We've now, it's a little bit less than a 1 third shot that we picked the fair coin given that we got 4 out of 6 heads. And what's interesting is, the 4 out of 6 heads, it kind of decreased the probability that we got a fair coin, right? Because before having any data on what happens when we flip it, we would have had a 1 third probability, which is 33.3, right? But given that we got more heads than tails, kind of the universe of probability is telling us that, well, if you got more heads than tails, that makes it a little bit more likely that you picked the unfair coin, which is a little bit more weighted to heads. But it's saying it's not that much more likely, because this isn't that unusual of a result to get even with a fair coin. And so that's why it became a little bit less likely to get a fair coin. I will, actually, let me give you a bit of an intuition visually, kind of with set theory, on why that makes sense.