A188130 - cp's OEIS frontend

A188130 Primes p such that 6p+1 divides the Mersenne number M(p)=A000225(p).

n	a(n)
1	5
2	37
3	73
4	233
5	397
6	461
7	557
8	577
9	601
10	761
11	1013
12	1321
13	1361
14	1381
15	1453
16	1693
17	1777
18	1993
19	2417
20	2593
21	2621
22	2897
23	3037
24	3181
25	3457
26	3581
27	3593
28	4001
29	4273
30	4441
31	4517
32	4597
33	4801
34	4813
35	4861
36	4933
37	5197
38	5393
39	5557
40	5717
41	5801
42	6173
43	6277
44	6353
45	6373
46	6841
47	6977
48	7573
49	7853
50	7901
51	8353
52	8377
53	9613
54	10321
55	10357

[5, 37, 73, 233, 397, 461, 557, 577, 601, 761, 1013, 1321, 1361, 1381, 1453, 1693, 1777, 1993, 2417, 2593, 2621, 2897, 3037, 3181, 3457, 3581, 3593, 4001, 4273, 4441, 4517, 4597, 4801, 4813, 4861, 4933, 5197, 5393, 5557, 5717, 5801, 6173, 6277, 6353, 6373, 6841, 6977, 7573, 7853, 7901, 8353, 8377, 9613, 10321, 10357]

cp's OEIS Frontend

A188130 Primes p such that 6p+1 divides the Mersenne number M(p)=A000225(p).

Table of values

List of values