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A131243 A065941^2 as an infinite lower triangular matrix.

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%I A131243 #16 Jan 24 2023 02:27:44
%S A131243 1,2,1,3,2,1,5,4,4,1,8,7,10,4,1,13,12,23,12,6,1,21,20,48,29,21,6,1,34,
%T A131243 33,96,64,62,24,8,1,55,54,185,132,160,74,36,8,1,89,88,348,261,382,200,
%U A131243 130,40,10,1,144,143,642,500,859,492,400,150,55,10,1
%N A131243 A065941^2 as an infinite lower triangular matrix.
%C A131243 Left border, Fibonacci numbers; next border to the right, (Fibonacci numbers - 1).
%H A131243 Hakan Icoz, <a href="/A131243/b131243.txt">Rows 0..100, flattened</a>
%e A131243 First few rows of the triangle:
%e A131243    1;
%e A131243    2,  1;
%e A131243    3,  2,   1;
%e A131243    5,  4,   4,   1;
%e A131243    8,  7,  10,   4,   1;
%e A131243   13, 12,  23,  12,   6,   1;
%e A131243   21, 20,  48,  29,  21,   6,   1;
%e A131243   34, 33,  96,  64,  62,  24,   8,  1;
%e A131243   55, 54, 185, 132, 160,  74,  36,  8,  1;
%e A131243   89, 88, 348, 261, 382, 200, 130, 40, 10, 1;
%Y A131243 Cf. A065941, A131244 (row sums), A131245, A131246.
%K A131243 nonn,tabl
%O A131243 0,2
%A A131243 _Gary W. Adamson_, Jun 22 2007
%E A131243 Data and Example corrected by _Jon E. Schoenfield_, Feb 26 2022
%E A131243 More terms from _Hakan Icoz_, Jan 23 2023