%I A160319
%S A160319 1,362880,41514583320,772200774683520,3680232136895819610,
%T A160319 6274236760589024662176,4801114002903931560293544,
%U A160319 1933216160887575268614599040,459761347800901006933211075259
%N A160319 9 X 9 stochastic matrices of integers
%D A160319 Matthias Beck and Dennis Pixton, The Ehrhart Polynomial of the Birkhoff 
               Polytope, Discrete & Computational Geometry, 30(4)(2003), 623-637.
%H A160319 Dennis Pixton, <a href="http://www.math.binghamton.edu/dennis/Birkhoff/
               polynomials.html">Ehrhart polynomials for n =1, ..., 9</a>
%Y A160319 Sequence in context: A045511 A029577 A133360 this_sequence A071551 A156115 
               A125001
%Y A160319 Adjacent sequences: A160316 A160317 A160318 this_sequence A160320 A160321 
               A160322
%K A160319 nonn
%O A160319 0,2
%A A160319 Melissa Erdmann (merdmann(AT)nebrwesleyan.edu), May 08 2009