89464

Appears in sequences

• Numbers k such that the period of the continued fraction for sqrt(k) contains exactly 53 ones.at n=8A031821
• A symmetrical triangle recursion:q=6;t(n,m,0)=Binomial[n,m];t(n,m,1)=Narayana(n,m);t(n,m,2)=Eulerian(n+1,m);t(n,m,q)=t(n,m,g-2)+t(n,m,q-3).at n=39A176561
• A symmetrical triangle recursion:q=6;t(n,m,0)=Binomial[n,m];t(n,m,1)=Narayana(n,m);t(n,m,2)=Eulerian(n+1,m);t(n,m,q)=t(n,m,g-2)+t(n,m,q-3).at n=41A176561
• Denominator of the limiting density of residues attained by the Fibonacci sequence modulo powers of the n-th prime.at n=46A351000