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Conrey label Orbit label Modulus Conductor Order Parity Primitive
\(\chi_{ 5 }(2, \cdot)\)\(\chi_{ 5 }(3, \cdot)\) 5.c $5$ $5$ $4$ odd
\(\chi_{ 10 }(3, \cdot)\)\(\chi_{ 10 }(7, \cdot)\) 10.c $10$ $5$ $4$ odd
\(\chi_{ 13 }(5, \cdot)\)\(\chi_{ 13 }(8, \cdot)\) 13.d $13$ $13$ $4$ odd
\(\chi_{ 15 }(2, \cdot)\)\(\chi_{ 15 }(8, \cdot)\) 15.e $15$ $15$ $4$ even
\(\chi_{ 15 }(7, \cdot)\)\(\chi_{ 15 }(13, \cdot)\) 15.f $15$ $5$ $4$ odd
\(\chi_{ 16 }(5, \cdot)\)\(\chi_{ 16 }(13, \cdot)\) 16.e $16$ $16$ $4$ even
\(\chi_{ 16 }(3, \cdot)\)\(\chi_{ 16 }(11, \cdot)\) 16.f $16$ $16$ $4$ odd
\(\chi_{ 17 }(4, \cdot)\)\(\chi_{ 17 }(13, \cdot)\) 17.c $17$ $17$ $4$ even
\(\chi_{ 20 }(3, \cdot)\)\(\chi_{ 20 }(7, \cdot)\) 20.e $20$ $20$ $4$ even
\(\chi_{ 20 }(13, \cdot)\)\(\chi_{ 20 }(17, \cdot)\) 20.f $20$ $5$ $4$ odd
\(\chi_{ 25 }(7, \cdot)\)\(\chi_{ 25 }(18, \cdot)\) 25.c $25$ $5$ $4$ odd
\(\chi_{ 26 }(5, \cdot)\)\(\chi_{ 26 }(21, \cdot)\) 26.d $26$ $13$ $4$ odd
\(\chi_{ 29 }(12, \cdot)\)\(\chi_{ 29 }(17, \cdot)\) 29.c $29$ $29$ $4$ odd
\(\chi_{ 30 }(17, \cdot)\)\(\chi_{ 30 }(23, \cdot)\) 30.e $30$ $15$ $4$ even
\(\chi_{ 30 }(7, \cdot)\)\(\chi_{ 30 }(13, \cdot)\) 30.f $30$ $5$ $4$ odd
\(\chi_{ 32 }(9, \cdot)\)\(\chi_{ 32 }(25, \cdot)\) 32.e $32$ $16$ $4$ even
\(\chi_{ 32 }(7, \cdot)\)\(\chi_{ 32 }(23, \cdot)\) 32.f $32$ $16$ $4$ odd
\(\chi_{ 34 }(13, \cdot)\)\(\chi_{ 34 }(21, \cdot)\) 34.c $34$ $17$ $4$ even
\(\chi_{ 35 }(13, \cdot)\)\(\chi_{ 35 }(27, \cdot)\) 35.f $35$ $35$ $4$ even
\(\chi_{ 35 }(8, \cdot)\)\(\chi_{ 35 }(22, \cdot)\) 35.g $35$ $5$ $4$ odd
\(\chi_{ 37 }(6, \cdot)\)\(\chi_{ 37 }(31, \cdot)\) 37.d $37$ $37$ $4$ odd
\(\chi_{ 39 }(5, \cdot)\)\(\chi_{ 39 }(8, \cdot)\) 39.f $39$ $39$ $4$ even
\(\chi_{ 39 }(31, \cdot)\)\(\chi_{ 39 }(34, \cdot)\) 39.g $39$ $13$ $4$ odd
\(\chi_{ 40 }(13, \cdot)\)\(\chi_{ 40 }(37, \cdot)\) 40.i $40$ $40$ $4$ odd
\(\chi_{ 40 }(7, \cdot)\)\(\chi_{ 40 }(23, \cdot)\) 40.j $40$ $20$ $4$ even
