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Modular forms
› Level 200
Search newform orbits
Weight
Level
Dimension
CM
any
yes
no
Sign
any
+1
−1
Curve rank
Search
17 orbits; showing 1–17 ·
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Label
Dim
Trace form
Sign
CM
Curve
200.2.a.a
1
q
−
3
q
3
+
2
q
7
+
O
(
q
8
)
q - 3q^{3} + 2q^{7} + O(q^{8})
q
−
3
q
3
+
2
q
7
+
O
(
q
8
)
200a1
rank 0
200.2.a.b
1
q
−
2
q
3
−
2
q
7
+
O
(
q
8
)
q - 2q^{3} - 2q^{7} + O(q^{8})
q
−
2
q
3
−
2
q
7
+
O
(
q
8
)
200b1
rank 1
200.2.a.c
1
q
+
4
q
7
+
O
(
q
8
)
q + 4q^{7} + O(q^{8})
q
+
4
q
7
+
O
(
q
8
)
200c1
rank 0
200.2.a.d
1
q
+
2
q
3
+
2
q
7
+
O
(
q
8
)
q + 2q^{3} + 2q^{7} + O(q^{8})
q
+
2
q
3
+
2
q
7
+
O
(
q
8
)
200d1
rank 0
200.2.a.e
1
q
+
3
q
3
−
2
q
7
+
O
(
q
8
)
q + 3q^{3} - 2q^{7} + O(q^{8})
q
+
3
q
3
−
2
q
7
+
O
(
q
8
)
200e1
rank 0
200.4.a.a
1
q
−
10
q
3
+
18
q
7
+
O
(
q
8
)
q - 10q^{3} + 18q^{7} + O(q^{8})
q
−
10
q
3
+
18
q
7
+
O
(
q
8
)
200.4.a.b
1
q
−
9
q
3
−
26
q
7
+
O
(
q
8
)
q - 9q^{3} - 26q^{7} + O(q^{8})
q
−
9
q
3
−
26
q
7
+
O
(
q
8
)
200.4.a.c
1
q
−
5
q
3
−
2
q
7
+
O
(
q
8
)
q - 5q^{3} - 2q^{7} + O(q^{8})
q
−
5
q
3
−
2
q
7
+
O
(
q
8
)
200.4.a.d
1
q
−
4
q
3
−
16
q
7
+
O
(
q
8
)
q - 4q^{3} - 16q^{7} + O(q^{8})
q
−
4
q
3
−
16
q
7
+
O
(
q
8
)
200.4.a.e
1
q
−
q
3
+
6
q
7
+
O
(
q
8
)
q - q^{3} + 6q^{7} + O(q^{8})
q
−
q
3
+
6
q
7
+
O
(
q
8
)
200.4.a.f
1
q
+
q
3
−
6
q
7
+
O
(
q
8
)
q + q^{3} - 6q^{7} + O(q^{8})
q
+
q
3
−
6
q
7
+
O
(
q
8
)
200.4.a.g
1
q
+
4
q
3
−
24
q
7
+
O
(
q
8
)
q + 4q^{3} - 24q^{7} + O(q^{8})
q
+
4
q
3
−
24
q
7
+
O
(
q
8
)
200.4.a.h
1
q
+
5
q
3
+
2
q
7
+
O
(
q
8
)
q + 5q^{3} + 2q^{7} + O(q^{8})
q
+
5
q
3
+
2
q
7
+
O
(
q
8
)
200.4.a.i
1
q
+
6
q
3
+
34
q
7
+
O
(
q
8
)
q + 6q^{3} + 34q^{7} + O(q^{8})
q
+
6
q
3
+
34
q
7
+
O
(
q
8
)
200.4.a.j
1
q
+
9
q
3
+
26
q
7
+
O
(
q
8
)
q + 9q^{3} + 26q^{7} + O(q^{8})
q
+
9
q
3
+
26
q
7
+
O
(
q
8
)
200.4.a.k
2
2
q
−
4
q
3
−
4
q
7
+
O
(
q
8
)
2q - 4q^{3} - 4q^{7} + O(q^{8})
2
q
−
4
q
3
−
4
q
7
+
O
(
q
8
)
200.4.a.l
2
2
q
+
4
q
3
+
4
q
7
+
O
(
q
8
)
2q + 4q^{3} + 4q^{7} + O(q^{8})
2
q
+
4
q
3
+
4
q
7
+
O
(
q
8
)