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Numbers m such that the least k such that floor( (1+1/k)^m ) = floor( (1+1/m)^k ) is not equal to round(m*91/100).
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%I #7 Nov 05 2024 16:40:31

%S 39,128,139,206,217,228,239,284,295,306,317,328,339,362,373,384,395,

%T 406,417,428,439,440,451,462,473,484,495,506,517,518,528,529,539,540,

%U 551,562,573,584,595,596,606,607,617,618,628,629,639,640,651,662,673

%N Numbers m such that the least k such that floor( (1+1/k)^m ) = floor( (1+1/m)^k ) is not equal to round(m*91/100).

%F Conjecture: lim n -> infinity a(n)/n = 10

%K easy,nonn

%O 1,1

%A _Benoit Cloitre_, Aug 13 2002