A112879 Define a(0)=3; then a(n)=k*a(n-1)^2-1=least prime first of twin primes.
3, 107, 206081, 20894934252011
Offset: 0
Examples
12*3^2-1=107, 107 and 109 twin primes so a(1)=107 18*107^2-1=206081, 206081 and 206083 twin primes so a(2)=206081 a(3)=492*(18*(12*3^2-1)^2-1)^2-1 a(4)=702*(492*(18*(12*3^2-1)^2-1)^2-1)^2-1 a(5)=2310*(702*(492*(18*(12*3^2-1)^2-1)^2-1)^2-1)^2-1 a(6)=2370*(2310*(702*(492*(18*(12*3^2-1)^2-1)^2-1)^2-1)^2-1)^2-1 a(7)=130650*(2370*(2310*(702*(492*(18*(12*3^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1 a(8)=980910*(130650*(2370*(2310*(702*(492*(18*(12*3^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1 a(9)=5528418*(980910*(130650*(2370*(2310*(702*(492*(18*(12*3^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1 a(10)=21357012*(5528418*(980910*(130650*(2370*(2310*(702*(492*(18*(12*3^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1)^2-1
Crossrefs
Cf. A112880.
Comments