Starting from k=7, each subsequent term is the next larger k such that the ratio A276086(k)/A003415(k) is nearer to 1 than for the previous k in the sequence.

A371104

Starting from k=7, each subsequent term is the next larger k such that the ratio A276086(k)/A003415(k) is nearer to 1 than for the previous k in the sequence.

Terms

    a(0) =7a(1) =8a(2) =213a(3) =214a(4) =2325a(5) =2532a(6) =4625a(7) =30282a(8) =32358a(9) =32384a(10) =60098a(11) =570816a(12) =572884a(13) =575190a(14) =9732128a(15) =243513275

External references