Dan's Independent Book Store is trying to decide on how many copies of a book to purchase at the start of the upcoming selling season. The book retails at $28.00. The publisher sells the book to Dan at $20.00, leading to an underage cost of $8. Dan will dispose of all of the unsold copies of the book at 50% off the retail price, at the end of the season. Therefore, Dan's overage cost is $6. Dan estimates that demand for this book during the season is normal with a mean of 1,000 and a standard deviation of 250. Suppose Dan orders 1,415 copies of the book. What would be his expected mismatch cost? (Use the Standard Normal Loss Function Table.)