Analog of Fermat quotients: a(n) = (round((phi_3)^p)-3)/p, where phi_3 = (3+sqrt(13))/2 and p = prime(n).
A213328
Analog of Fermat quotients: a(n) = (round((phi_3)^p)-3)/p, where phi_3 = (3+sqrt(13))/2 and p = prime(n).
Terms
- a(0) =4a(1) =11a(2) =78a(3) =612a(4) =46374a(5) =428040a(6) =38948910a(7) =380144556a(8) =37367223558
External references
- oeis: A213328