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In term logic, the obverse of a categorical proposition is the equivalent statement reached by obversion: changing the proposition's quality (affirmative to negative, or the reverse) and replacing the predicate with its complement, so that 'all S are P' becomes 'no S are non-P'. Copi, Cohen, and McMahon's Introduction to Logic presents obversion as one of the immediate inferences that always preserve truth. The referent is a truth-preserving transformation of a proposition (a formal operation on terms), unrelated to the face of a coin beyond the shared word.[1]
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