%I A067002
%S A067002 1,3,21,77,1155,4389,33649,129789,4023459,15646785,122044923,477084699,
%T A067002 7474326951,29322359577,230389968105,906200541213,57090634096419,
%U A067002 225004263791769,1775033636579511,7006711723340175,110706045228774765
%N A067002 Numerator of e(0,n) (see Maple line).
%D A067002 V. H. Moll. The evaluation of integrals: a personal story, Notices Amer. 
               Math. Soc., 49 (No. 3, March 2002), 311-317.
%e A067002 1, 3/2, 21/8, 77/16, 1155/128, 4389/256, 33649/1024, 129789/2048, 4023459/
               32768 ... = A067002/A046161
%p A067002 e := proc(l,m) local k; add(2^(k-2*m)*binomial(2*m-2*k,m-k)*binomial(m+k,
               m)*binomial(k,l),k=l..m); end;
%Y A067002 Denominators are in A046161.
%Y A067002 Sequence in context: A083564 A054646 A109721 this_sequence A110450 A102832 
               A112851
%Y A067002 Adjacent sequences: A066999 A067000 A067001 this_sequence A067003 A067004 
               A067005
%K A067002 nonn,frac
%O A067002 0,2
%A A067002 N. J. A. Sloane (njas(AT)research.att.com), Feb 16 2002