%I A065354
%S A065354 1,5,6,107,730,224091,190536538,120316721060699,
%T A065354 26815615903949132618586,9090874414162652716478489106641017691,
%U A065354 285152539069955354427985396951391834474389843433339258362714
%N A065354 Decimal representation of palindromes extracted from the Golden String 
               using ever increasing Lucas-style subdivisions.
%C A065354 A zero must be prefixed to the 2n+1 terms (n>0) when converting back 
               to binary.
%H A065354 P. De Geest and J. McNamara, <a href="http://www.worldofnumbers.com/em118.htm">
               Palindromes in the Golden String</a>
%H A065354 R. Knott, <a href="http://www.mcs.surrey.ac.uk/Personal/R.Knott/Fibonacci/
               fibrab.html">The Fibonacci Rabbit sequence</a>
%e A065354 Bin (Dec) -> {10} skipped -> start: 1 (1); 101 (5); 0110 (6); 1101011 
               (107); 01011011010 (730); 110110101101011011 (224091); etc.
%Y A065354 Cf. A065353, A003849, A005203, A005614, A014675, A036299.
%Y A065354 Sequence in context: A041058 A053611 A041139 this_sequence A078984 A041257 
               A041411
%Y A065354 Adjacent sequences: A065351 A065352 A065353 this_sequence A065355 A065356 
               A065357
%K A065354 nonn
%O A065354 1,2
%A A065354 Patrick De Geest (pdg(AT)worldofnumbers.com), Oct 31 2001.