a square+ b square=4c+3
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a² + b² = 4c + 3
Formula
a²+b² = (a+b)² - 2ab
Here a²+b² is odd and left part is also odd
if a = odd and b = 2d
4d² + a² = 4c + 3
The reminder of the LHS by 4 is always "1"
and the remainder of the division of the RHS by 4 is always "3"
So, LHS ≠ RHS
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