A350154 - cp's OEIS frontend

A350154 a(n) = denominator(k^n * [x^(2n+1)] sqrt(k)arccos(exp(-x^2/(2*k)))) for n >= 0 and fixed k > 0.

n	a(n)
0	1
1	12
2	480
3	2688
4	92160
5	4055040
6	805109760
7	148635648
8	2021444812800
9	9037047398400
10	41855798476800
11	85571854663680
12	1218840851644416000
13	131634811977596928000
14	30539276378802487296000
15	26116346696355230515200
16	72745993870031978496000
17	8332722934203662991360000

[1, 12, 480, 2688, 92160, 4055040, 805109760, 148635648, 2021444812800, 9037047398400, 41855798476800, 85571854663680, 1218840851644416000, 131634811977596928000, 30539276378802487296000, 26116346696355230515200, 72745993870031978496000, 8332722934203662991360000]

cp's OEIS Frontend

A350154 a(n) = denominator(k^n * [x^(2n+1)] sqrt(k)arccos(exp(-x^2/(2*k)))) for n >= 0 and fixed k > 0.

Table of values

List of values

cp's OEIS Frontend

A350154 a(n) = denominator(k^n * [x^(2*n+1)] sqrt(k)*arccos(exp(-x^2/(2*k)))) for n >= 0 and fixed k > 0.

Table of values

List of values

A350154 a(n) = denominator(k^n * [x^(2n+1)] sqrt(k)arccos(exp(-x^2/(2*k)))) for n >= 0 and fixed k > 0.