The mean is at 2.1, which makes sense. Even though this random variable only takes on integer values, you can have a mean that takes on a non-integer value. And then the standard deviation is 1.09. So 1.09 above the mean is going to get us close to 3.2. And 1.09 below the mean is gonna get us close to one. And so this all, at least intuitively, feels reasonable. This mean does seem to be indicative of the central tendency of this distribution.