Formulate a data-independent linear program model for the following problem.

Kooky Candy Company makes 2 kinds of gourmet chocolate bars. The milk chocolate bar sells for $2.00, and the dark chocolate bar sells for Variables: xmc:# milk chocolate bars $2.50. Both require cocoa butter and almonds, which are currently available in limited supply (other required ingredients are available in essentially unlimited quantities). Kooky Candy can obtain 60,000 oz. of cocoa butter, and 20,000 oz. of almonds. A milk chocolate bar requires 2 oz. of cocoa butter and 1oz of almonds, while a dark chocolate bar requires 5oz. of cocoa butter and 1oz. of almonds. How many of each candy bar should Kooky Candy produce in order to maximize revenue? Table: Kooky Candy Company Data Table: Kooky Candy Company: Ingredient Limits Kooky Candy Company makes 2 kinds of gourmet chocolate bars. The milk chocolate bar sells for $2.00, and the dark chocolate bar sells for Variables: xmc:# milk chocolate bars $2.50. Both require cocoa butter and almonds, which are currently available in limited supply (other required ingredients are available in essentially unlimited quantities). Kooky Candy can obtain 60,000 oz. of cocoa butter, and 20,000 oz. of almonds. A milk chocolate bar requires 2 oz. of cocoa butter and 1oz of almonds, while a dark chocolate bar requires 5oz. of cocoa butter and 1oz. of almonds. How many of each candy bar should Kooky Candy produce in order to maximize revenue? Table: Kooky Candy Company Data Table: Kooky Candy Company: Ingredient Limits