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B The construction of magic squares of order 5 by the method
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1440 magic squares 18 squares 1st column 1st row 2nd row contains 3600 magic squares 4th row aaa bbb ccc abc abc abc abc def ghi abcde abcde abcde abcde fghij klmno bordered magic squares carrés magiques cells horizontally cells vertically central cell central column A3 central row A3 choose columns and rows combinations complementary numbers def def def def ghi jkl deux diag Elem elementary numbers fde igh fifteenfolds four headlines frames ghi ghi ghi ghi jkl mno give the magic interchanging leading numbers magic square 3X3 magic sum main diagonals method of uniform middle column negative diagonal nombres number of cells obtain order 15 pandiagonal magic square Paul Tannery place the number positive diagonal rectangle right—1 rows of numbers rules of Fermat simple magic square square 3X3 ply squares of order stencils symmetrical magic squares total of leading uniform steps vertical direction