n-th row of the following triangle contains smallest set of n primes which form n successive terms of an arithmetic progression from the 2nd to (n+1)th term with the first term 1. Sequence contains the leading diagonal.

A088252

n-th row of the following triangle contains smallest set of n primes which form n successive terms of an arithmetic progression from the 2nd to (n+1)th term with the first term 1. Sequence contains the leading diagonal.

Terms

    a(0) =2a(1) =3a(2) =7a(3) =1321a(4) =54151a(5) =152461a(6) =3589741a(7) =4102561a(8) =116645455081

External references