And once again, we're saying F is a continuous function. So I should be able to go from F of A to F of B. F of B, draw a function without having to pick up my pencil. So it could do something like this. Actually, I don't wanna make it go vertical. It could go like this, and then go down, and then do something like that. So these are both cases, and I could draw an infinite number of cases, where F is a function continuous at every point of the interval, the closed interval, from A to B. Now, given that, there's two ways to state the conclusion for the Intermediate Value Theorem.