 I can now be more precise about the definition of a Condorcet winner (loser). Given a ranking  from each voter, the majority relation orders the candidates in terms of how they perform in one-on-one elections. More precisely, for candidates \(Y\) and \(Z\), write \(Y \mathrel{&gt;_M} Z\), provided that more voters rank candidate \(Y\) above candidate \(Z\) than the other way around. So, if the distribution of rankings is given in the above table, we have: 