%I A036299
%S A036299 1,10,101,10110,10110101,1011010110110,101101011011010110101,
%T A036299 1011010110110101101011011010110110,
%U A036299 1011010110110101101011011010110110101101011011010110101
%N A036299 Binary Fibonacci (or rabbit) sequence.
%D A036299 M. S. El Naschie, Statistical geometry of a Cantor discretum and semiconductors, 
               Computers Math. Applic., 29 (No, 12, 1995), 103-110.
%D A036299 Kappraff, Blackmore and Adamson, Phyllotaxis as a dynamical system..., 
               Chap. 17 of Jean and Barabe, eds., Symmetry in Plants, World Scientific, 
               Studies in Math. Biology and Medicine, Vol. 4.
%F A036299 a(n+1) = concatenation of a(n) and a(n-1).
%Y A036299 Cf. A005614, A003849.
%Y A036299 Sequence in context: A108892 A162849 A041182 this_sequence A061107 A015498 
               A039393
%Y A036299 Adjacent sequences: A036296 A036297 A036298 this_sequence A036300 A036301 
               A036302
%K A036299 nonn,easy,nice,base
%O A036299 0,2
%A A036299 N. J. A. Sloane (njas(AT)research.att.com).