A079011 - cp's OEIS frontend

A079011 Least prime p introducing prime-difference pattern {d, 2d}, where d = 2n, i.e., {p, p+2n, p+2n+4n} = {p, p+2n, p+6*n} are consecutive primes.

n	a(n)
1	5
2	397
3	503
4	1823
5	1627
6	8317
7	5939
8	94153
9	69539
10	83117
11	444187
12	177019
13	428873
14	1179649
15	955511
16	1625027
17	2541289
18	1290683
19	19856363
20	12183757
21	5412091
22	23374859
23	27248701
24	38235013
25	21369059
26	34718041
27	84120737
28	59859131
29	125283913
30	44155159
31	70136597
32	324954127

[5, 397, 503, 1823, 1627, 8317, 5939, 94153, 69539, 83117, 444187, 177019, 428873, 1179649, 955511, 1625027, 2541289, 1290683, 19856363, 12183757, 5412091, 23374859, 27248701, 38235013, 21369059, 34718041, 84120737, 59859131, 125283913, 44155159, 70136597, 324954127]

cp's OEIS Frontend

A079011 Least prime p introducing prime-difference pattern {d, 2d}, where d = 2n, i.e., {p, p+2n, p+2n+4n} = {p, p+2n, p+6*n} are consecutive primes.

Table of values

List of values

cp's OEIS Frontend

A079011 Least prime p introducing prime-difference pattern {d, 2*d}, where d = 2*n, i.e., {p, p+2*n, p+2*n+4*n} = {p, p+2*n, p+6*n} are consecutive primes.

Table of values

List of values

A079011 Least prime p introducing prime-difference pattern {d, 2d}, where d = 2n, i.e., {p, p+2n, p+2n+4n} = {p, p+2n, p+6*n} are consecutive primes.