In the catalogue for Fall $1991,$ L$.$L$.$ Bean plans to introduce a new product, called the Mountain Puffer jacket. The outerwear forecasting team anticipates that demand for this new item will be $1200$ jackets. Convert this point forecast into a distributional forecast using L$.$L$.$ Bean$$s historical forecast errors. What is the probability that more than $1200$ people want to buy the Mountain Puffer jacket? Report your answer as a decimal $($i$.$e$.50\%=0\mathrm{.}50).$