William Stein's table of weight 2 newforms

Level 4264

4264 = 23 · 13 · 41

Galois conjugacy classes of newforms of level 4264 [elliptic curves of conductor 4264]

Class L Sign Degree Atkin-Lehner Traces of eigenvalues
4264A - 1 2+ 13- 41-   0   1   2   2  -6   1   0  -4
4264B + 1 2- 13- 41-   0   1   3   5   6   1   3  -8
4264C - 2 2- 13- 41+   0  -2  -1  -6   3   2  -6  -9
4264D - 10 2+ 13- 41-   0  -2 -15   4  -3  10 -11   1
4264E - 13 2- 13+ 41-   0   0  -1 -12  -1 -13  -3   3
4264F - 14 2- 13- 41+   0  -1  -5 -11 -16  14   4   2
4264G + 14 2- 13- 41-   0   3   4   8   6  14  -1  14
4264H - 15 2+ 13+ 41+   0  -4  -6   9  -7 -15 -16  -7
4264I + 16 2- 13+ 41+   0   1   4  10  10 -16   5  10
4264K + 17 2+ 13+ 41-   0   3   7 -11   4 -17   6   0
4264J + 17 2+ 13- 41+   0   0   8  -6  16  17  15  10

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

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