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.

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.

Terms

    a(0) =5a(1) =397a(2) =503a(3) =1823a(4) =1627a(5) =8317a(6) =5939a(7) =94153a(8) =69539a(9) =83117a(10) =444187a(11) =177019a(12) =428873a(13) =1179649a(14) =955511a(15) =1625027a(16) =2541289a(17) =1290683a(18) =19856363a(19) =12183757a(20) =5412091a(21) =23374859a(22) =27248701a(23) =38235013a(24) =21369059a(25) =34718041a(26) =84120737a(27) =59859131a(28) =125283913a(29) =44155159

External references