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Let $$(2\alpha,\alpha)$$ be the largest interval in which the function $$f(t)=\frac{|t+1|}{t^{2}},t < 0$$, is strictly decreasing. Then the local maximum value of the function $$g(x)=2\log_{e}{x-2}+ax^{2}+4x-\alpha,x > 2$$, is______.
Correct Answer: 4
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