a(n) is the largest number k such that there is no pair p+q = 2k of two non-consecutive primes p < q with p-2n,p or p,p+2n consecutive primes and q-2n,q or q,q+2*n consecutive primes.

A159812

a(n) is the largest number k such that there is no pair p+q = 2*k of two non-consecutive primes p < q with p-2*n,p or p,p+2*n consecutive primes and q-2*n,q or q,q+2*n consecutive primes.