Act consequentialism states that an act is right if and only if the expected value of its outcome is at least as great as the expected value of any other act’s outcome. Two objections to this view are as follows. The first is that act consequentialism cannot account for our normative ambivalence in cases where agents perform the right act out of bad motives. The second is that act consequentialism is silent on questions of character: questions like ‘What are the (...) right motives to have?’ and ‘What kind of person ought I be?’. These objections have been taken to motivate a move to global consequentialism, on which acts are not the only subjects of normative assessment. Motives and decision-procedures are also judged right or wrong by direct reference to their consequences. In this paper, I argue that these objections fail to motivate the move from act to global consequentialism. (shrink)

Demoralising ethical theory involves eschewing the deontic categories of moral obligation, moral permissibility, and moral impermissibility from our ethical thought. In this paper, I evaluate the case made in Alastair Norcross’s recent book, _Morality By Degrees_ (2020), for a consequentialist version of such demoralisation. Norcross defends scalar consequentialism, a radical variant of consequentialism which restricts fundamental normative verdicts to a scalar ranking of available actions, ordered according to the goodness of the consequences they produce. Following an introductory Sect. 1, I (...) assess the positive case for scalar consequentialism in Sect. 2, concluding that no strong case has been made for the view. In Sect. 3, I assess the case against the view, concluding that while scalar consequentialism may be able to avoid _the action-guidingness objection_, it falls foul of _the force objection_. In Sect. 4, I expand on this critique, showing that Norcross gives an unstable account of how to assess attitudes, such as desires, beliefs and emotions. In Sect. 5, I argue that appeal to a contextualist reductionism does little to make the scalar view appealing. (shrink)