Lowest prime p in a ladder of 5 consecutive primes p, p+2, p+6, p+14, p+30.

Terms

a(0) =2237a(1) =6827a(2) =17387a(3) =37307a(4) =43397a(5) =58907a(6) =65837a(7) =89597a(8) =105527a(9) =126227a(10) =189347a(11) =190577a(12) =212867a(13) =218987a(14) =569417a(15) =570077a(16) =649277a(17) =673397a(18) =678407a(19) =704447a(20) =728837a(21) =770177a(22) =826667a(23) =981437a(24) =988577a(25) =1016567a(26) =1198397a(27) =1244987a(28) =1322327a(29) =1455197