Uniqueness Proof

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  1. Jeremy Bolton
  2. Proof
  3. Uniqueness Proof
  4. Proof Example
  5. Logic
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If I take the contrapositive of forall y if y != x then !P(y) don't I get : P(y) implies that there exists a y such that y = x1. My question is, what happens to the quantifier when you take the contrapositive?

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