\(\chi_{ 40 }(3, \cdot)\)\(\chi_{ 40 }(27, \cdot)\) 40.k $40$ $40$ $4$ even
\(\chi_{ 40 }(17, \cdot)\)\(\chi_{ 40 }(33, \cdot)\) 40.l $40$ $5$ $4$ odd
\(\chi_{ 41 }(9, \cdot)\)\(\chi_{ 41 }(32, \cdot)\) 41.c $41$ $41$ $4$ even
\(\chi_{ 45 }(8, \cdot)\)\(\chi_{ 45 }(17, \cdot)\) 45.f $45$ $15$ $4$ even
\(\chi_{ 45 }(28, \cdot)\)\(\chi_{ 45 }(37, \cdot)\) 45.g $45$ $5$ $4$ odd
\(\chi_{ 48 }(5, \cdot)\)\(\chi_{ 48 }(29, \cdot)\) 48.i $48$ $48$ $4$ odd
\(\chi_{ 48 }(13, \cdot)\)\(\chi_{ 48 }(37, \cdot)\) 48.j $48$ $16$ $4$ even
\(\chi_{ 48 }(11, \cdot)\)\(\chi_{ 48 }(35, \cdot)\) 48.k $48$ $48$ $4$ even
\(\chi_{ 48 }(19, \cdot)\)\(\chi_{ 48 }(43, \cdot)\) 48.l $48$ $16$ $4$ odd
\(\chi_{ 50 }(7, \cdot)\)\(\chi_{ 50 }(43, \cdot)\) 50.c $50$ $5$ $4$ odd
\(\chi_{ 51 }(4, \cdot)\)\(\chi_{ 51 }(13, \cdot)\) 51.e $51$ $17$ $4$ even
\(\chi_{ 51 }(38, \cdot)\)\(\chi_{ 51 }(47, \cdot)\) 51.f $51$ $51$ $4$ odd
\(\chi_{ 52 }(31, \cdot)\)\(\chi_{ 52 }(47, \cdot)\) 52.f $52$ $52$ $4$ even
\(\chi_{ 52 }(5, \cdot)\)\(\chi_{ 52 }(21, \cdot)\) 52.g $52$ $13$ $4$ odd
\(\chi_{ 53 }(23, \cdot)\)\(\chi_{ 53 }(30, \cdot)\) 53.c $53$ $53$ $4$ odd
\(\chi_{ 55 }(32, \cdot)\)\(\chi_{ 55 }(43, \cdot)\) 55.e $55$ $55$ $4$ even
\(\chi_{ 55 }(12, \cdot)\)\(\chi_{ 55 }(23, \cdot)\) 55.f $55$ $5$ $4$ odd
\(\chi_{ 58 }(17, \cdot)\)\(\chi_{ 58 }(41, \cdot)\) 58.c $58$ $29$ $4$ odd
\(\chi_{ 60 }(17, \cdot)\)\(\chi_{ 60 }(53, \cdot)\) 60.i $60$ $15$ $4$ even
\(\chi_{ 60 }(7, \cdot)\)\(\chi_{ 60 }(43, \cdot)\) 60.j $60$ $20$ $4$ even
\(\chi_{ 60 }(13, \cdot)\)\(\chi_{ 60 }(37, \cdot)\) 60.k $60$ $5$ $4$ odd
\(\chi_{ 60 }(23, \cdot)\)\(\chi_{ 60 }(47, \cdot)\) 60.l $60$ $60$ $4$ odd
\(\chi_{ 61 }(11, \cdot)\)\(\chi_{ 61 }(50, \cdot)\) 61.d $61$ $61$ $4$ odd
\(\chi_{ 64 }(17, \cdot)\)\(\chi_{ 64 }(49, \cdot)\) 64.e $64$ $16$ $4$ even
\(\chi_{ 64 }(15, \cdot)\)\(\chi_{ 64 }(47, \cdot)\) 64.f $64$ $16$ $4$ odd
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