Cut Might Cautiously Jaap van der Does Abstract: This note is on cautious cut elimination for one of Veltman's might logics. Syntactically, the logic is presented as an extension of a sequent system for classical propositional logic (hence: cpl). I show that this extension preserves the completeness and decidability of cpl. The proof has cautious cut elimination as a corollary. I also give a rather general syntactic proof of cautious cut elimination. It states that any `base' logic which has a reflexive, monotone consequence relation that allows cautious cut to be eliminated preserves cautious cut elimination when extended to a might logic.