So a couple of ways to tackle it. One way to tackle it is, well look, one of the salespeople must have sold six cars. If the median sold is six, and there's 11 salespeople here, the middle number here, if we order it, one of them must have sold six cars. If we had an even number here, then that would be the average of the two middles, but if we have an odd number here, that is literally the middle number of cars that the middle number of cars sold. So someone sold six cars. So if we assume, we're trying to find a world where someone sold more than 10 cars. So if someone sold six cars, is there a way with a range of four that someone sold more than 10?