Least prime p of a quartet of 4 distinct primes {p, p+2, q, q+2} such that each digit of q is the same as the corresponding digit of p except that each 6 in p corresponds to a 9 in q and vice versa.

A122712

Least prime p of a quartet of 4 distinct primes {p, p+2, q, q+2} such that each digit of q is the same as the corresponding digit of p except that each 6 in p corresponds to a 9 in q and vice versa.

Terms

    a(0) =1061a(1) =1667a(2) =14561a(3) =16691a(4) =17657a(5) =19961a(6) =36341a(7) =55631a(8) =56207a(9) =60167a(10) =60917a(11) =61151a(12) =62981a(13) =64151a(14) =67577a(15) =68711a(16) =68897a(17) =69737a(18) =76367a(19) =76961a(20) =79691a(21) =90617a(22) =92681a(23) =96737a(24) =98867a(25) =100361a(26) =106451a(27) =115601a(28) =136397a(29) =136991

External references