 The medievals discussed many more insolubles than the Liar Paradox, though most can be seen as variants of it. One common variant was what is now called the ‘yes’-‘no’ paradox: Socrates says “What Plato is saying is false”, while Plato says “What Socrates is saying is true” (see, e.g., Buridan [B-SD]: 974). There is also the ‘no’-‘no’ paradox, where Plato instead says “What Socrates is saying is false” (Buridan [B-SD]: 971). There is even a ‘no’-‘no’-‘no’ paradox, where Socrates says that Plato is saying something false, Plato that Cicero is saying something false and Cicero that Socrates is saying something false (Albert [AS-I]: 353). There are conjunctive insolubles, e.g., “God exists and some conjunction is false”, where God has annihilated any other conjunction, and disjunctive insolubles, e.g., “A man is an ass or some disjunction is false”, where God has instead annihilated any other disjunctive proposition (Albert [AS-I]: 357–8). There is also a nice example where a landowner has decreed that only those who speak truly will be allowed across his bridge and those who lie about their business will be thrown in the water (or maybe even hanged on the nearby gallows). When Socrates is challenged on coming to the river, he says “You will throw me in the water” (Bradwardine [B-I]: 135; Buridan [B-SD]: 993; see also Cervantes Don Quixote, vol. II book III ch. XIX, p. 714).