%I A061913
%S A061913 0,9,32,337,319,347,1609,21569,21911,82601,12211,247249,50003,624457,16297,
%T A061913 42209,91127,91159,488749,1773467,1782853,9429289,6156767,548213,376169,
%U A061913 25705577,732761,84793,343823,60683401,36941321,89392129,53762297,1478431
%V A061913 0,-9,32,-337,319,-347,1609,-21569,21911,-82601,12211,-247249,50003,-624457,
               16297,
%W A061913 -42209,91127,-91159,488749,-1773467,1782853,-9429289,6156767,-548213,
               376169,
%X A061913 -25705577,732761,-84793,343823,-60683401,36941321,-89392129,53762297,
               -1478431
%N A061913 Numerators of the determinant of matrix (M(n) - H(n)), where H(n) is 
               the n-th Hilbert matrix and M(n) is an n X n matrix with i,j-th entry 
               i+j-1.
%C A061913 The n-th Hilbert matrix is an n X n matrix with i,j-th entry 1/(i+j-1). 
               Thus (M(n) - H(n)) has i,j-th entry (i+j-i) - 1/(i+j-1).
%Y A061913 Cf. A005249.
%Y A061913 Sequence in context: A152619 A027620 A051662 this_sequence A130444 A145849 
               A111045
%Y A061913 Adjacent sequences: A061910 A061911 A061912 this_sequence A061914 A061915 
               A061916
%K A061913 sign,frac
%O A061913 1,2
%A A061913 Asher Auel (asher.auel(AT)reed.edu), May 20 2001