A375250 - cp's OEIS frontend

A375250 a(n) = A375251(n) / A010790(n) = denominator(W1([n], x)) / (n!*(n - 1)!), where W1([n], x) is the first Sylvester wave for parts in [n].

n	a(n)
1	1
2	2
3	6
4	2
5	30
6	12
7	42
8	6
9	30
10	20
11	44
12	12
13	910
14	420
15	30
16	6
17	102
18	12
19	7980
20	420
21	13860
22	1320
23	4140
24	180
25	2730
26	1092
27	84
28	28
29	58
30	60
31	2046
32	66
33	117810
34	7140
35	420
36	12
37	36556
38	9880
39	780
40	20
41	189420
42	9240
43	397320
44	9240
45	48300
46	19320
47	19740
48	1260
49	46410
50	39780
51	87516
52	1716
53	6996
54	264

[1, 2, 6, 2, 30, 12, 42, 6, 30, 20, 44, 12, 910, 420, 30, 6, 102, 12, 7980, 420, 13860, 1320, 4140, 180, 2730, 1092, 84, 28, 58, 60, 2046, 66, 117810, 7140, 420, 12, 36556, 9880, 780, 20, 189420, 9240, 397320, 9240, 48300, 19320, 19740, 1260, 46410, 39780, 87516, 1716, 6996, 264]

cp's OEIS Frontend

A375250 a(n) = A375251(n) / A010790(n) = denominator(W1([n], x)) / (n!*(n - 1)!), where W1([n], x) is the first Sylvester wave for parts in [n].

Table of values

List of values