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In page Magic square:
"Singly even squares: Medjig square of order 1 does not exist. As such, the smallest odd ordered medjig square is of order 3, with magic constant 9. There are only 7 ways of partitioning the integer 9, our magic constant, into three parts.[citation needed] If these three parts correspond to three of the medjig pieces in a row, column or diagonal, then the relevant partitions for us are:
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