A081726 - cp's OEIS frontend

A081726 Let f(x,y)=floor((1+1/y)^x); sequence gives least k such that f(k+2,n)/f(k,n)=(1+1/n)^2.

n	a(n)
1	1
2	36
3	20
4	117
5	37
6	42
7	70
8	68
9	57
10	139
11	186
12	149
13	119
14	542
15	389
16	135
17	328
18	297
19	327
20	1055
21	299
22	273
23	782
24	328
25	1117
26	445
27	1916
28	1951
29	493
30	1148
31	1238
32	4156
33	1616
34	2328
35	1003
36	3106
37	312
38	536
39	3320
40	383
41	1470
42	528
43	375
44	3870
45	555
46	990
47	1278
48	1846
49	851

[1, 36, 20, 117, 37, 42, 70, 68, 57, 139, 186, 149, 119, 542, 389, 135, 328, 297, 327, 1055, 299, 273, 782, 328, 1117, 445, 1916, 1951, 493, 1148, 1238, 4156, 1616, 2328, 1003, 3106, 312, 536, 3320, 383, 1470, 528, 375, 3870, 555, 990, 1278, 1846, 851]

cp's OEIS Frontend

A081726 Let f(x,y)=floor((1+1/y)^x); sequence gives least k such that f(k+2,n)/f(k,n)=(1+1/n)^2.

Table of values

List of values