William Stein's table of weight 2 newforms

Level 5307

5307 = 3 · 29 · 61

Galois conjugacy classes of newforms of level 5307 [elliptic curves of conductor 5307]

Warning: Some newforms may be missing

Class L Sign Degree Atkin-Lehner Traces of eigenvalues
5307A - 1 3+ 29- 61-  -1  -1   0   2   2   1   4   2
5307B - 1 3- 29- 61+  -1   1   0  -2  -2   1   4   2
5307D - 31 3+ 29- 61-  -2 -31  -9 -12   8 -36 -27 -15
5307C - 31 3- 29- 61+  -9  31 -13 -10 -16 -32 -49  -7
5307F - 32 3+ 29+ 61+   0 -32  -9 -14  12 -31  -3  -7
5307E - 32 3- 29+ 61-  -7  32 -21  -8 -16 -35 -21  -7
5307G + 35 3+ 29- 61+   3 -35   9   8  -2  29  29  15
5307H + 35 3- 29+ 61+   7  35  13  10  20  29  19   5
5307I + 40 3- 29- 61-   7  40  15   6  14  27  33   3
5307J + 41 3+ 29+ 61-   0 -41   9  12  -8  41   1   5

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

Part of Computational Number Theory
Back to Tables and computations