# Cool Inequality #3 - Improved

Algebra Level 4

If $$a_{i} > 0$$ and $$a_{1}^{2015}+a_{2}^{2015}+\cdots \cdots+a_{2015}^{2015}=2016$$. find the maximum value of $$a_{1}+a_{2}+a_{3}..........+a_{2015}$$ upto three decimal places.

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