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If $\text{U, V, W}$ and $m$ are natural numbers such that $\text{U}^m + \text{V}^m = \text{W}^m$, then which of the following is true?

  1. $m < \min\text{(U, V, W)}$
  2. $m > \max\text{(U, V, W)}$
  3. $m < \max\text{(U, V, W)}$
  4. None of these
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