 The inverse gambler’s fallacy, identified by Ian Hacking (1987), consists in inferring from an event with a remarkable outcome that there have likely been many more events of the same type in the past, most with less remarkable outcomes. For example, the inverse gambler’s fallacy is committed by someone who enters a casino and, upon witnessing a remarkable outcome at the nearest table—say, a five-fold six in a quintuple die toss—concludes that the toss is most likely part of a large sequence of tosses. Critics of the argument from fine-tuning for the multiverse accuse it of committing the inverse gambler’s fallacy. According to them, the argument commits this fallacy by, as White puts it, 