So you will never actually find someone who has a 0.6 favorability value. It will either be a 1 or a 0. So this is an interesting case where the mean or the expected value is not a value that the distribution can actually take on. It's a value someplace over here that obviously cannot happen, but this is the mean. This is the expected value. And the reason why that makes sense is if you surveyed 100 people, you multiply 100 times this number, you would expect 60 people to say yes. Or if you summed them all up, 60 would say yes and then 40 would say 0.