A181334 - cp's OEIS frontend

A181334 Let f(n) = Sum_{j>=1} j^n/binomial(2j,j) = r_nPi*sqrt(3)/3^{t_n} + s_n/3; sequence gives r_n.

n	a(n)
0	2
1	2
2	10
3	74
4	238
5	938
6	13130
7	23594
8	1298462
9	26637166
10	201403930
11	5005052234
12	135226271914
13	1315508114654
14	13747435592810
15	153590068548062
16	202980764290906
17	69141791857625242
18	2766595825017102650
19	38897014541363246798
20	1724835471991750464238
21	80219728936311383557694

[2, 2, 10, 74, 238, 938, 13130, 23594, 1298462, 26637166, 201403930, 5005052234, 135226271914, 1315508114654, 13747435592810, 153590068548062, 202980764290906, 69141791857625242, 2766595825017102650, 38897014541363246798, 1724835471991750464238, 80219728936311383557694]

cp's OEIS Frontend

A181334 Let f(n) = Sum_{j>=1} j^n/binomial(2j,j) = r_nPi*sqrt(3)/3^{t_n} + s_n/3; sequence gives r_n.

Table of values

List of values

cp's OEIS Frontend

A181334 Let f(n) = Sum_{j>=1} j^n/binomial(2*j,j) = r_n*Pi*sqrt(3)/3^{t_n} + s_n/3; sequence gives r_n.

Table of values

List of values

A181334 Let f(n) = Sum_{j>=1} j^n/binomial(2j,j) = r_nPi*sqrt(3)/3^{t_n} + s_n/3; sequence gives r_n.