A339061 - cp's OEIS frontend

A339061 Least integer j such that H(k+j)>=n+1, where k is the least integer to satisfy H(k)>=n, and H(k) is the sum of the first k terms of the harmonic series.

n	a(n)
0	1
1	3
2	7
3	20
4	52
5	144
6	389
7	1058
8	2876
9	7817
10	21250
11	57763
12	157017
13	426817
14	1160207
15	3153770
16	8572836
17	23303385
18	63345169
19	172190019
20	468061001
21	1272321714
22	3458528995
23	9401256521
24	25555264765
25	69466411833
26	188829284972
27	513291214021

[1, 3, 7, 20, 52, 144, 389, 1058, 2876, 7817, 21250, 57763, 157017, 426817, 1160207, 3153770, 8572836, 23303385, 63345169, 172190019, 468061001, 1272321714, 3458528995, 9401256521, 25555264765, 69466411833, 188829284972, 513291214021]

cp's OEIS Frontend

A339061 Least integer j such that H(k+j)>=n+1, where k is the least integer to satisfy H(k)>=n, and H(k) is the sum of the first k terms of the harmonic series.

Table of values

List of values