linear_solver: Cleanup python samples
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@@ -33,6 +33,8 @@ def IntegerProgrammingExample():
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x = solver.IntVar(0.0, solver.infinity(), "x")
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y = solver.IntVar(0.0, solver.infinity(), "y")
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z = solver.IntVar(0.0, solver.infinity(), "z")
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print("Number of variables =", solver.NumVariables())
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# [END variables]
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# [START constraints]
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@@ -53,6 +55,8 @@ def IntegerProgrammingExample():
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constraint2.SetCoefficient(x, 5)
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constraint2.SetCoefficient(y, 2)
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constraint2.SetCoefficient(z, -6)
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print("Number of constraints =", solver.NumConstraints())
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# [END constraints]
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# [START objective]
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@@ -64,17 +68,30 @@ def IntegerProgrammingExample():
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objective.SetMaximization()
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# [END objective]
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# Solve the problem and print the solution.
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# Solve the problem.
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# [START solve]
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print(f"Solving with {solver.SolverVersion()}")
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status = solver.Solve()
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# [END solve]
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# Print the solution.
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# [START print_solution]
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solver.Solve()
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# Print the objective value of the solution.
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print("Maximum objective function value = %d" % solver.Objective().Value())
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print()
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# Print the value of each variable in the solution.
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for variable in [x, y, z]:
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print("%s = %d" % (variable.name(), variable.solution_value()))
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if status == pywraplp.Solver.OPTIMAL:
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print("Solution:")
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print(f"Objective value = {solver.Objective().Value()}")
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# Print the value of each variable in the solution.
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for variable in [x, y, z]:
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print(f"{variable.name()} = {variable.solution_value()}")
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else:
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print("The problem does not have an optimal solution.")
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# [END print_solution]
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# [START advanced]
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print("\nAdvanced usage:")
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print(f"Problem solved in {solver.wall_time():d} milliseconds")
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print(f"Problem solved in {solver.iterations():d} iterations")
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# [END advanced]
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IntegerProgrammingExample()
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# [END program]
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