William Stein's table of weight 2 newforms

Level 5253

5253 = 3 · 17 · 103

Galois conjugacy classes of newforms of level 5253 [elliptic curves of conductor 5253]

Warning: Some newforms may be missing

Class L Sign Degree Atkin-Lehner Traces of eigenvalues
5253A + 1 3- 17- 103-  -1   1   2   4   4  -2   1   4
5253B - 2 3- 17- 103+  -2   2   3   0  -8   5   2  -6
5253C - 4 3+ 17- 103-   2  -4  -1   6  -7   3   4 -14
5253D - 25 3+ 17- 103-  -4 -25   2 -11  -2 -19  25 -14
5253E - 27 3- 17- 103+  -4  27 -16 -13 -15 -21  27 -22
5253G - 32 3+ 17+ 103+  -1 -32   7 -13  -5  -4 -32   0
5253F - 32 3- 17+ 103-  -5  32 -19  -5 -27  -4 -32   0
5253H + 36 3+ 17+ 103-   1 -36  -1  15  13   4 -36  -8
5253I + 36 3- 17+ 103+   5  36  13   7  27   4 -36  -8
5253J + 37 3- 17- 103-   8  37  11   3  15   4  37  12
5253K + 39 3+ 17- 103+   6 -39  -7   7   9  16  39  36

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

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