Wasimur had a $2$ digit number $x$. Gourab interchanged the digits and found another number $y$. Then Gomuj came and said "Hey look, $(x+y)$ and $(x-y)$ both are square numbers". Wasimur and Gourab were astonished by the fact.

Now, if $x>y$ then what is the value of $(2y-x)$?Number Theory

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