 Objection 2: Proximity to calibration is not a good. Another concern is that, while proximity to being perfectly calibrated seems epistemically good in the standard cases that are used to motivate calibrationist accounts, it seems less compelling in other cases. For instance, suppose you have opinions only about three propositions: First coin toss lands heads, Second coin toss lands heads, Third coin toss lands heads. And suppose you assign to each of them the same credence, \(\frac{1}{3}\). Then, in that situation, it seems plausible that you are doing better if one out of the three tosses comes up heads. Now suppose that I have opinions only about three propositions: Djibouti is the capital of Ghana, Serena Williams is a badminton player, Doris Lessing wrote The Golden Notebook. And suppose I assign to each of them the same credence, \(\frac{1}{3}\). Then, in that situation, do we really retain the intuition that I do best if one out of the three turns out true?