# Reference: magicSquare

magicSquare(N) returns a normal magic square of order N, i.e. a N×N matrix of the integers 1, 2, ..., N^2 such that the sum of the elements of each row, column, and diagonal equals the same number, the so called magic number of the matrix. A matrix has exactly two diagonals, in the usual sense.
The magic constant is always M = n(n^2 + 1) / 2. There is no magic square of order 2.
AlgoSim uses different algorithms when computing magic squares of
1) odd order (N = 2k + 1),
2) double even order (N = 4k), and
3) singly even order (N = 4k + 2).
In general, the magic square of order N is not unique; AlgoSim will only produce *one* magic square of that order.