Donald Tramp, CEO of Golden Palace Casino, the leading online casino is interested in allocating resources to satisfy the demand of their players and maximize profits.

The main challenge is to allocate no more than 140 hours available for play among tables with different pot sizes. Tables with low pot sizes do not generate as much money as those with high pot sizes, however the low pot size tables have a greater frequency of play and the hourly expenses are lower because they do not require as much service.

The low pot size tables also have a higher house intake (the percentage that the casino takes from the players) compared to the high pot tables. There are also restrictions on how many hours can be allocated to each table. Donald has set a maximum restriction on the number of tables for each pot size for maintenance and security reasons. He has also set a minimum restriction on the number of tables in order to satisfy customer demand. In addition, he has set minimum and maximum restrictions on the number of hours that should be allocated to each table for similar reasons. Given the information provided below, help Donald find the number of hours to allocate to each table for each pot size and the number of tables to allocate for each pot size so he can maximize his profit.

Table Blind	Ave. Pot	House Intake	Pots Per Hour	Hourly Expense	Min Hours	Max Hrs.	Min Tables	Max Tables
2	100	0.0475	70	50	6	9	5	8
5	150	0.0450	50	60	5	8	4	5
10	250	0.0400	40	70	5	7	3	5
20	400	0.0375	30	80	3	5	3	5
100	1500	0.0350	20	100	2	4	2	4
1000	10000	0.0300	10	200	1	2	1	2

I have worked the problem, but am unable to get both the hours and the tables numbers to change. I have only been able to change the hours and the tables stay at 1 using solver