If I have to draw this, I can leave my pencil, it's on the paper, it's on the paper, it's on the paper, it's on the paper. How am I going to continue to draw this function, this graph of the function, without picking up my pencil? Pick it up, put it back down, and then keep drawing it. So, once again, this right over here is not continuous, both intuitively by our pick up the pencil definition, and also by this more rigorous definition, where, in this case, the limit, the two-sided limit at X equals C doesn't even exist. So, we're definitely not gonna be continuous. But even when the two-sided limit does exist, but the limit is a different value than the value of the function, that will also not be continuous. The only situation that it's going to be continuous is if the two-sided limit approaches the same value as the value of the function.