Given n and a constant C, define a sequence b(m) by the recurrence in the comments; a(n) = smallest positive integer C such that for some prime p the denominators of all b(m) are powers of p (conjectured).

A216814

Given n and a constant C, define a sequence b(m) by the recurrence in the comments; a(n) = smallest positive integer C such that for some prime p the denominators of all b(m) are powers of p (conjectured).

Terms

    a(0) =2a(1) =4a(2) =10a(3) =12a(4) =84a(5) =264a(6) =990a(7) =2860a(8) =9724a(9) =18564a(10) =117572a(11) =45220a(12) =19380a(13) =1782960a(14) =6463230a(15) =25092540a(16) =58549260a(17) =95527740

External references