William Stein's table of weight 2 newforms

Level 3596

3596 = 22 · 29 · 31

Galois conjugacy classes of newforms of level 3596 [elliptic curves of conductor 3596]

Class L Sign Degree Atkin-Lehner Traces of eigenvalues
3596A - 1 2- 29+ 31-   0  -2  -3  -1   0  -4   0   5
3596B + 1 2- 29- 31-   0   3   2  -1  -1   2   1  -6
3596D + 2 2- 29+ 31+   0   1   3  -1  -7  -4 -10  11
3596C - 2 2- 29- 31+   0   0   2  -1   2   2   1  -4
3596E - 5 2- 29+ 31-   0   0   4   0  -6  -2  -6 -17
3596F - 8 2- 29+ 31-   0   0   0  -5   0   5   0  -9
3596G - 12 2- 29- 31+   0  -2  -5  -9 -10  -1  -1  -5
3596H + 19 2- 29+ 31+   0   3  -6   5  21   1  10  22
3596I + 20 2- 29- 31-   0   1  -1   9   9   1   5  27

Data from The Modular Forms Database by William Stein.
Design inspired by The Modular Forms Explorer by William Stein.

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