A375358 - cp's OEIS frontend

A375358 a(n) is the greatest difference between m and k, with m, k both prime such that k + m = p + q, where (p, q) is the n-th twin prime pair.

n	a(n)
1	2
2	2
3	14
4	26
5	46
6	74
7	106
8	134
9	194
10	206
11	266
12	286
13	346
14	374
15	382
16	442
17	454
18	506
19	550
20	614
21	686
22	818
23	854
24	914
25	1034
26	1118
27	1186
28	1226
29	1274
30	1294
31	1606
32	1630
33	1618
34	1702
35	1754
36	2018
37	2042
38	2078
39	2102
40	2174
41	2290
42	2434
43	2546
44	2534
45	2582
46	2626
47	2846
48	2890
49	2950

[2, 2, 14, 26, 46, 74, 106, 134, 194, 206, 266, 286, 346, 374, 382, 442, 454, 506, 550, 614, 686, 818, 854, 914, 1034, 1118, 1186, 1226, 1274, 1294, 1606, 1630, 1618, 1702, 1754, 2018, 2042, 2078, 2102, 2174, 2290, 2434, 2546, 2534, 2582, 2626, 2846, 2890, 2950]

cp's OEIS Frontend

A375358 a(n) is the greatest difference between m and k, with m, k both prime such that k + m = p + q, where (p, q) is the n-th twin prime pair.

Table of values

List of values