Simple Magic Square
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High Quality Content by WIKIPEDIA articles! A simple magic square is the lowest of two basic classes of magic square. It has the minimum requirements for a square to be considered magic. All lines parallel to the edges, plus the two main diagonals must sum to the magic constant. S = frac{m(m^2+1)}{2}. The other class of magic square is most often called a pandiagonal magic square, but also sometimes it is called perfect or nasik. Of course, within these two main classes are a great many varieties of magic squares.

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High Quality Content by WIKIPEDIA articles! A simple magic square is the lowest of two basic classes of magic square. It has the minimum requirements for a square to be considered magic. All lines parallel to the edges, plus the two main diagonals must sum to the magic constant. S = frac{m(m^2+1)}{2}. The other class of magic square is most often called a pandiagonal magic square, but also sometimes it is called perfect or nasik. Of course, within these two main classes are a great many varieties of magic squares.