Search: id:A088357
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%I A088357
%S A088357 1,1,1,3,5,11,27,55,127,285,647,1457,3297,7489,16945,38523,87293,198179,
%T A088357 449907,1021135,2318527,5263581,11950967,27133985,61609953,139888777,
%U A088357 317629465,721215027,1637598485,3718378619,8443065363,19171129327
%N A088357 G.f. = continued fraction: A(x)=1/(1-x/(1-2*x^2/(1-3*x^3/(1-4*x^4/(...))))).
%o A088357 (PARI) S=1; L=30; for(k=1,L,m=L-k+1; S=1/(1-m*x^m*S)+x*O(x^L)); A(x)=S; 
               a(n)=polcoeff(A(x),n,x)
%Y A088357 Sequence in context: A027050 A109249 A032364 this_sequence A093706 A109945 
               A045536
%Y A088357 Adjacent sequences: A088354 A088355 A088356 this_sequence A088358 A088359 
               A088360
%K A088357 nonn
%O A088357 0,4
%A A088357 Paul D. Hanna (pauldhanna(AT)juno.com), Sep 26 2003

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