This paper brings **block-wise** pan magic squares multiple of 4. The representations are in such a way that each block of order 4 is a perfect magic square of order 4 with equal sums. The work is written for the magic square of order 4, 8, 12, …, 32. Applying the same procedure the results can be extended for further orders. The way these magic squares are constructed, just the knowledge of order 4 magic square is suficiente.

Below are examples of magic squares constructed and link for download the complete work.

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Link for download: Block-Wise Equal Sums Pan Magic Squares of Order 4k

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Thanks

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