The transpose product of matrix A and matrix A is the first line 1-3-2, the second line-396, the third line-264, and the sum of all elements in a is greater than 0, Find the transpose result of A,

The transpose product of matrix A and matrix A is the first line 1-3-2, the second line-396, the third line-264, and the sum of all elements in a is greater than 0, Find the transpose result of A,

The question is a bit strange, the answer is not unique
It is easy to know that the rank of AA ^ t is 1, so it can be expressed as the product of a column vector and a row vector (3D)
Let a = (1, - 3, - 2) ^ t
Then a satisfies the question condition
Because the sum of all elements in a is greater than 0
So let a = (- 1,3,2) ^ t satisfy the requirement