Help me make a schedule for production order by placing 1 to 4 orders per two weeks.

BEER PRODUCT 1. AgatlAle 2. Edgar Ale 3. Taj Mahal Note: VAMAIE (Summer Product) Cost: $10.08/U nit Sell: $15.50/U nit Prot: $5.42 Edgar Ale (Winter Product) Cost: $9.34/Unit Sell: $14.50/U nit Prot: $5.16 Taj Mahal (Year around Product) Cost: $10.43/U nit Sell: $17.50/U nit Prot: $7.07 The Fermentation Process takes 7-14 days. After the fermentation process, the beer is either bottled, canned, or kegged. We will simplify the process by only producing bottled beer and assumingthat all beers require 14 clays of fermentation. At WAle Studios, there are four fermentation tanks, or fermenters. Each fermenter can hold 100 barrels of beer. A barrel is equal to 31 gallons. There is usually about a 10% loss in the brewing and bottling processes, so that each loo-barrel fermenter will produce 1,240 cases of been Wcurrently has three products. AlmNe, which is a summer ale with very high sales in the summer and lower sales in the winter. Edgar Ale, a winter ale with higher sales in winter that summer, but the seasonal changes in demand are not as dramatic as for MAE. Taj Mahal, which is an IPA that sells consistently throughout the year. The simulation will run for one year, and you will g able to keep up with all demand during the summer months. You will want to Wthat you maintain sales of Taj Mahal as it makes the most prot per case. When you lose sales, you will want to lose sales of the least protable beer, which is Edgar Ale. To begin the simulation all we need to do is create 4 production orders. These four orders will take 14 days to ferment, and one day for bottling. Before the 14-day fermentation is complete, you will want to create four more production orders, so there is no gap in production. You will have to create 4 orders per two weeks and the simulation runs during January 2024 to January 2025. Please help me plan of how many orders should I place based on the date provided. (Feel free to modify the date). Note: 1 0rder=1,240 cases