A260753 - cp's OEIS frontend

A260753 Least positive integer k such that both k and k*n belong to the set {m>0: prime(prime(m))-prime(m)+1 = prime(p) for some prime p}.

n	a(n)
1	2
2	2
3	2279
4	5806
5	4
6	1135
7	816
8	6556
9	725
10	2
11	1333
12	10839
13	27
14	829
15	2279
16	2838
17	3881
18	6540
19	2564
20	2
21	7830
22	6540
23	27
24	4905
25	6121
26	8220
27	316
28	1061
29	2
30	14691
31	2
32	1168
33	738
34	4707
35	785
36	12467
37	5492
38	1447
39	542
40	538
41	12840
42	829
43	4732
44	5637
45	785
46	1246
47	1198
48	433
49	58
50	573
51	26280
52	17387
53	316
54	430
55	1198
56	4315
57	4315
58	1479
59	4315
60	1497

[2, 2, 2279, 5806, 4, 1135, 816, 6556, 725, 2, 1333, 10839, 27, 829, 2279, 2838, 3881, 6540, 2564, 2, 7830, 6540, 27, 4905, 6121, 8220, 316, 1061, 2, 14691, 2, 1168, 738, 4707, 785, 12467, 5492, 1447, 542, 538, 12840, 829, 4732, 5637, 785, 1246, 1198, 433, 58, 573, 26280, 17387, 316, 430, 1198, 4315, 4315, 1479, 4315, 1497]

cp's OEIS Frontend

A260753 Least positive integer k such that both k and k*n belong to the set {m>0: prime(prime(m))-prime(m)+1 = prime(p) for some prime p}.

Table of values

List of values