 It has been observed (Brams et al. 2007a) that majority voting minimizes the sum of Hamming distances. This means that, whenever proposition-wise majority voting selects a consistent judgment set, the same outcome is selected by the minisum rule. Majority voting has credentials for being democratic. Another reason to focus on majority distance-based procedures is that the aim of the aggregation of individual judgments should be the right decision rather than a fair distribution of individual dissatisfactions. The epistemic link between majority voting and right decisions has been pointed out in the Condorcet Jury Theorem. The theorem shows that, when the voters are independent and have an equal probability of being right better than random, then majority rule ensures to select the right decision and the probability for doing so approaches 1 as the voters’ group size increases (see List 2013 for this and some more formal arguments for majority rule).