Smallest number k such that floor[(the number of digits in k!) / k] is greater than any j < k.
A036841
Smallest number k such that floor[(the number of digits in k!) / k] is greater than any j < k.
Terms
- a(0) =2a(1) =22a(2) =266a(3) =2712a(4) =27175a(5) =271819a(6) =2718272
External references
- oeis: A036841