Most-perfect Pandiagonal Magic Squares
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|Kathleen Ollerenshaw and David Brée|
|A companion site to the book, which gives a method of construction and enumeration of all pandiagonal magic squares of a class known as Most-perfect. Pandiagonal magic squares have the integers in all rows, all columns, and all diagonals (including the broken diagonals) adding to the same sum. Most-perfect squares, in addition to being pandiagonal, have two further properties: Integers occur in complementary pairs along the diagonals; and integers in any 2x2 block add to the same sum.|
|Levels:||High School (9-12), College|
|Resource Types:||Problems/Puzzles, Books|
|Math Topics:||Number Sense/About Numbers|
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