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Let \(P\) be the set of all prime numbers. Which of the following propositions is true?
\(\forall x \in P\), \(x+1\) is a composite number.
\(\forall x \in P\), \(x\) is an odd number.
\(\exists x \in P\), \(x\) is an even number.
\(\forall x \in P\), \(x+2\) is a prime number.
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