 There remain, however, at least two reasons v-Curry paradoxes merit separate attention.  First, as noted above, two categories of Curry-complete solutions — the weakly contraction-free and strongly detachment-free options — have appeared especially problematic in the case of v-Curry paradoxes. Second, suppose that one treats an ordinary Curry paradox (property-theoretic, set-theoretic or semantic) in a Curry-complete fashion. There may still be reason to treat the corresponding (connective or predicate) v-Curry paradox in a Curry-incomplete fashion, perhaps in virtue of seeing a theory’s consequence relation as essentially beyond capture by any connective or predicate in the language of the theory (see, e.g., Myhill 1975; Whittle 2004). Thus, a “non-uniform” solution to ordinary Curry paradoxes and their v-Curry counterparts may — once again — be a motivated non-uniformity.[33]