 It also seems doubtful that it is a serious failing of The Turing Test that it can only test for “complete success”. On the one hand, if a man has a one in ten chance of producing a claim that is plainly not feminine, then we can compute the chance that he will be discovered in a game in which he answers N questions—and, if N is sufficiently small, then it won’t turn out that “he would almost always fail to win”. On the other hand, as we noted at the end of Section 4.4 above, if one were worried about the “YES/NO” nature of “The Turing Test”, then one could always get the judges to produce probabilistic verdicts instead. This change preserves the character of The Turing Test, but gives it scope for greater statistical sophistication.