Learn more

Refine search


Results (24 matches)

  displayed columns for results
Orbit label Conrey labels Modulus Conductor Order Value field Parity Real Primitive Minimal
156.a

χ156(1,)\chi_{156}(1, \cdot)

156156 11 11 Q\Q even
156.b

χ156(25,)\chi_{156}(25, \cdot)

156156 1313 22 Q\Q even
156.c

χ156(131,)\chi_{156}(131, \cdot)

156156 1212 22 Q\Q even
156.d

χ156(53,)\chi_{156}(53, \cdot)

156156 33 22 Q\Q odd
156.e

χ156(103,)\chi_{156}(103, \cdot)

156156 5252 22 Q\Q odd
156.f

χ156(79,)\chi_{156}(79, \cdot)

156156 44 22 Q\Q odd
156.g

χ156(77,)\chi_{156}(77, \cdot)

156156 3939 22 Q\Q odd
156.h

χ156(155,)\chi_{156}(155, \cdot)

156156 156156 22 Q\Q even
156.i

χ156(61,)\chi_{156}(61, \cdot),, χ156(133,)\chi_{156}(133, \cdot)

156156 1313 33 Q(ζ3)\mathbb{Q}(\zeta_3) even
156.j

χ156(73,)\chi_{156}(73, \cdot),, χ156(109,)\chi_{156}(109, \cdot)

156156 1313 44 Q(i)\mathbb{Q}(i) odd
156.k

χ156(31,)\chi_{156}(31, \cdot),, χ156(151,)\chi_{156}(151, \cdot)

156156 5252 44 Q(i)\mathbb{Q}(i) even
156.l

χ156(47,)\chi_{156}(47, \cdot),, χ156(83,)\chi_{156}(83, \cdot)

156156 156156 44 Q(i)\mathbb{Q}(i) odd
156.m

χ156(5,)\chi_{156}(5, \cdot),, χ156(125,)\chi_{156}(125, \cdot)

156156 3939 44 Q(i)\mathbb{Q}(i) even
156.n

χ156(43,)\chi_{156}(43, \cdot),, χ156(127,)\chi_{156}(127, \cdot)

156156 5252 66 Q(ζ3)\mathbb{Q}(\zeta_3) odd
156.o

χ156(29,)\chi_{156}(29, \cdot),, χ156(113,)\chi_{156}(113, \cdot)

156156 3939 66 Q(ζ3)\mathbb{Q}(\zeta_3) odd
156.p

χ156(35,)\chi_{156}(35, \cdot),, χ156(107,)\chi_{156}(107, \cdot)

156156 156156 66 Q(ζ3)\mathbb{Q}(\zeta_3) even
156.q

χ156(49,)\chi_{156}(49, \cdot),, χ156(121,)\chi_{156}(121, \cdot)

156156 1313 66 Q(ζ3)\mathbb{Q}(\zeta_3) even
156.r

χ156(23,)\chi_{156}(23, \cdot),, χ156(95,)\chi_{156}(95, \cdot)

156156 156156 66 Q(ζ3)\mathbb{Q}(\zeta_3) even
156.s

χ156(17,)\chi_{156}(17, \cdot),, χ156(101,)\chi_{156}(101, \cdot)

156156 3939 66 Q(ζ3)\mathbb{Q}(\zeta_3) odd
156.t

χ156(55,)\chi_{156}(55, \cdot),, χ156(139,)\chi_{156}(139, \cdot)

156156 5252 66 Q(ζ3)\mathbb{Q}(\zeta_3) odd
156.u

χ156(41,)\chi_{156}(41, \cdot),,, \cdots ,χ156(149,)\chi_{156}(149, \cdot)

156156 3939 1212 Q(ζ12)\Q(\zeta_{12}) even
156.v

χ156(11,)\chi_{156}(11, \cdot),,, \cdots ,χ156(119,)\chi_{156}(119, \cdot)

156156 156156 1212 Q(ζ12)\Q(\zeta_{12}) odd
156.w

χ156(7,)\chi_{156}(7, \cdot),,, \cdots ,χ156(115,)\chi_{156}(115, \cdot)

156156 5252 1212 Q(ζ12)\Q(\zeta_{12}) even
156.x

χ156(37,)\chi_{156}(37, \cdot),,, \cdots ,χ156(145,)\chi_{156}(145, \cdot)

156156 1313 1212 Q(ζ12)\Q(\zeta_{12}) odd
  displayed columns for results