The nonprimes n!+2 ... n!+n are the a(n)-th string of n-1 prime-free consecutive terms, the first such one being the string of composite numbers A000230(k)+1 through A001632(k)-1 when n=2k, or through A001632(k)-2 when n=2k-1.

A060977

The nonprimes n!+2 ... n!+n are the a(n)-th string of n-1 prime-free consecutive terms, the first such one being the string of composite numbers A000230(k)+1 through A001632(k)-1 when n=2k, or through A001632(k)-2 when n=2k-1.

Terms

    a(0) =0a(1) =1a(2) =1a(3) =6a(4) =27a(5) =208a(6) =1755a(7) =16363a(8) =161685a(9) =1736749a(10) =20022517a(11) =250566242a(12) =3359504253

External references