The logical equivalent of the statement: (($X$ AND $Y$) IMPLIES ($W$ OR $Z$)) can be written as:

($\neg X$ OR $\neg Y$ OR $W$ OR $Z$)

This is known as the contrapositive of the original statement, where we negate and switch the order of the antecedent and consequent. It is logically equivalent to the original statement and will have the same truth value under all interpretations
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