Well, the shift should not affect the spread of the random variable. If you're scaling the random variable, well, your spread should grow by the amount that you're scaling it. But by shifting it, it doesn't affect how much you disperse from the mean. So standard deviation is only affected by the scaling, but not by the shifting here. So this is going to be 10 times 0.69, which is going to, this was an approximation, so I'll say this is approximately equal to 6.9. So this is our new distribution for our net gain. This is the mean of our net gain, and this is roughly the standard deviation of our net gain.