Use the data below to answer the question below.

Average daily demand $325$ cases per day

Standard deviation of daily demand $95$ cases per day

Average Lead Time $2$ days

Inventory holding cost $20\%$ of the item's value per year

Purchase Price $$50$ per case

Order Cost $$10$ per order

Stockout Cost $$35$ per case

Desired Service Level $80\%$

Assume the company operates $365$ days per year

You look back at historical data and find that lead time is not constant but is variable with an average of $2$ days. What should the reorder point be set at to meet the desired service level if the standard deviation of lead time was found to be $0\mathrm{.}5$ days and the z$-$score for a service level of $80\%$ is $0\mathrm{.}84?$