A220187 - cp's OEIS frontend

A220187 Smallest integer m such that number of representations of 2 m + 1 as p + 4 q is n, with p, q primes.

n	a(n)
1	5
2	9
3	12
4	24
5	37
6	43
7	40
8	67
9	88
10	97
11	109
12	127
13	145
14	160
15	199
16	157
17	217
18	316
19	262
20	232
21	220
22	277
23	307
24	352
25	388
26	451
27	397
28	427
29	568
30	412
31	562
32	367
33	556
34	532
35	472
36	652
37	724
38	697
39	637
40	667
41	808
42	757
43	871
44	577
45	682
46	1081
47	1264
48	967
49	787
50	952
51	1057
52	907
53	1087
54	1117
55	1012
56	1102
57	1333
58	1147
59	1252
60	892
61	1543
62	997
63	1342
64	1237
65	1327

[5, 9, 12, 24, 37, 43, 40, 67, 88, 97, 109, 127, 145, 160, 199, 157, 217, 316, 262, 232, 220, 277, 307, 352, 388, 451, 397, 427, 568, 412, 562, 367, 556, 532, 472, 652, 724, 697, 637, 667, 808, 757, 871, 577, 682, 1081, 1264, 967, 787, 952, 1057, 907, 1087, 1117, 1012, 1102, 1333, 1147, 1252, 892, 1543, 997, 1342, 1237, 1327]

cp's OEIS Frontend

A220187 Smallest integer m such that number of representations of 2 m + 1 as p + 4 q is n, with p, q primes.

Table of values

List of values