A238086 - cp's OEIS frontend

A238086 Square array A(n,k), n>=1, k>=1, read by antidiagonals, where column k is the increasing list of all primes p such that (p+k)^2+k is prime but (p+j)^2+j is not prime for all 0

n	a(n)
1	3
2	7
3	5
4	11
5	31
6	13
7	29
8	47
9	37
10	19
11	193
12	41
13	59
14	43
15	23
16	139
17	331
18	113
19	61
20	79
21	53
22	107
23	523
24	409
25	163
26	67
27	97
28	73
29	181
30	293
31	563
32	457
33	173
34	71
35	103
36	83
37	101
38	277
39	359
40	769
41	487
42	199
43	127
44	241
45	89
46	17
47	191
48	541
49	389
50	853
51	787
52	211
53	131
54	271
55	109

[3, 7, 5, 11, 31, 13, 29, 47, 37, 19, 193, 41, 59, 43, 23, 139, 331, 113, 61, 79, 53, 107, 523, 409, 163, 67, 97, 73, 181, 293, 563, 457, 173, 71, 103, 83, 101, 277, 359, 769, 487, 199, 127, 241, 89, 17, 191, 541, 389, 853, 787, 211, 131, 271, 109]

cp's OEIS Frontend

A238086 Square array A(n,k), n>=1, k>=1, read by antidiagonals, where column k is the increasing list of all primes p such that (p+k)^2+k is prime but (p+j)^2+j is not prime for all 0

Table of values

List of values

n	a(n)
1	3
2	7
3	5
4	11
5	31
6	13
7	29
8	47
9	37
10	19
11	193
12	41
13	59
14	43
15	23
16	139
17	331
18	113
19	61
20	79
21	53
22	107
23	523
24	409
25	163
26	67
27	97
28	73
29	181
30	293
31	563
32	457
33	173
34	71
35	103
36	83
37	101
38	277
39	359
40	769
41	487
42	199
43	127
44	241
45	89
46	17
47	191
48	541
49	389
50	853
51	787
52	211
53	131
54	271
55	109

n	a(n)
1	3
2	7
3	5
4	11
5	31
6	13
7	29
8	47
9	37
10	19
11	193
12	41
13	59
14	43
15	23
16	139
17	331
18	113
19	61
20	79
21	53
22	107
23	523
24	409
25	163
26	67
27	97
28	73
29	181
30	293
31	563
32	457
33	173
34	71
35	103
36	83
37	101
38	277
39	359
40	769
41	487
42	199
43	127
44	241
45	89
46	17
47	191
48	541
49	389
50	853
51	787
52	211
53	131
54	271
55	109

n	a(n)
1	3
2	7
3	5
4	11
5	31
6	13
7	29
8	47
9	37
10	19
11	193
12	41
13	59
14	43
15	23
16	139
17	331
18	113
19	61
20	79
21	53
22	107
23	523
24	409
25	163
26	67
27	97
28	73
29	181
30	293
31	563
32	457
33	173
34	71
35	103
36	83
37	101
38	277
39	359
40	769
41	487
42	199
43	127
44	241
45	89
46	17
47	191
48	541
49	389
50	853
51	787
52	211
53	131
54	271
55	109