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Solve the inequality \(\frac{2}{x+3} < \frac{1}{x-2}\).
  1. Rewrite the inequality in the form \(f(x) < 0\), where \(f(x)\) is a single rational expression.
  2. Find the critical values for the inequality.
  3. Hence, solve the inequality \(\frac{2}{x+3} < \frac{1}{x-2}\).

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