Question
magic square of order n is defined to be an n n matrix made out of the integers from [1..n2] arranged in such a way
magic square of order n is defined to be an n n matrix made out of the integers from [1..n2] arranged in such a way that the sum of every row, column, and the two main diagonals is the same. For example
is a magic square of order 5, because each row, column and main diagonal sums up to 65. Formulate the problem of finding a magic square of order n as a task of finding a solution to a CSP.
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