A329573 - cp's OEIS frontend

A329573 For all n >= 1, exactly 12 sums are prime among a(n+i) + a(n+j), 0 <= i < j < 7; lexicographically earliest such sequence of distinct positive numbers.

n	a(n)
1	1
2	2
3	3
4	4
5	9
6	10
7	27
8	14
9	20
10	33
11	34
12	69
13	39
14	28
15	40
16	13
17	19
18	70
19	31
20	43
21	180
22	220
23	61
24	36
25	66
26	91
27	127
28	7
29	12
30	5
31	102
32	186
33	11
34	6
35	25
36	18
37	55
38	41
39	42
40	48
41	65
42	72
43	59
44	38
45	125
46	24
47	29
48	35
49	54
50	32
51	47
52	77
53	164
54	26
55	407
56	15
57	116
58	63
59	75
60	404
61	416
62	8
63	215
64	45
65	56
66	183
67	23
68	134
69	206
70	17
71	44
72	50

[1, 2, 3, 4, 9, 10, 27, 14, 20, 33, 34, 69, 39, 28, 40, 13, 19, 70, 31, 43, 180, 220, 61, 36, 66, 91, 127, 7, 12, 5, 102, 186, 11, 6, 25, 18, 55, 41, 42, 48, 65, 72, 59, 38, 125, 24, 29, 35, 54, 32, 47, 77, 164, 26, 407, 15, 116, 63, 75, 404, 416, 8, 215, 45, 56, 183, 23, 134, 206, 17, 44, 50]

cp's OEIS Frontend

A329573 For all n >= 1, exactly 12 sums are prime among a(n+i) + a(n+j), 0 <= i < j < 7; lexicographically earliest such sequence of distinct positive numbers.

Table of values

List of values

n	a(n)
1	1
2	2
3	3
4	4
5	9
6	10
7	27
8	14
9	20
10	33
11	34
12	69
13	39
14	28
15	40
16	13
17	19
18	70
19	31
20	43
21	180
22	220
23	61
24	36
25	66
26	91
27	127
28	7
29	12
30	5
31	102
32	186
33	11
34	6
35	25
36	18
37	55
38	41
39	42
40	48
41	65
42	72
43	59
44	38
45	125
46	24
47	29
48	35
49	54
50	32
51	47
52	77
53	164
54	26
55	407
56	15
57	116
58	63
59	75
60	404
61	416
62	8
63	215
64	45
65	56
66	183
67	23
68	134
69	206
70	17
71	44
72	50

n	a(n)
1	1
2	2
3	3
4	4
5	9
6	10
7	27
8	14
9	20
10	33
11	34
12	69
13	39
14	28
15	40
16	13
17	19
18	70
19	31
20	43
21	180
22	220
23	61
24	36
25	66
26	91
27	127
28	7
29	12
30	5
31	102
32	186
33	11
34	6
35	25
36	18
37	55
38	41
39	42
40	48
41	65
42	72
43	59
44	38
45	125
46	24
47	29
48	35
49	54
50	32
51	47
52	77
53	164
54	26
55	407
56	15
57	116
58	63
59	75
60	404
61	416
62	8
63	215
64	45
65	56
66	183
67	23
68	134
69	206
70	17
71	44
72	50

n	a(n)
1	1
2	2
3	3
4	4
5	9
6	10
7	27
8	14
9	20
10	33
11	34
12	69
13	39
14	28
15	40
16	13
17	19
18	70
19	31
20	43
21	180
22	220
23	61
24	36
25	66
26	91
27	127
28	7
29	12
30	5
31	102
32	186
33	11
34	6
35	25
36	18
37	55
38	41
39	42
40	48
41	65
42	72
43	59
44	38
45	125
46	24
47	29
48	35
49	54
50	32
51	47
52	77
53	164
54	26
55	407
56	15
57	116
58	63
59	75
60	404
61	416
62	8
63	215
64	45
65	56
66	183
67	23
68	134
69	206
70	17
71	44
72	50