On how many maximal connected intervals within [-10, 10] is the derivative of f(x) = (-1(-5(-2(-2|x + 2| + 3))^2 - 5(-2(-2|x + 2| + 3))) - 1)/(1(-5(-2(-2|x + 2| + 3))^2 - 5(-2(-2|x + 2| + 3))) + 2) positive?

Present the answer in LaTex format: \boxed{Your answer}
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