What is the standard deviation of this model. How many numbers are we plotting? Since we are getting statistical I assume he thinks Wins and Losses are Linear which is not possible because his base is 75 wins which means the data set is more likely to lose than win based on the median. So his Bell curve could not be standard. adding + value to his data set would completely change the model and need to be re-calculated. You can't just add numbers to a statistical plot. But I am sure he knows that. He 'sounds' so intelligent with his google degree.
Haha, what point are you even trying to argue? If you know half of what you think you do, then you know perfectly well that a 75 win projection can be approximated as a normal curve centered on the 75 win mark, especially in the context we are discussing. You also know that if the curve is centered on 75, the next most likely outcomes are 74 and 76 wins, followed by 73 and 77 wins. You also know we can add wins to approximate shifting that curve, again, at least well enough for the purposes of what we are discussing.
You don't need to know the exact distribution (we don't have FG's exact win total distribution) to know that. You are arguing just to argue because you have no other valid counterpoints.