Super Sunday, the once-a-year TV extravaganza focused on the activities of the NFL Super Bowl, has almost become a tradition. NBC has received the TV contract for this year's family festivities, and the producers have identified 12 potential camera locations within the stadium. They have also identified 25 stadium areas that may require camera coverage during the pregame, game, and postgame activities. The following table indicates camera locations and stadium areas each camera can cover: NBC executives are mainly concerned about the costs for production. Consequently, they have set a goal of minimizing the number of cameras used. In seeking this objective, they want at least one camera to be available to cover each stadium area. Camera location 9 is the "blimp," and it has been decided that the blimp must be used because of viewer expectation and fascination with the shots from this location. Stadium areas 1 and 2 are locker room locations. The viewer interest in football personalities has led the executives to request that at least two cameras be available to cover each of these areas. 

Formulate a ZOLP for the set covering a problem that can be used to determine the minimum number of cameras needed for coverage and where they should be set up. Enter the objective function, Enter all the constraints, and Run Solver to solve the ZOLP in the previous problem. What are the optimal solution and the optimal objective function value?