Problem 44450. Create a magic square matrix for a given odd integer

A magic square of size 'N' is a matrix that satisfies the following criterias:

1. Dimension - NxN
2. Matrix should contain ALL the numbers between 1 to N^2
3. Sum of all rows or columns or diagonals should be same

E.g: N=3

Output: (Sum of Row1 elem, Sum of Col1 elem, Sum of main diagonal elem, sum of anti-diagonal elem)

15, 15, 15, 15

(Note that row/col/diag/anti-diag sum should be same)