Search: id:A118287
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%I A118287
%S A118287 1,2,1,3,6,5,6,10,9,10,8,17,16,17,15,12,13,12,28,27,28,26,23,24,23,19,
%T A118287 20,19,21,46,45,46,44,41,42,41,37,38,37,39,30,31,30,32,35,34,35,75,74,
%U A118287 75,73,70,71,70,66,67,66,68,59,60,59,61,64,63,64,48,49,48,50,53,52,53
%N A118287 A fractal transform of the Lucas numbers: define a(1)=1, then if L(n)<k<=L(n+1) 
               a(k)=L(n+1)-a(k-L(n)) where L(n)=A000032(n).
%Y A118287 Cf. A105774, A105669, A000032.
%Y A118287 Sequence in context: A094339 A120576 A063707 this_sequence A024930 A121966 
               A021472
%Y A118287 Adjacent sequences: A118284 A118285 A118286 this_sequence A118288 A118289 
               A118290
%K A118287 nonn
%O A118287 1,2
%A A118287 Casey Mongoven (cm(AT)caseymongoven.com), Apr 22 2006

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