dakota_4level.in Test Number 0 succeeded <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -4.0256500643e+00 cdv_1                       3.9746582299e+00 cdv_2                      -8.8318096037e-01 cdv_3                      -1.8554578336e+00 cdv_4                       1.0612166356e+00 cdv_5                      -2.8356210015e+00 cdv_6                       3.2335270752e+00 cdv_7                       4.8812681339e+00 cdv_8                       1.1983323640e+00 cdv_9                      -3.2109206046e+00 cdv_10                      -1.6166303879e+00 cdv_11                      -4.4677916821e+00 cdv_12                       1.9685759407e+00 cdv_13                      -4.5946342063e+00 cdv_14                       6.9801400192e-01 cdv_15                       4.5025309955e-02 cdv_16                      -3.1729347865e+00 cdv_17                      -3.7821302652e+00 cdv_18                      -1.8283456769e+00 cdv_19                      -3.0071525905e+00 cdv_20                      -3.3741739185e+00 cdv_21                       9.2787038787e-02 cdv_22                      -5.5112878540e-01 cdv_23                      -9.8895862893e-01 cdv_24                      -3.1287291727e-01 cdv_25                      -6.5413423581e-01 cdv_26                      -2.4919130286e-01 cdv_27                      -2.5665981327e+00 cdv_28                      -4.3756248406e+00 cdv_29                       2.9399675520e+00 cdv_30                      -1.0758687276e+00 cdv_31                       1.7840376347e+00 cdv_32                      -2.2896855558e+00 cdv_33                       4.2087431186e+00 cdv_34                      -1.9310457359e+00 cdv_35                       1.7022840906e+00 cdv_36                      -3.0749926804e+00 cdv_37                       2.0950534976e+00 cdv_38                       5.6599524008e-02 cdv_39                       5.9842406869e-02 cdv_40                       4.7725548689e+00 cdv_41                       2.6819407019e+00 cdv_42                       1.0449120882e-01 cdv_43                      -4.6661053096e+00 cdv_44                       2.5306456488e+00 cdv_45                       4.9565439862e+00 cdv_46                      -1.7902297924e+00 cdv_47                       4.9785544766e+00 cdv_48                       4.4727993237e-01 cdv_49                       3.5502905464e+00 cdv_50                       1.7382127040e+00 cdv_51                      -2.8157860195e+00 cdv_52                      -4.4775990612e+00 cdv_53                       4.7242163214e+00 cdv_54                      -3.0895495099e+00 cdv_55                       1.2901050807e+00 cdv_56                       2.8346750471e+00 cdv_57                       1.2648288957e+00 cdv_58                       4.3827656625e+00 cdv_59                       1.6937510496e+00 cdv_60                      -1.4527051097e+00 cdv_61                      -1.0963943841e+00 cdv_62                      -3.5733884588e+00 cdv_63                       4.9669298789e+00 cdv_64                       4.9730592902e+00 cdv_65                      -3.2416082611e+00 cdv_66                       2.0420456980e+00 cdv_67                      -2.8711602824e+00 cdv_68                       1.3391841443e+00 cdv_69                       1.1825626805e+00 cdv_70                       4.4648879735e+00 cdv_71                      -4.2022667500e+00 cdv_72                       2.4572824599e+00 cdv_73                       2.8809559901e+00 cdv_74                      -2.1892451216e+00 cdv_75                      -2.2964993820e+00 cdv_76                      -3.7172767948e+00 cdv_77                      -3.6581121525e+00 cdv_78                       3.3428148551e-01 cdv_79                       1.3089782050e+00 cdv_80                       1.2805724526e+00 cdv_81                      -3.9048084768e+00 cdv_82                       1.1383183827e+00 cdv_83                      -3.0161155147e+00 cdv_84                      -2.3286783589e+00 cdv_85                      -3.2448775662e+00 cdv_86                       4.6028427529e+00 cdv_87                       2.6122740709e+00 