 The fairness critique from social choice theory is based on the idea that when a voting process meets requirements of fairness, the fairness of the process and the preferences may not generate determinate outcomes. If cycles are pervasive, the outcomes of democratic processes may be determined by clever strategies and not by the fairness of the procedures (Riker 1982). Three remarks are in order here. First, it is compatible with the process being completely fair that the outcomes of the process are indeterminate. After all, coin flips are fair. Second, there is some question as to how prominent the cycles are. Third, one might think that if the conditions which enable opposing sides to strategize effectively are themselves roughly equal, then the concerns for fairness are fully met. If resources for persuasion and organization are distributed in an egalitarian way, perhaps the fairness account is vindicated after all. This point can be made more compelling when we consider Sean Ingham’s account of political equality. He includes intensity of preference in his account of fairness. This is a departure from the Arrowian approach, but it is in many ways a realistic one. The idea is that majorities have equal control over policy areas when they are able to get what they want with the same amount of intensity of preferences. And equality holds generally when all groups of the same size have the same control (Ingham 2019). There remains an extreme case in which all majorities have equal intensity of preference and are caught in a majority cycle. But the chances of this happening are very slim, even if the chances of majority cycles more generally are not as small. Even if there are a lot of majority cycles, if the issues are resolved in such a way that those majorities that have most at stake in the conflict are the ones that get their way, then we can have fairness in a quite robust sense even while having pervasive majority cycles. 