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39338 (another Prime Pages' Curiosity) |
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39338 is the smallest number not ending in zero that can be
represented as the sum of the squares of two distinct
primes in four different ways (39338 = 23^2 + 197^2 = 97^2
+ 173^2 = 107^2 + 167^2 = 113^2 + 163^2). [Rodrigo]
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