Output from RUN_SOLUTION_BY_DISCRETIZATION on 05/08/2012 at 12:24:23. Version for the system is: March 13, 2009 Codelist file name is: qp5G.CDL Box data file name is: qp5.DT1 Initial box: [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] Printing in overall algorithm: 0 Printing in LP: 0 EPS_LP_FIT: 1.00000000000000002E-002 ALLOW_EPSILON_APPROXIMATE: F USES_INTERMEDIATE_VARIABLES: F ------------------------------------------------ The independent minimal complete set is empty. The subspace dimension for the Kearfott / Hongthong 2005 analysis is zero. The problem is convex. MAX_SUBDIVISIONS: 1 Total number of sub-problems: 1 n_intermediate_bounds: 0 working indices: 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 100 101 102 103 104 105 106 107 108 ------------------------------------------------ ------------------------------------------------ ------------------------------------------------ Completion of run_solution_by_discretization. Total CPU time: 1.2240760000000002 MAX_SUBDIVISIONS: 1 BEST_ESTIMATE: 580000.00000000373 FEASIBILITY_VERIFICATION_SUCCEEDED: F N_FEASIBILITY_VERIFICATION_FAILED: 1 EFFECTIVE_EPSILON: 2.22507385850720287E-308 EPSILON_PHI: 579999.56854390819 LP_SOLUTION_FAILED: F Solution boxes: ------------------------------------------------ Solution box number: 1 with overall box index: 1 [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 1.00 ], [ 0.00 , 1.00 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] [ 0.00 , 0.100E+05 ], [ 0.00 , 0.100E+05 ] LP solution: 0.00 , 0.800E-02, 0.00 , 0.00 , 0.824E-02, 0.512E-02 0.00 , 0.724E-02, 0.464E-02, 0.00 , 0.00 , 0.812E-02 0.256E-02, 0.00 , 0.00 , 0.245E-01, 0.446E-02, 0.00 0.00 , 0.539E-03, 0.00 , 0.121 , 0.00 , 0.00 0.223E-01, 0.00 , 0.00 , 0.282E-01, 0.00 , 0.731E-01 0.00 , 0.00 , 0.276E-01, 0.00 , 0.00 , 0.219E-01 0.373E-01, 0.194E-02, 0.00 , 0.00 , 0.00 , 0.00 0.00 , 0.00 , 0.314 , 0.135 , 0.143 , 0.00 0.00 , 0.00 , 0.00 , 0.00 , 0.00 , 0.146E-01 0.00 , 0.00 , 0.00 , 0.00 , 0.00 , 0.00 0.00 , 0.00 , 0.00 , 0.00 , 0.940E-01, 0.00 0.00 , 0.725E-01, 0.00 , 0.00 , 0.00 , 0.00 0.344E-01, 0.00 , 0.00 , 0.00 , 0.212E-03, 0.00 0.00 , -0.00 , -0.00 , -0.00 , -0.00 , -0.00 -0.00 , 0.149 , -0.00 , 0.235E-01, -0.00 , -0.00 -0.00 , 0.182E-02, 0.413E-01, -0.00 , -0.00 , -0.00 -0.00 , -0.00 , -0.00 , -0.00 , -0.00 , -0.00 -0.00 , -0.00 , -0.00 , -0.00 , -0.00 , -0.00 LP solution possibly adjusted with a point optimizer: 0.00 , 0.800E-02, 0.00 , 0.00 , 0.824E-02, 0.512E-02 0.00 , 0.724E-02, 0.464E-02, 0.00 , 0.00 , 0.812E-02 0.256E-02, 0.00 , 0.00 , 0.245E-01, 0.446E-02, 0.00 0.00 , 0.539E-03, 0.00 , 0.121 , 0.00 , 0.00 0.223E-01, 0.00 , 0.00 , 0.282E-01, 0.00 , 0.731E-01 0.00 , 0.00 , 0.276E-01, 0.00 , 0.00 , 0.219E-01 0.373E-01, 0.194E-02, 0.00 , 0.00 , 0.00 , 0.00 0.00 , 0.00 , 0.314 , 0.135 , 0.143 , 0.00 0.00 , 0.00 , 0.00 , 0.00 , 0.00 , 0.146E-01 0.00 , 0.00 , 0.00 , 0.00 , 0.00 , 0.00 0.00 , 0.00 , 0.00 , 0.00 , 0.940E-01, 0.00 0.00 , 0.725E-01, 0.00 , 0.00 , 0.00 , 0.00 0.344E-01, 0.00 , 0.00 , 0.00 , 0.212E-03, 0.00 0.00 , -0.00 , -0.00 , -0.00 , -0.00 , -0.00 -0.00 , 0.149 , -0.00 , 0.235E-01, -0.00 , -0.00 -0.00 , 0.182E-02, 0.413E-01, -0.00 , -0.00 , -0.00 -0.00 , -0.00 , -0.00 , -0.00 , -0.00 , -0.00 -0.00 , -0.00 , -0.00 , -0.00 , -0.00 , -0.00 Objective bounds over the solution box: [ 0.431 , 0.580E+06 ] Equality constraint bounds over the box: [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] [ 0.00 , 0.00 ], [ 0.00 , 0.00 ] Inequality constraint bounds over the box: [ -1.29 , 0.00 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -1.00 , 0.223-307 ] [ -1.00 , 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ], [ -0.100E+05, 0.223-307 ] [ -0.100E+05, 0.223-307 ] ------------------------------------------------ No. dense interval residual evaluations -- gradient code list: 1 Number of solutions for a component in the expanded system: 66129 Total number of forward_substitutions: 3 Number point dense residual evaluations, gradient codelist: 25 Total number dense interval constraint evaluations: 308 Total number dense point constraint gradient component evaluations: 390312 Total time spent in subsit (constraint propagation): 0.240E-01 Number of times SUBSIT decreased one or more coordinate widths: 3