%I A130586
%S A130586 1,3,9,19,65,75,385,531,1545,2115
%N A130586 Row sums of triangle A130585.
%C A130586 A130584 row sums = A001792, the binomial transform of [1,2,3...]: (1, 
               3, 8, 20, 48, 112,...).
%F A130586 Row sums of A130585
%e A130586 a(3) = 19 = sum of row 3 terms of A130585: (4 + 7 + 6 + 2).
%Y A130586 Cf. A130585, A001792, A130584.
%Y A130586 Sequence in context: A018316 A146605 A147070 this_sequence A147146 A146066 
               A164283
%Y A130586 Adjacent sequences: A130583 A130584 A130585 this_sequence A130587 A130588 
               A130589
%K A130586 nonn
%O A130586 0,2
%A A130586 Gary W. Adamson (qntmpkt(AT)yahoo.com), Jun 06 2007