%I A036503
%S A036503 1,2,2,3,24,5,720,315,4480,567,3628800,1925,479001600,868725,14350336,
%T A036503 638512875,20922789888000,14889875,6402373705728000,14849255421,
%U A036503 7567605760000,17717861581875,1124000727777607680000,2505147019375
%N A036503 Denominator of n^(n-2)/n!.
%C A036503 Denominators of coefficient in LambertW(x) power series, where LambertW(x) 
               is the transcendental function satisfying LambertW(x)*exp( LambertW(x) 
               )=x - Benoit Cloitre (benoit7848c(AT)orange.fr), May 08 2002
%C A036503 Absolute value of denominator of the coefficient of 1/(n*x-1) in the 
               partial fraction decomposition of 1/(x-1)*1/(2*x-1)*...*1/(n*x-1). 
               [From Joris Roos (jorisr(AT)gmx.de), Aug 02 2009]
%Y A036503 Cf. A036502.
%Y A036503 Sequence in context: A087768 A113604 A084745 this_sequence A109590 A074935 
               A078239
%Y A036503 Adjacent sequences: A036500 A036501 A036502 this_sequence A036504 A036505 
               A036506
%K A036503 nonn,frac
%O A036503 1,2
%A A036503 N. J. A. Sloane (njas(AT)research.att.com).