iteration_num: 1
solve_status: OPTIMAL
objective_value= -361543.35748919036
End No. 1iteration
iteration_num: 2
solve_status: OPTIMAL
objective_value= -356650.2588614158
End No. 2iteration
iteration_num: 3
solve_status: OPTIMAL
objective_value= -353180.38262961345
End No. 3iteration
iteration_num: 4
solve_status: OPTIMAL
objective_value= -353171.8911690497
End No. 4iteration
iteration_num: 5
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 5iteration
iteration_num: 6
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 6iteration
iteration_num: 7
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 7iteration
iteration_num: 8
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 8iteration
iteration_num: 9
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 9iteration
iteration_num: 10
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 10iteration
iteration_num: 11
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 11iteration
iteration_num: 12
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 12iteration
iteration_num: 13
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 13iteration
iteration_num: 14
solve_status: OPTIMAL
objective_value= -353171.2600338815
End No. 14iteration
END
