%I A054495
%S A054495 1,1,1,2,1,2,7,1,3,2,11,4,1,7,3,2,17,6,19,4,1,11,23,3,5,2,9,14,29,6,31,
%T A054495 4,11,17,7,12,37,19,3,5,41,2,43,22,9,23,47,6,49,10,17,4,53,18,11,7,19,
%U A054495 29,59,12,61,31,3,8,5,22,67,34,23,14,71,9,73,37,15,38,77,6,79,10,27,41
%N A054495 Smallest k such that n/k is a Fibonacci number.
%F A054495 a(n)=n/A054495(n)
%e A054495 a(10)=2 because 10/1=10 is not a Fibonacci number but 10/2=5 is.
%Y A054495 Cf. A000045, A005086, A037943.
%Y A054495 Sequence in context: A052621 A131057 A051852 this_sequence A007966 A011241 
               A167480
%Y A054495 Adjacent sequences: A054492 A054493 A054494 this_sequence A054496 A054497 
               A054498
%K A054495 easy,nonn
%O A054495 1,4
%A A054495 Henry Bottomley (se16(AT)btinternet.com), Apr 04 2000