Positive integers n such that r(n^2)=r(n)^2, where r is the cyclic replacement map of the digits d of n in base 12, that is, d->d+1 if d<11 and d->0 if d=11.
A127858
Positive integers n such that r(n^2)=r(n)^2, where r is the cyclic replacement map of the digits d of n in base 12, that is, d->d+1 if d<11 and d->0 if d=11.
Terms
- a(0) =6a(1) =66a(2) =786a(3) =9426a(4) =113106a(5) =1357266a(6) =16287186a(7) =195446226a(8) =2345354706a(9) =28144256466a(10) =337731077586
External references
- oeis: A127858