Given a matrix A and a matrix B, their Kronecker product C = A tensor B, also called their matrix direct product, is an matrix.
A tensor B = |a11B a12B| |a11b11 a11b12 a12b11 a12b12|
|a21B a22B| = |a11b21 a11b22 a12b21 a12b22|
|a11b31 a11b32 a12b31 a12b32|
|a21b11 a21b12 a22b11 a22b12|
|a21b21 a21b22 a22b21 a22b22|
|a21b31 a21b32 a22b31 a22b32|
INPUT: The first line consists of an integer T i.e. the number of test cases. The first line of each test case contains Four Integer m, n, p, q denoting the size of the Matrix. Here (m, n ) denoting the size of first and (p, q ) denoting the size of the second matrix. Next m lines contain n integers separated by space and another P lines contain q integers also separated by space.
OUTPUT: For each test case in a new line output will be the space-separated values of the matrix C.