Search: id:A095733
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%I A095733
%S A095733 1010000101,10010101001,1000101001010001,1001010000101001,
%T A095733 10010001010001001,10100100000100101,1000001001001000001,
%U A095733 1000100101010010001,1010010100010100101,10001010000001010001
%N A095733 Zeckendorf-expansion A014417(p) of primes p for which this expansion 
               is palindromic.
%e A095733 The first such prime is 127 = F(2)+F(4)+F(9)+F(11) (which thus has a 
               symmetric Zeckendorf-expansion as 1010000101).
%Y A095733 a(n) = A014417(A095730(n)).
%Y A095733 Sequence in context: A117979 A096213 A048939 this_sequence A020666 A074205 
               A061604
%Y A095733 Adjacent sequences: A095730 A095731 A095732 this_sequence A095734 A095735 
               A095736
%K A095733 base,nonn
%O A095733 1,1
%A A095733 Antti Karttunen (Antti.Karttunen(AT)iki.fi), Jun 05 2004

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