please provide GAMS input

please show input for GAMS that solves the MIP

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Problem #1 Milky Dairy has decided to open two new distribution centers (DCs), one large DC and one small DC, in two different cities (that is, both DCs cannot be located in the same city). There are three potential locations for a DC: Adamstown, Brownsville, and Cooksboro. The annual cost to operate a DC, of each size, in each potential location, is presented in the table below: Adamstown Brownsville Cooksboro Large DC 2,000 1.800 1,500 Small DC 300 200 600 Because the DCs will share some staff, there will be traffic between the DCs: the associated annual trans portation cost between each pair of candidate locations is presented in the table below: Adamstown Brownsville Cooksboro Adamstown 110 150 Brownsville 110 160 Cooksboro 150 160 Formulate an MIP to identify the set of DC locations that minimizes total annual costs for Milky Dairy. Solve the MIP using GAMS (submit your GAMS file, and provide details of the optimal solution). Problem #1 Milky Dairy has decided to open two new distribution centers (DCs), one large DC and one small DC, in two different cities (that is, both DCs cannot be located in the same city). There are three potential locations for a DC: Adamstown, Brownsville, and Cooksboro. The annual cost to operate a DC, of each size, in each potential location, is presented in the table below: Adamstown Brownsville Cooksboro Large DC 2,000 1.800 1,500 Small DC 300 200 600 Because the DCs will share some staff, there will be traffic between the DCs: the associated annual trans portation cost between each pair of candidate locations is presented in the table below: Adamstown Brownsville Cooksboro Adamstown 110 150 Brownsville 110 160 Cooksboro 150 160 Formulate an MIP to identify the set of DC locations that minimizes total annual costs for Milky Dairy. Solve the MIP using GAMS (submit your GAMS file, and provide details of the optimal solution)