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The four digit number $$8ab9$$ is a perfect square. The value of $$a^2 + b^2$$ is
A square ending in 9 between 8009 and 8999 must have a root ending in 3 or 7, and checking values in that range, $$93^2=8649$$ is the only fit. So $$a=6$$, $$b=4$$, giving $$a^2+b^2=36+16=52$$.
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