Find all pairs (x, y) of positive integers such that:
Each of x2+197y/2 and y2+197x/2 is a perfect square.
Positive integers are required so x=y=a=b is not a solution.
If x=y, then only one solution exists in the positive integers: x=4802, a=4851.
If x and y are unequal, there are no solutions.
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Posted by broll
on 2023-11-07 22:57:53 |