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- Mystic_square abstract "The square array of the integers 1 through n2 that is generated when a method for constructing a 4 × 4 magic square is generalized was called a mystic square by Joel B. Wolowelsky and David Shakow in their article describing a method for constructing a magic square whose order is a multiple of 4.A 4 × 4 magic square can be constructed by writing out the numbers from 1 to 16 consecutively in a 4 × 4 matrix and then interchanging those numbers on the diagonals that are equidistant from the center. (Figure 1). The sum of each row, column and diagonal is 34, the “magic number” for a 4 × 4 magic square. In general, the “magic number” for an n × n magic square is n(n^2 + 1)/2.".
- Mystic_square thumbnail Mystic_Square_Figure1.JPG?width=300.
- Mystic_square wikiPageID "26079564".
- Mystic_square wikiPageRevisionID "580074916".
- Mystic_square hasPhotoCollection Mystic_square.
- Mystic_square subject Category:Magic_squares.
- Mystic_square type Abstraction100002137.
- Mystic_square type Arrangement107938773.
- Mystic_square type Array107939382.
- Mystic_square type Group100031264.
- Mystic_square type MagicSquare108269707.
- Mystic_square type MagicSquares.
- Mystic_square type Matrix108267640.
- Mystic_square type SquareMatrix108268085.
- Mystic_square comment "The square array of the integers 1 through n2 that is generated when a method for constructing a 4 × 4 magic square is generalized was called a mystic square by Joel B.".
- Mystic_square label "Mystic square".
- Mystic_square sameAs m.0b6dgqq.
- Mystic_square sameAs Q6948989.
- Mystic_square sameAs Q6948989.
- Mystic_square sameAs Mystic_square.
- Mystic_square wasDerivedFrom Mystic_square?oldid=580074916.
- Mystic_square depiction Mystic_Square_Figure1.JPG.
- Mystic_square isPrimaryTopicOf Mystic_square.