cp's OEIS Frontend

This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.

A291527 E.g.f. A(x,k) satisfies: sn(A(x,k), k) = k * sn(x,k), where sn(,) and cn(,) are Jacobi Elliptic functions.

Table of values

n a(n)
1 1
2 -1
3 0
4 1
5 1
6 4
7 -10
8 -4
9 9
10 -1
11 -44
12 75
13 224
14 -299
15 -180
16 225
17 1
18 408
19 92
20 -7400
21 4758
22 19592
23 -15876
24 -12600
25 11025
26 -1
27 -3688
28 -23387
29 194160
30 155702
31 -1313312
32 264586
33 2445840
34 -1289925
35 -1323000
36 893025
37 1
38 33212
39 804210
40 -3980044
41 -20402105
42 64915224
43 74573980
44 -279362392
45 -18229761
46 414859500
47 -144802350
48 -196465500
49 108056025
50 -1
51 -298932
52 -22347185
53 33998224
54 1349961795
55 -1942776004
56 -12484642765
57 21458573952
58 32679754381
59 -72263858940
60 -19224079875
61 92046754800
62 -20560114575
63 -39332393100
64 18261468225
65 1
66 2690416
67 581249144
68 2783246128
69 -71371497796
70 -59230867280
71 1313526021896
72 -606679979408
73 -7350770598874
74 7512502827344
75 15289334428104
76 -22529210886000
77 -9997446759300
78 25906255174800
79 -3292683193800
80 -10226422206000
81 4108830350625

List of values

[1, -1, 0, 1, 1, 4, -10, -4, 9, -1, -44, 75, 224, -299, -180, 225, 1, 408, 92, -7400, 4758, 19592, -15876, -12600, 11025, -1, -3688, -23387, 194160, 155702, -1313312, 264586, 2445840, -1289925, -1323000, 893025, 1, 33212, 804210, -3980044, -20402105, 64915224, 74573980, -279362392, -18229761, 414859500, -144802350, -196465500, 108056025, -1, -298932, -22347185, 33998224, 1349961795, -1942776004, -12484642765, 21458573952, 32679754381, -72263858940, -19224079875, 92046754800, -20560114575, -39332393100, 18261468225, 1, 2690416, 581249144, 2783246128, -71371497796, -59230867280, 1313526021896, -606679979408, -7350770598874, 7512502827344, 15289334428104, -22529210886000, -9997446759300, 25906255174800, -3292683193800, -10226422206000, 4108830350625]