_{ 61 }(40, \cdot)\) 61.h $61$ $61$ $12$ odd
\(\chi_{ 65 }(2, \cdot)\)\(\chi_{ 65 }(32, \cdot)\)\(\chi_{ 65 }(33, \cdot)\)\(\chi_{ 65 }(63, \cdot)\) 65.o $65$ $65$ $12$ even
\(\chi_{ 65 }(6, \cdot)\)\(\chi_{ 65 }(11, \cdot)\)\(\chi_{ 65 }(41, \cdot)\)\(\chi_{ 65 }(46, \cdot)\) 65.p $65$ $13$ $12$ odd
\(\chi_{ 65 }(3, \cdot)\)\(\chi_{ 65 }(22, \cdot)\)\(\chi_{ 65 }(42, \cdot)\)\(\chi_{ 65 }(48, \cdot)\) 65.q $65$ $65$ $12$ odd
\(\chi_{ 65 }(17, \cdot)\)\(\chi_{ 65 }(23, \cdot)\)\(\chi_{ 65 }(43, \cdot)\)\(\chi_{ 65 }(62, \cdot)\) 65.r $65$ $65$ $12$ odd
\(\chi_{ 65 }(19, \cdot)\)\(\chi_{ 65 }(24, \cdot)\)\(\chi_{ 65 }(54, \cdot)\)\(\chi_{ 65 }(59, \cdot)\) 65.s $65$ $65$ $12$ odd
\(\chi_{ 65 }(7, \cdot)\)\(\chi_{ 65 }(28, \cdot)\)\(\chi_{ 65 }(37, \cdot)\)\(\chi_{ 65 }(58, \cdot)\) 65.t $65$ $65$ $12$ even
\(\chi_{ 70 }(3, \cdot)\)\(\chi_{ 70 }(17, \cdot)\)\(\chi_{ 70 }(33, \cdot)\)\(\chi_{ 70 }(47, \cdot)\) 70.k $70$ $35$ $12$ even
\(\chi_{ 70 }(23, \cdot)\)\(\chi_{ 70 }(37, \cdot)\)\(\chi_{ 70 }(53, \cdot)\)\(\chi_{ 70 }(67, \cdot)\) 70.l $70$ $35$ $12$ odd
\(\chi_{ 73 }(3, \cdot)\)\(\chi_{ 73 }(24, \cdot)\)\(\chi_{ 73 }(49, \cdot)\)\(\chi_{ 73 }(70, \cdot)\) 73.h $73$ $73$ $12$ even
\(\chi_{ 74 }(23, \cdot)\)\(\chi_{ 74 }(29, \cdot)\)\(\chi_{ 74 }(45, \cdot)\)\(\chi_{ 74 }(51, \cdot)\) 74.g $74$ $37$ $12$ odd
\(\chi_{ 78 }(11, \cdot)\)\(\chi_{ 78 }(41, \cdot)\)\(\chi_{ 78 }(59, \cdot)\)\(\chi_{ 78 }(71, \cdot)\) 78.k $78$ $39$ $12$ even
\(\chi_{ 78 }(7, \cdot)\)\(\chi_{ 78 }(19, \cdot)\)\(\chi_{ 78 }(37, \cdot)\)\(\chi_{ 78 }(67, \cdot)\) 78.l $78$ $13$ $12$ odd
\(\chi_{ 90 }(7, \cdot)\)\(\chi_{ 90 }(13, \cdot)\)\(\chi_{ 90 }(43, \cdot)\)\(\chi_{ 90 }(67, \cdot)\) 90.k $90$ $45$ $12$ odd
\(\chi_{ 90 }(23, \cdot)\)\(\chi_{ 90 }(47, \cdot)\)\(\chi_{ 90 }(77, \cdot)\)\(\chi_{ 90 }(83, \cdot)\) 90.l $90$ $45$ $12$ even
\(\chi_{ 91 }(19, \cdot)\)\(\chi_{ 91 }(24, \cdot)\)\(\chi_{ 91 }(33, \cdot)\)\(\chi_{ 91 }(80, \cdot)\) 91.w $91$ $91$ $12$ even
\(\chi_{ 91 }(2, \cdot)\)\(\chi_{ 91 }(32, \cdot)\)\(\chi_{ 91 }(37, \cdot)\)\(\chi_{ 91 }(46, \cdot)\) 91.x $91$ $91$ $12$ odd
\(\chi_{ 91 }(15, \cdot)\)\(\chi_{ 91 }(50, \cdot)\)\(\chi_{ 91 }(71, \cdot)\)\(\chi_{ 91 }(85, \cdot)\) 91.y $91$ $13$ $12$ odd
\(\chi_{ 91 }(18, \cdot)\)\(\chi_{ 91 }(44, \cdot)\)\(\chi_{ 91 }(60, \cdot)\)\(\chi_{ 91 }(86, \cdot)\) 91.z $91$ $91$ $12$ odd
\(\chi_{ 91 }(45, \cdot)\)\(\chi_{ 91 }(54, \cdot)\)\(\chi_{ 91 }(59, \cdot)\)\(\chi_{ 91 }(89, \cdot)\) 91.ba $91$ $91$ $12$ even
