# Equality might be too hard

Algebra Level 5

$x^2+7x+14+2(x+1)\sqrt{2x+5}+2(2x+3)\sqrt{x+3} \\ +4\sqrt{2x^2+11x+15}=0$ Let the sum of all $$x$$ satisfy the equation is $$A$$. Find $$10000A$$ round to the nearest integer.

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