So we're dealing with a negative r. So we already know that negative one is less than r, which is less than zero. Without even removing the outlier, we know it's not going to be negative one. If r was exactly negative one, then it would be a downward-sloping line that went exactly through all of the points. But if we remove this point, what's going to happen? Well, this least squares regression is being pulled down here by this outlier. So if you were to remove this point, the least squares regression line could move up on the left-hand side, and so you'll probably have a line that looks more like that. And I'm just hand-drawing it, but even what I hand-drew looks like a better fit for the leftover points.