Search: id:A067277
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%I A067277
%S A067277 1,0,1,0,4,1,3,2,8,4,0,11,11,10,9,4,2,11,5,12,16,12,6,3,22,22,12,14,23,
%T A067277 1,24,24,12,14,1,27,14,26,21,16,22,14,6,19,12,12,36,22,32,38,10,1,14,
%U A067277 51,9,6,51,26,50,25,30,44,19,49,12,17,24,55,17,47,11,8,43,71,43,16,76
%N A067277 Factorial expansion of zeta(3) : zeta(3)=sum n=1 to infinity a(n)/n!.
%F A067277 a(1)=1; n>1 a(n) =floor(n!*zeta(3))-n*floor((n-1)!*zeta(3))
%Y A067277 Cf. A007514.
%Y A067277 Sequence in context: A123251 A021246 A019633 this_sequence A061903 A084118 
               A046071
%Y A067277 Adjacent sequences: A067274 A067275 A067276 this_sequence A067278 A067279 
               A067280
%K A067277 easy,nonn
%O A067277 1,5
%A A067277 Benoit Cloitre (benoit7848c(AT)orange.fr), Mar 10 2002

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