Zoe manages the inventory of electronic gadgets at TechHub, a technology retail company in Silicon Valley. The weekly demand for gadgets is constant and equals 1000 units per day. The cost of storing gadgets in the warehouse is $0.10 per unit per month. There is a security guard who works 24 hours a day in shifts of 8 hours and is paid $18 per hour. The gadget supplier charges TechHub $2 per gadget ordered. The supplier is located in a technology hub in California, and it takes 3 days for a shipment to arrive once the order is placed. There is a fixed order processing fee of $200. When a shipment arrives, a full-time worker unloads the gadgets, which takes an hour. The firm's cost of capital is 5% per week. Assume 5 days a week, 4 weeks per month. List the values for the relevant parameters for the Economic Order Quantity (EOQ) model, namely, the demand rate (D), the unit purchasing cost (P), the setup cost (K), the cost of capital (I), the inventory holding cost (h), and the lead time (L)