\(\chi_{ 91 }(5, \cdot)\)\(\chi_{ 91 }(31, \cdot)\)\(\chi_{ 91 }(47, \cdot)\)\(\chi_{ 91 }(73, \cdot)\) 91.bb $91$ $91$ $12$ even
\(\chi_{ 91 }(6, \cdot)\)\(\chi_{ 91 }(20, \cdot)\)\(\chi_{ 91 }(41, \cdot)\)\(\chi_{ 91 }(76, \cdot)\) 91.bc $91$ $91$ $12$ even
\(\chi_{ 91 }(11, \cdot)\)\(\chi_{ 91 }(58, \cdot)\)\(\chi_{ 91 }(67, \cdot)\)\(\chi_{ 91 }(72, \cdot)\) 91.bd $91$ $91$ $12$ odd
\(\chi_{ 95 }(8, \cdot)\)\(\chi_{ 95 }(12, \cdot)\)\(\chi_{ 95 }(27, \cdot)\)\(\chi_{ 95 }(88, \cdot)\) 95.l $95$ $95$ $12$ even
\(\chi_{ 95 }(7, \cdot)\)\(\chi_{ 95 }(68, \cdot)\)\(\chi_{ 95 }(83, \cdot)\)\(\chi_{ 95 }(87, \cdot)\) 95.m $95$ $95$ $12$ odd
\(\chi_{ 97 }(6, \cdot)\)\(\chi_{ 97 }(16, \cdot)\)\(\chi_{ 97 }(81, \cdot)\)\(\chi_{ 97 }(91, \cdot)\) 97.g $97$ $97$ $12$ even
\(\chi_{ 104 }(11, \cdot)\)\(\chi_{ 104 }(19, \cdot)\)\(\chi_{ 104 }(59, \cdot)\)\(\chi_{ 104 }(67, \cdot)\) 104.u $104$ $104$ $12$ even
\(\chi_{ 104 }(33, \cdot)\)\(\chi_{ 104 }(41, \cdot)\)\(\chi_{ 104 }(89, \cdot)\)\(\chi_{ 104 }(97, \cdot)\) 104.v $104$ $13$ $12$ odd
\(\chi_{ 104 }(7, \cdot)\)\(\chi_{ 104 }(15, \cdot)\)\(\chi_{ 104 }(63, \cdot)\)\(\chi_{ 104 }(71, \cdot)\) 104.w $104$ $52$ $12$ even
\(\chi_{ 104 }(37, \cdot)\)\(\chi_{ 104 }(45, \cdot)\)\(\chi_{ 104 }(85, \cdot)\)\(\chi_{ 104 }(93, \cdot)\) 104.x $104$ $104$ $12$ odd
\(\chi_{ 105 }(52, \cdot)\)\(\chi_{ 105 }(73, \cdot)\)\(\chi_{ 105 }(82, \cdot)\)\(\chi_{ 105 }(103, \cdot)\) 105.u $105$ $35$ $12$ even
\(\chi_{ 105 }(37, \cdot)\)\(\chi_{ 105 }(58, \cdot)\)\(\chi_{ 105 }(67, \cdot)\)\(\chi_{ 105 }(88, \cdot)\) 105.v $105$ $35$ $12$ odd
\(\chi_{ 105 }(17, \cdot)\)\(\chi_{ 105 }(38, \cdot)\)\(\chi_{ 105 }(47, \cdot)\)\(\chi_{ 105 }(68, \cdot)\) 105.w $105$ $105$ $12$ odd
\(\chi_{ 105 }(2, \cdot)\)\(\chi_{ 105 }(23, \cdot)\)\(\chi_{ 105 }(32, \cdot)\)\(\chi_{ 105 }(53, \cdot)\) 105.x $105$ $105$ $12$ even
\(\chi_{ 109 }(8, \cdot)\)\(\chi_{ 109 }(41, \cdot)\)\(\chi_{ 109 }(68, \cdot)\)\(\chi_{ 109 }(101, \cdot)\) 109.g $109$ $109$ $12$ odd
\(\chi_{ 111 }(82, \cdot)\)\(\chi_{ 111 }(88, \cdot)\)\(\chi_{ 111 }(97, \cdot)\)\(\chi_{ 111 }(103, \cdot)\) 111.l $111$ $37$ $12$ odd
\(\chi_{ 111 }(8, \cdot)\)\(\chi_{ 111 }(14, \cdot)\)\(\chi_{ 111 }(23, \cdot)\)\(\chi_{ 111 }(29, \cdot)\) 111.m $111$ $111$ $12$ even
\(\chi_{ 112 }(11, \cdot)\)\(\chi_{ 112 }(51, \cdot)\)\(\chi_{ 112 }(67, \cdot)\)\(\chi_{ 112 }(107, \cdot)\) 112.u $112$ $112$ $12$ odd
\(\chi_{ 112 }(3, \cdot)\)\(\chi_{ 112 }(19, \cdot)\)\(\chi_{ 112 }(59, \cdot)\)\(\chi_{ 112 }(75, \cdot)\) 112.v $112$ $112$ $12$ even
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