So let me just make sure I have enough real estate. All right, so the probability that our random variable is equal to three is going to be six choose three, and I'm sure you could probably fill this out on your own, but I'm going to do it. 0.7 to the third power times 0.3 to the six minus three, which is the third power, which is approximately equal to, well, it's going to be 0.185 or 18.5, 18.5%. So yeah, you know, that's definitely within the realm of possibility. I mean, all of these are in the realm of possibility, but it's starting to be a non-insignificant probability. So now let's do the probability that our random variable is equal to four. Well, it's going to be six choose four times 0.7 to the fourth power times 0.3 to the six minus four, or second power, which is equal to, this is going to get equal to, or approximately, because I am taking away a little bit of the precision when I write these things down, 0.324, so approximately 32.4% chance of making exactly four out of the six free throws.