A192294 - cp's OEIS frontend

A192294 Numbers n such that Sum(1/d_n)>Sum(1/d_m) for all m where d_n and d_m are the anti-divisors of n and m.

n	a(n)
1	3
2	5
3	7
4	13
5	17
6	53
7	67
8	137
9	203
10	247
11	473
12	787
13	5197
14	6143
15	13513
16	15593
17	22523
18	30713
19	50243
20	67567
21	285863
22	337837
23	427927
24	795217
25	1148647
26	2139637
27	5743237
28	8393963
29	11869357
30	17229713
31	32094563
32	74662087
33	109121513
34	132094463
35	632904773
36	763850587

[3, 5, 7, 13, 17, 53, 67, 137, 203, 247, 473, 787, 5197, 6143, 13513, 15593, 22523, 30713, 50243, 67567, 285863, 337837, 427927, 795217, 1148647, 2139637, 5743237, 8393963, 11869357, 17229713, 32094563, 74662087, 109121513, 132094463, 632904773, 763850587]

cp's OEIS Frontend

A192294 Numbers n such that Sum(1/d_n)>Sum(1/d_m) for all m where d_n and d_m are the anti-divisors of n and m.

Table of values

List of values

cp's OEIS Frontend

A192294 Numbers n such that Sum(1/d*_n)>Sum(1/d*_m) for all m where d*_n and d*_m are the anti-divisors of n and m.

Table of values

List of values

A192294 Numbers n such that Sum(1/d_n)>Sum(1/d_m) for all m where d_n and d_m are the anti-divisors of n and m.