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A237519 Triangle read by rows: T(n,k), n>=1, k>=1, in which column k lists the partial sums of the column k of A237273 starting in row k^2.

%I A237519 #11 Feb 09 2014 14:26:47
%S A237519 1,4,8,13,2,19,2,26,7,34,7,43,13,53,13,3,64,20,3,76,20,3,89,28,10,103,
%T A237519 28,10,118,37,10,134,37,18,151,47,18,4,169,47,18,4,188,58,27,4,208,58,
%U A237519 27,4,229,70,27,13,251,70,37,13,274,83,37,13,298,83,37,13,323,97,48,23,349,97,48,23,5
%N A237519 Triangle read by rows: T(n,k), n>=1, k>=1, in which column k lists the partial sums of the column k of A237273 starting in row k^2.
%C A237519 The sum of row n is A024916(n), the sum of all divisors of all positive integers <= n.
%C A237519 Row n has length A000196(n).
%C A237519 Column 1 is A034856.
%C A237519 Column 2 lists the elements of A155212 repeated.
%C A237519 Column 3 lists the elements of A051938 repeated with three copies of every element.
%C A237519 Column k contains k copies of every element.
%e A237519 Triangle begins:
%e A237519 1;
%e A237519 4;
%e A237519 8;
%e A237519 13,   2;
%e A237519 19,   2;
%e A237519 26,   7;
%e A237519 34,   7;
%e A237519 43,  13;
%e A237519 53,  13,  3;
%e A237519 64,  20,  3;
%e A237519 76,  20,  3;
%e A237519 89,  28, 10;
%e A237519 103, 28, 10;
%e A237519 118, 37, 10;
%e A237519 134, 37, 18;
%e A237519 151, 47, 18,  4;
%e A237519 169, 47, 18,  4;
%e A237519 188, 58, 27,  4;
%e A237519 208, 58, 27,  4;
%e A237519 229, 70, 27, 13;
%e A237519 251, 70, 37, 13;
%e A237519 274, 83, 37, 13;
%e A237519 298, 83, 37, 13;
%e A237519 323, 97, 48, 23;
%e A237519 349, 97, 48, 23,  5;
%e A237519 ...
%Y A237519 Cf. A000203, A000196, A024916, A034856, A051938, A155212, A236104, A235791, A237273.
%K A237519 nonn,tabf
%O A237519 1,2
%A A237519 _Omar E. Pol_, Feb 08 2014