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A162883 Triangle T(n,k) read by rows: k X k determinants ending at the n-th row of A127139.

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%I A162883 #7 Aug 26 2017 18:32:42
%S A162883 1,-2,1,-3,3,1,0,6,-4,1,-5,-10,-10,5,1,6,15,20,15,-6,1,-7,-21,0,0,-21,
%T A162883 7,1,0,0,0,0,-56,28,-8,1,0,0,0,126,126,84,-36,9,1,10,0,0,-210,-252,
%U A162883 -210,0,45,-10,1,-11,-55,165,330,0,0,330,-165,-55,11,1,0,-66,0,-495,-792,0,0
%N A162883 Triangle T(n,k) read by rows: k X k determinants ending at the n-th row of A127139.
%C A162883 Absolute values of nonzero elements appear to be as in Pascal's triangle. The table consists mostly of zeros.
%e A162883 Table begins:
%e A162883    1;
%e A162883   -2,    1;
%e A162883   -3,    3,    1;
%e A162883    0,    6,   -4,    1;
%e A162883   -5,  -10,  -10,    5,    1;
%e A162883    6,   15,   20,   15,   -6,    1;
%e A162883   -7,  -21,    0,    0,  -21,    7,    1;
%e A162883    0,    0,    0,    0,  -56,   28,   -8,    1;
%e A162883    0,    0,    0,  126,  126,   84,  -36,    9,    1;
%e A162883   10,    0,    0, -210, -252, -210,    0,   45,  -10,    1;
%Y A162883 Cf. A127139, A157379.
%K A162883 sign,tabl
%O A162883 1,2
%A A162883 _Mats Granvik_, Jul 16 2009