Properties

Label 1763.4.cc
Level $1763$
Weight $4$
Character orbit 1763.cc
Rep. character $\chi_{1763}(14,\cdot)$
Character field $\Q(\zeta_{168})$
Dimension $0$
Newform subspaces $0$
Sturm bound $616$
Trace bound $0$

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Defining parameters

Level: \( N \) \(=\) \( 1763 = 41 \cdot 43 \)
Weight: \( k \) \(=\) \( 4 \)
Character orbit: \([\chi]\) \(=\) 1763.cc (of order \(168\) and degree \(48\))
Character conductor: \(\operatorname{cond}(\chi)\) \(=\) \( 1763 \)
Character field: \(\Q(\zeta_{168})\)
Newform subspaces: \( 0 \)
Sturm bound: \(616\)
Trace bound: \(0\)

Dimensions

There are no modular forms of weight 4 and character 1763.cc since the weight is even while the character is odd.