 Most paraconsistent logicians do not propose a wholesale rejection of classical logic. They usually accept the validity of classical inferences in consistent contexts. It is the need to isolate an inconsistency without spreading everywhere that motivates the rejection of ECQ. Depending on how much revision one thinks is needed, we have a technique for paraconsistency. The taxonomy given here is based on the degree of revision to classical logic. (On comparing paraconsistent logics based on proximity to classical logic, see Arieli, Avron and Zamansky (2011) and for more methodological concerns Wansing and Odinstov (2016).) Since the logical novelty can be seen at the propositional level, we will concentrate on the propositional paraconsistent logics.