%I A016109
%S A016109 1,34,725,12410,186501,2571114,33339685,413066170,4941549701,
%T A016109 57504755594,654463491045,7314256515930,80522026412101,
%U A016109 875355238834474,9415203971344805,100355146006589690
%N A016109 Expansion of 1/(1-7x)(1-8x)(1-9x)(1-10x).
%F A016109 If we define f(m,j,x)=sum(binomial(m,k)*stirling2(k,j)*x^(m-k),k=j..m) 
               then a(n-2)=f(n,3,7), (n>=3). [From Milan R. Janjic (agnus(AT)blic.net), 
               Apr 26 2009]
%Y A016109 Sequence in context: A020928 A061689 A166217 this_sequence A028211 A028207 
               A028193
%Y A016109 Adjacent sequences: A016106 A016107 A016108 this_sequence A016110 A016111 
               A016112
%K A016109 nonn
%O A016109 1,2
%A A016109 Robert G. Wilson v (rgwv(AT)rgwv.com)