Cremona's table of elliptic curves

Conductor 65702

65702 = 2 · 7 · 13 · 19²

Isogeny classes of curves of conductor 65702 [newforms of level 65702]

Class

r

Atkin-Lehner

Eigenvalues

65702a (1 curve)

1

²+ ⁷+ ¹³+ ¹⁹+

²+ 1 -2 ⁷+ -3 ¹³+ -2 ¹⁹+

65702b (1 curve)

1

²+ ⁷+ ¹³+ ¹⁹+

²+ 2 4 ⁷+ -1 ¹³+ 3 ¹⁹+

65702c (1 curve)

2

²+ ⁷+ ¹³+ ¹⁹-

²+ 0 0 ⁷+ -5 ¹³+ -3 ¹⁹-

65702d (1 curve)

0

²+ ⁷+ ¹³+ ¹⁹-

²+ 2 1 ⁷+ 3 ¹³+ -6 ¹⁹-

65702e (4 curves)

1

²+ ⁷+ ¹³- ¹⁹-

²+ 0 2 ⁷+ 4 ¹³- -6 ¹⁹-

65702f (1 curve)

1

²+ ⁷+ ¹³- ¹⁹-

²+ -2 0 ⁷+ 1 ¹³- -5 ¹⁹-

65702g (1 curve)

1

²+ ⁷+ ¹³- ¹⁹-

²+ -3 -4 ⁷+ 1 ¹³- 0 ¹⁹-

65702h (1 curve)

0

²+ ⁷- ¹³+ ¹⁹+

²+ 2 -2 ⁷- -3 ¹³+ -3 ¹⁹+

65702i (1 curve)

1

²+ ⁷- ¹³+ ¹⁹-

²+ 0 -1 ⁷- 1 ¹³+ -4 ¹⁹-

65702j (3 curves)

1

²+ ⁷- ¹³+ ¹⁹-

²+ -1 0 ⁷- -3 ¹³+ 0 ¹⁹-

65702k (3 curves)

1

²+ ⁷- ¹³+ ¹⁹-

²+ 2 -3 ⁷- -3 ¹³+ 6 ¹⁹-

65702l (1 curve)

1

²+ ⁷- ¹³- ¹⁹+

²+ -2 -1 ⁷- -3 ¹³- 2 ¹⁹+

65702m (2 curves)

1

²+ ⁷- ¹³- ¹⁹+

²+ -2 3 ⁷- 0 ¹³- 0 ¹⁹+

65702n (1 curve)

0

²+ ⁷- ¹³- ¹⁹-

²+ 0 -2 ⁷- 1 ¹³- -3 ¹⁹-

65702o (1 curve)

0

²- ⁷+ ¹³+ ¹⁹+

²- 2 0 ⁷+ 1 ¹³+ -5 ¹⁹+

65702p (1 curve)

1

²- ⁷+ ¹³+ ¹⁹-

²- -1 4 ⁷+ -1 ¹³+ 4 ¹⁹-

65702q (1 curve)

1

²- ⁷+ ¹³- ¹⁹+

²- 0 0 ⁷+ -5 ¹³- -3 ¹⁹+

65702r (1 curve)

2

²- ⁷+ ¹³- ¹⁹-

²- 0 -1 ⁷+ -5 ¹³- -4 ¹⁹-

65702s (1 curve)

2

²- ⁷+ ¹³- ¹⁹-

²- -1 -2 ⁷+ -3 ¹³- -2 ¹⁹-

65702t (1 curve)

0

²- ⁷+ ¹³- ¹⁹-

²- -2 4 ⁷+ -1 ¹³- 3 ¹⁹-

65702u (1 curve)

1

²- ⁷- ¹³+ ¹⁹+

²- 0 -2 ⁷- 1 ¹³+ -3 ¹⁹+

65702v (1 curve)

1

²- ⁷- ¹³+ ¹⁹+

²- 2 -1 ⁷- -3 ¹³+ 2 ¹⁹+

65702w (1 curve)

0

²- ⁷- ¹³+ ¹⁹-

²- -1 0 ⁷- -1 ¹³+ 2 ¹⁹-

65702x (3 curves)

0

²- ⁷- ¹³+ ¹⁹-

²- -1 0 ⁷- 3 ¹³+ -6 ¹⁹-

65702y (2 curves)

0

²- ⁷- ¹³+ ¹⁹-

²- 2 3 ⁷- 0 ¹³+ 0 ¹⁹-

65702z (1 curve)

1

²- ⁷- ¹³- ¹⁹-

²- -2 -2 ⁷- -3 ¹³- -3 ¹⁹-

65702ba (1 curve)

1

²- ⁷- ¹³- ¹⁹-

²- -3 0 ⁷- -5 ¹³- -4 ¹⁹-

Data from Elliptic Curve Data by J. E. Cremona.
Design inspired by The Modular Forms Explorer by William Stein.

Part of Computational Number Theory
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