# 2015 and square root madness

Algebra Level pending

Let $$a, b, c, d, m, n$$ be positive integers. $$a, c, n$$ is the least possible. If $\sqrt{2015-a}=b$ $\sqrt{a+c}=d$ $\sqrt{a + b + c + d + 1} = m\sqrt{n}$ Find $$m + n$$

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