Perfect magic squaresContact / guestbook3x3 magic square3x3 magic square, explanationSudoku method (1)Sudoku method (2)Sudoku method (3)Pan magic 4x4 squarePan magic 4x4 square, explanationPan magic 5x5 squarePan magic 5x5 square, explanation6x6 magic squareKhajuraho methodKhajuraho method, explanationBasic pattern method (1)Basic pattern method (2)Basic pattern method (3)Analysis Franklin panm. 8x8Basic key method (1)Basic key method (2)pan magic 9x9 squarePan magic 15x15 squarePan magic 27x27 squareBordered squaresEach magic sumWater retention challengeFavorite Links
Perfect magic squares
Contact / guestbook
My name is Arie Breedijk and I created this site. I was born in the Netherlands in 1966. I am
married and have two daughters (born in 2001 and 2004). I work for the Dutch Department
of Education (initially as an auditor and now as a budget administrator). I have no mathematical
background.
 
My first experience with magic squares came when watching Dutch television in 1985 or there-
abouts. A man asked the audience to give him a number (I believe between 1000 and 9999)and
he used the number as magic sum and produced a (impure) 4x4 magic square. I discovered a
key to produce a 4x4 magic square for each random chosen magic sum (see page Each magic
sum).
 
My second experience with magic squares was a media hype that occured in the Netherlands at
the beginning of 2007 after the publication of ‘the most perfect magic square ever’. I then read
Arno van den Essen book on magic squares and have since tried to discover methods of con-
struction to produce perfect magic squares.
 
 
If you have any questions or suggestions, please go to my guest book:

www.tboek.nl/gastenboek/ariebreedijk/en


For a better printable version of my website, download my free
e-book:

www.lulu.com/content/e-boek/how-to-produce-perfect-magic-squares/8451611

Perfect magic squares|Contact / guestbook|3x3 magic square|3x3 magic square, explanation|Sudoku method (1)|Sudoku method (2)|Sudoku method (3)|Pan magic 4x4 square|Pan magic 4x4 square, explanation|Pan magic 5x5 square|Pan magic 5x5 square, explanation|6x6 magic square|Khajuraho method|Khajuraho method, explanation|Basic pattern method (1)|Basic pattern method (2)|Basic pattern method (3)|Analysis Franklin panm. 8x8|Basic key method (1)|Basic key method (2)|pan magic 9x9 square|Pan magic 15x15 square|Pan magic 27x27 square|Bordered squares|Each magic sum|Water retention challenge|Favorite Links