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   Author  Topic: Albrecht's magic square  (Read 2996 times)
alien2
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Albrecht's magic square   magic_square.JPG
« on: Aug 17th, 2012, 12:33pm »		 Quote Quote Modify Modify
What is the magic of numbers in this square?
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gotit
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Re: Albrecht's magic square  
« Reply #1 on: Aug 17th, 2012, 10:45pm »		 Quote Quote Modify Modify
You mean apart from the fact that all rows, columns and diagonals add up to 34?
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peoplepower
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Re: Albrecht's magic square  
« Reply #2 on: Aug 18th, 2012, 7:32pm »		 Quote Quote Modify Modify
The numbers along pretty much every conceivable pattern add to 34. The only ones I have found so far are the 2x2 squares not in the center nor touching a corner of the larger square and diagonals of length 3 plus some point (asymmetrical).
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Noke Lieu
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Re: Albrecht's magic square  
« Reply #3 on: Sep 17th, 2012, 11:36pm »		 Quote Quote Modify Modify
*ahem*
A little related...
 
http://www.questacon.edu.au/puzzles/pandiag.html
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Re: Albrecht's magic square  
« Reply #4 on: Nov 12th, 2012, 3:01am »		 Quote Quote Modify Modify
Exactly Related! Wink
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