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79 you would obtain an LP problem, for which the objective function value |
79 you would obtain an LP problem, for which the objective function value |
80 is unbounded over the feasible solutions. Thus the program would print |
80 is unbounded over the feasible solutions. Thus the program would print |
81 out this line. |
81 out this line. |
82 |
82 |
83 \code |
83 \code |
84 Optimal solution found. |
84 Optimal solution not found. |
85 \endcode |
85 \endcode |
86 |
86 |
87 If you would like to build linear expressions or constraints in more steps, |
87 If you would like to build linear expressions or constraints in more steps, |
88 then you can use the classes \ref LpBase::Expr "Lp::Expr" and |
88 then you can use the classes \ref LpBase::Expr "Lp::Expr" and |
89 \ref LpBase::Constr "Lp::Constr". For example, this line |
89 \ref LpBase::Constr "Lp::Constr". For example, this line |