Instead of saying that a valid translation of the type \(F(A, B)\) is any type \(X\) with \(F(A, B) \cong X\), we say that a valid translation of \(F(A, B)\) is any \(F'(A', B')\) satisfying \(A \cong A'\), \(B \cong B'\), and for all \(C\), \(C'\), \(D\), and \(D'\),15
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