 Suppose that \(V\) is a voting method that always selects the Condorcet winner (if one exists) and that \(V\) is not susceptible to the multiple-districts paradox. This means that if a candidate \(X\) is among the winners according to \(V\) in each of two districts, then \(X\) must be among the winners according to \(V\) in the combined districts. Consider the following two districts.