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 Square challenge (Posted on 2004-01-20)
Find the smallest number that can be expressed as the sum of two (nonzero) perfect squares in two different ways.
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And what if the two perfect squares must be nonzero, positive, and different?

 See The Solution Submitted by SilverKnight Rating: 2.0000 (2 votes)

 Subject Author Date re: solution and bonus answer Charlie 2009-01-26 18:12:02 solution and bonus answer Dej Mar 2008-09-25 04:39:57 Problem Solution With Explanation K Sengupta 2007-05-19 04:35:01 answer K Sengupta 2007-03-08 12:38:58 re: A hardy perennial Nick Hobson 2005-09-25 22:09:08 re(5): A hardy perennial P C 2004-02-05 12:45:18 SOLUTION Ady TZIDON 2004-01-22 13:56:21 The fourth way to solve puzzles Penny 2004-01-20 15:55:07 re(3): A hardy perennial SilverKnight 2004-01-20 15:30:42 re(4): A hardy perennial Penny 2004-01-20 15:27:40 re(2): A hardy perennial Penny 2004-01-20 15:24:28 re(3): A hardy perennial SilverKnight 2004-01-20 15:23:54 re: A hardy perennial Richard 2004-01-20 15:19:23 re(2): A hardy perennial Penny 2004-01-20 15:07:43 re: A hardy perennial SilverKnight 2004-01-20 14:49:20 A hardy perennial Penny 2004-01-20 14:41:45

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