A352297 - cp's OEIS frontend

A352297 Even numbers with exactly 1 pair of Goldbach partitions, (p,q) and (r,s) with p,q,r,s prime and p < r <= s < q, such that all integers in the open intervals (p,r) and (s,q) are composite.

n	a(n)
1	10
2	16
3	18
4	22
5	34
6	42
7	46
8	64
9	82
10	96
11	98
12	110
13	136
14	140
15	154
16	160
17	188
18	190
19	194
20	218
21	224
22	230
23	236
24	244
25	256
26	274
27	280
28	308
29	314
30	338
31	340
32	350
33	368
34	370
35	382
36	388
37	394
38	398
39	400
40	404
41	422
42	428
43	440
44	446
45	452
46	466
47	470
48	488
49	494
50	500
51	512
52	514
53	524
54	536
55	574
56	578
57	580
58	586

[10, 16, 18, 22, 34, 42, 46, 64, 82, 96, 98, 110, 136, 140, 154, 160, 188, 190, 194, 218, 224, 230, 236, 244, 256, 274, 280, 308, 314, 338, 340, 350, 368, 370, 382, 388, 394, 398, 400, 404, 422, 428, 440, 446, 452, 466, 470, 488, 494, 500, 512, 514, 524, 536, 574, 578, 580, 586]

cp's OEIS Frontend

A352297 Even numbers with exactly 1 pair of Goldbach partitions, (p,q) and (r,s) with p,q,r,s prime and p < r <= s < q, such that all integers in the open intervals (p,r) and (s,q) are composite.

Table of values

List of values

n	a(n)
1	10
2	16
3	18
4	22
5	34
6	42
7	46
8	64
9	82
10	96
11	98
12	110
13	136
14	140
15	154
16	160
17	188
18	190
19	194
20	218
21	224
22	230
23	236
24	244
25	256
26	274
27	280
28	308
29	314
30	338
31	340
32	350
33	368
34	370
35	382
36	388
37	394
38	398
39	400
40	404
41	422
42	428
43	440
44	446
45	452
46	466
47	470
48	488
49	494
50	500
51	512
52	514
53	524
54	536
55	574
56	578
57	580
58	586

n	a(n)
1	10
2	16
3	18
4	22
5	34
6	42
7	46
8	64
9	82
10	96
11	98
12	110
13	136
14	140
15	154
16	160
17	188
18	190
19	194
20	218
21	224
22	230
23	236
24	244
25	256
26	274
27	280
28	308
29	314
30	338
31	340
32	350
33	368
34	370
35	382
36	388
37	394
38	398
39	400
40	404
41	422
42	428
43	440
44	446
45	452
46	466
47	470
48	488
49	494
50	500
51	512
52	514
53	524
54	536
55	574
56	578
57	580
58	586

n	a(n)
1	10
2	16
3	18
4	22
5	34
6	42
7	46
8	64
9	82
10	96
11	98
12	110
13	136
14	140
15	154
16	160
17	188
18	190
19	194
20	218
21	224
22	230
23	236
24	244
25	256
26	274
27	280
28	308
29	314
30	338
31	340
32	350
33	368
34	370
35	382
36	388
37	394
38	398
39	400
40	404
41	422
42	428
43	440
44	446
45	452
46	466
47	470
48	488
49	494
50	500
51	512
52	514
53	524
54	536
55	574
56	578
57	580
58	586