And so if we are approaching two from below, because remember, whatever h is outputting is the input into g. So if the thing that we're inputting into g is approaching two from below, that means that g once again is going to be approaching negative two. So this is a really, really, really interesting case where the limit of g of x as x approaches two does not exist. But because on h of x, when we approach from both the left and the right-hand side, h is approaching two from below. We just have to think about the left-handed limit as we approach two from below or from the left on g. Because in both situations, we are approaching negative two. And so that is going to be our limit. When the left-handed and the right-hand limit are the same, that is going to be your limit. It is equal to negative two.