I need a complete solution to the above LP problem. Food Beach, a local grocery store, is building a work schedule for its stockers and has specific requirements over each $24$ hour period $($shown in the table below$).$ Each stocker must work two consecutive shifts.

Part A: Formulate an LP model to minimize the number

of workers required to meet requirements.

Part B: Solve the LP $($provide exact values for all variables and the optimal objective function$).$

Shift and Worker details are as follows:

Midnight to $4$pm $-8$ workers, $4$am$-8$am $-7$ workers, $8$am$-$noon $-5$ workers, noon to $4$pm $-4$ workers, $4$pm to $8$pm $-4$ workers, $8$pm to midnight $-7$ workers. I need a working PULP based PYTHON CODE IMPLEMENTATION WITH SOLUTION ASAP.