3 ms·
Fun fact: The sequences of ceiling( 2 / (2^(1/n)-1) ) and floor( 2n / log(2) ) have identical elements for a very long time. The first time they differ is n = 7
by aquafox 3y ago
Fun fact: The sequences of ceiling( 2 / (2^(1/n)-1) ) and floor( 2n / log(2) ) have identical elements for a very long time. The first time they differ is n = 777451915729368.
https://oeis.org/A129935 https://oeis.org/A129935