The bank in Problem 2-31 now wants to add a minisize box, which will rent for $17 per year and consume 43.2 square inches of wall space. The bank still wants a total of at least 350 total boxes; of these, at least 100 should be mini boxes and at least 80 should be large boxes. However, the bank wants the total area occupied by large and mini boxes to be at most 50% of the available space. How many boxes of each type should be included to maximize revenue? If all the boxes can be rented, would the bank make more money with the addition of the mini boxes?