%I A132307
%S A132307 1,3,1,7,7,1,15,23,11,1,31,63,47,15,1,63,159,159,79,19,1,127,383,479,
%T A132307 319,119,23,1,255,895,1343,1119,559,167,27,1,511,2047,3583,3583,2239,
%U A132307 895,223,31,1,1023,4607,9215,10751,8063,4031,1343,287,35,1
%N A132307 2*A007318^(2) - A000012.
%C A132307 Row sums = A132308: (1, 4, 15, 50, 157, 480, 1451,...). Inverse binomial 
               transform of A132307 = triangle A132309 (having row sums A077552).
%F A132307 2*A007318^(2) - A000012 as infinite lower triangular matrices.
%e A132307 First few rows of the triangle are:
%e A132307 1;
%e A132307 3, 1;
%e A132307 7, 7, 1;
%e A132307 15, 23, 11, 1;
%e A132307 31, 63, 47, 15, 1;
%e A132307 63, 159, 159, 79, 19, 1;
%e A132307 ...
%Y A132307 Cf. A132308, A132309, A077552.
%Y A132307 Sequence in context: A118228 A082053 A136035 this_sequence A101748 A058606 
               A135284
%Y A132307 Adjacent sequences: A132304 A132305 A132306 this_sequence A132308 A132309 
               A132310
%K A132307 nonn,tabl
%O A132307 0,2
%A A132307 Gary W. Adamson (qntmpkt(AT)yahoo.com), Aug 18 2007