a(n) = n^n/E, where E is the expected number of rolls of a fair n-sided die before obtaining 3 consecutive strictly increasing rolls.

A364857

a(n) = n^n/E, where E is the expected number of rolls of a fair n-sided die before obtaining 3 consecutive strictly increasing rolls.

Terms

    a(0) =1a(1) =15a(2) =225a(3) =3781a(4) =72078a(5) =1550016a(6) =37259191a(7) =991980099a(8) =29008029501a(9) =924873082849

External references