cdv_88                       1.4186058711e+00 cdv_89                      -2.0086555840e+00 cdv_90                       3.6782698671e+00 cdv_91                      -3.0724624367e+00 cdv_92                      -4.8437161350e+00 cdv_93                       4.1451795036e+00 cdv_94                       3.5954148073e+00 cdv_95                       4.1230485806e+00 cdv_96 <<<<< Best objective function  =                       1.7123442915e+04 <<<<< Best constraint values   =                       1.4218529325e+01                       1.7810733076e+01 <<<<< Best data captured at function evaluation 1 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -7.2744360116e-01 cdv_1                       4.3165191666e+00 cdv_2                      -5.7132651603e-01 cdv_3                       1.1204223033e+00 cdv_4                      -3.6775147750e+00 cdv_5                       7.7984928745e-01 cdv_6                      -4.1664059166e+00 cdv_7                       4.3974371830e+00 cdv_8                      -1.1815704289e+00 cdv_9                       2.1699658721e-01 cdv_10                      -4.5730190953e-02 cdv_11                       4.2306086068e+00 cdv_12                      -2.1235811863e+00 cdv_13                      -1.7876191627e+00 cdv_14                       2.9649836412e+00 cdv_15                      -4.6724144929e+00 cdv_16                       5.3309712947e-01 cdv_17                      -4.6856614429e+00 cdv_18                      -4.3737954739e+00 cdv_19                       6.1586119700e-01 cdv_20                      -2.3429510329e+00 cdv_21                       1.4403780588e+00 cdv_22                       3.5343860904e+00 cdv_23                       2.7541431613e+00 cdv_24                      -4.0748555114e+00 cdv_25                       4.3218958745e-01 cdv_26                      -2.9455776472e+00 cdv_27                       9.9375860688e-01 cdv_28                      -2.4013280523e+00 cdv_29                      -3.7507707012e+00 cdv_30                       2.8593470991e+00 cdv_31                      -3.9571859952e+00 cdv_32                      -1.5629557909e+00 cdv_33                       2.8897209194e+00 cdv_34                      -4.6634624014e-02 cdv_35                      -2.3747680729e+00 cdv_36                       3.7057172766e+00 cdv_37                      -8.1057106533e-02 cdv_38                       1.0488177567e+00 cdv_39                       2.2346428470e+00 cdv_40                      -1.8703548195e+00 cdv_41                      -3.5682178791e+00 cdv_42                       4.5102715403e+00 cdv_43                       3.9591248550e+00 cdv_44                      -3.9249094619e+00 cdv_45                       4.0456526986e+00 cdv_46                      -3.8864576003e+00 cdv_47                      -3.6339607665e+00 cdv_48                       2.8365279521e+00 cdv_49                      -4.1309958608e+00 cdv_50                       4.3047537449e+00 cdv_51                      -4.2874730059e+00 cdv_52                       4.8695813428e+00 cdv_53                      -2.7036182384e+00 cdv_54                       1.8657522133e+00 cdv_55                       3.1323281021e+00 cdv_56                      -3.8421274926e+00 cdv_57                      -3.1268425703e+00 cdv_58                       2.4014130147e+00 cdv_59                       2.6452938159e+00 cdv_60                       3.6661948864e+00 cdv_61                       2.0446389063e+00 cdv_62                       2.7633200412e+00 cdv_63                      -4.5181013770e+00 cdv_64                      -4.9021868647e+00 cdv_65                      -1.2054462923e+00 cdv_66                      -1.9390075881e+00 cdv_67                       2.2067112710e+00 cdv_68                       2.8078774177e+00 cdv_69                       4.1464304032e+00 cdv_70                       1.8146252795e+00 cdv_71                      -1.5243429279e+00 cdv_72                       3.4118580639e+00 cdv_73                       8.0391663068e-01 cdv_74                       6.5529276588e-01 cdv_75                      -3.8870882907e+00 cdv_76                      -1.5748348407e+00 cdv_77                       4.6826285993e+00 cdv_78                      -3.4165348896e-01 cdv_79                       3.6621122787e+00 cdv_80                      -2.8056499170e-01 cdv_81                      -1.0380579986e+00 cdv_82                       1.3622785255e+00 cdv_83                      -7.1696620900e-01 cdv_84                       3.8173605831e+00 cdv_85                       2.2326762471e+00 cdv_86                      -3.0690607846e+00 cdv_87                       4.8646955417e+00 cdv_88                       6.7624664196e-01 cdv_89                      -1.5194424494e+00 cdv_90                      -3.2754934613e+00 cdv_91                      -1.2125435505e+00 cdv_92                      -2.9922806971e+00 cdv_93                      -3.7798474624e+00 cdv_94                       2.9754280262e+00 cdv_95                       1.5492252262e+00 cdv_96 <<<<< Best objective function  =                       1.7709049851e+04 <<<<< Best constraint values   =                      -1.6290853904e+00                       1.8996059516e+01 <<<<< Best data captured at function evaluation 1537 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       4.7753232798e-01 cdv_1                      -1.2823641132e+00 cdv_2                       5.4106004135e+00 cdv_3                       2.1933350645e+00 cdv_4                       4.2453332736e+00 cdv_5                       3.3229583923e+00 cdv_6                       1.9380645359e+00 cdv_7                      -2.9821779389e+00 cdv_8                       1.0869302748e+00 cdv_9                       5.4433850115e+00 cdv_10                       6.4845402378e+00 cdv_11                       2.4713556097e+00 cdv_12                       4.4685373117e+00 cdv_13                       6.1566248570e+00 cdv_14                       1.2797446462e+00 cdv_15                      -2.0346819598e+00 cdv_16                       6.1188334717e+00 cdv_17                       5.4620401845e+00 cdv_18                      -1.0979391526e+00 cdv_19                       3.2851252527e+00 cdv_20                      -3.3424071092e+00 cdv_21                       1.2245068674e+00 cdv_22                       6.4382049015e+00 cdv_23                       1.5984366349e+00 cdv_24                       7.3805025356e-01 cdv_25                      -2.8748846861e-01 cdv_26                       5.5170773550e+00 cdv_27                       3.5962356311e+00 cdv_28                       1.2411231667e+00 cdv_29                       4.3577960143e+00 cdv_30                       2.6014243595e+00 cdv_31                      -2.7077696236e+00 cdv_32                      -1.4970490338e+00 cdv_33                      -1.3325860069e-01 cdv_34                       3.8592229525e+00 cdv_35                       1.4586256263e+00 cdv_36                       3.5031703454e+00 cdv_37                      -1.0032134321e+00 cdv_38                      -3.1341412349e+00 cdv_39                       2.9787523228e+00 cdv_40                       5.2934765519e+00 cdv_41                       2.5679845710e+00 cdv_42                       4.9235440789e+00 cdv_43                      -1.2730024710e-02 cdv_44                      -1.6296167224e+00 cdv_45                      -5.4815264308e-01 cdv_46                      -2.0073547517e+00 cdv_47                      -3.4216738917e+00 cdv_48                      -2.0835736679e+00 cdv_49                      -1.5615830505e+00 cdv_50                       2.0781733259e+00 cdv_51                       4.7449878414e+00 cdv_52                       2.1955229182e-01 cdv_53                       1.4211851214e+00 cdv_54                       1.3514704197e+00 cdv_55                       2.0833012794e+00 cdv_56                       1.2745944638e+00 cdv_57                       1.0872767169e+00 cdv_58                      -5.6845925802e-01 cdv_59                       2.2963741471e+00 cdv_60                      -2.1511788071e+00 cdv_61                       1.4352995226e+00 cdv_62                      -2.2537676109e-01 cdv_63                      -3.4455909506e-01 cdv_64                       5.9469332229e+00 cdv_65                      -2.2601301300e+00 cdv_66                      -1.1317463468e+00 cdv_67                       1.1080218276e+00 cdv_68                       3.5352072770e+00 cdv_69                       3.7247361949e+00 cdv_70                       6.1808233083e+00 cdv_71                       4.1587242837e+00 cdv_72                       2.6022204257e+00 cdv_73                      -8.3601247301e-01 cdv_74                      -3.4490479747e+00 cdv_75                       5.0966477806e+00 cdv_76                       2.0969615195e+00 cdv_77                       2.5054550629e+00 cdv_78                      -1.8666671738e+00 cdv_79                       1.4866433955e+00 cdv_80                      -2.8562290035e+00 cdv_81                       5.9898783097e+00 cdv_82                      -1.7663332520e+00 cdv_83                      -1.8235855875e+00 cdv_84                      -3.0895115831e+00 cdv_85                      -2.8710484015e-01 cdv_86                       6.0310418741e+00 cdv_87                       2.2724225459e+00 cdv_88                      -8.4456338824e-01 cdv_89                       3.2300618555e+00 cdv_90                      -3.3024375048e+00 cdv_91                       5.7391121573e+00 cdv_92                      -2.7515039251e+00 cdv_93                       5.2275048824e+00 cdv_94                      -1.0511887899e+00 cdv_95                       6.5910690148e-01 cdv_96 <<<<< Best objective function  =                       1.3923102777e+04 <<<<< Best constraint values   =                       8.6921918086e-01                       1.4056915548e+00 <<<<< Best data captured at function evaluation 4608 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -1.8223676494e+00 cdv_1                      -2.3391216541e+00 cdv_2                       3.3726043371e+00 cdv_3                       4.7944534278e+00 cdv_4                       3.7271773279e+00 cdv_5                       4.5113760814e+00 cdv_6                       4.1985734143e+00 cdv_7                       4.7939097765e+00 cdv_8                      -1.3331757370e+00 cdv_9                      -3.3314016616e+00 cdv_10                      -1.9144074349e+00 cdv_11                      -2.5511086117e+00 cdv_12                      -3.4185380961e-01 cdv_13                       2.1542111832e+00 cdv_14                      -1.4059473889e+00 cdv_15                      -2.6657215787e+00 cdv_16                       5.5142148082e+00 cdv_17                       6.9717136197e-01 cdv_18                      -2.5569940337e+00 cdv_19                       5.2499360706e+00 cdv_20                      -1.0594358521e+00 cdv_21                       3.7656780250e+00 cdv_22                       2.7857346559e+00 cdv_23                       4.5744961610e+00 cdv_24                       3.0753495614e+00 cdv_25                      -2.0748571584e+00 cdv_26                       1.9222205683e+00 cdv_27                      -9.4967887024e-01 cdv_28                       1.2142253045e-01 cdv_29                      -1.2266740861e+00 cdv_30                       3.9567765008e+00 cdv_31                       5.6998358078e+00 cdv_32                       1.7363811748e+00 cdv_33                      -2.4856730214e+00 cdv_34                      -8.2465600325e-01 cdv_35                      -1.6083254103e+00 cdv_36                       2.3220562245e+00 cdv_37                      -5.1256132599e-01 cdv_38                       6.3009159554e+00 cdv_39                      -2.9125015351e+00 cdv_40                       4.6913857489e-01 cdv_41                      -9.2318206031e-01 cdv_42                       3.9974083158e+00 cdv_43                      -2.4965133359e+00 cdv_44                       2.4506013118e+00 cdv_45                       2.1385222397e-01 cdv_46                       1.3615680270e+00 cdv_47                       2.5045619753e+00 cdv_48                      -4.0026257014e-01 cdv_49                       1.4477942825e+00 cdv_50                       4.1255743654e+00 cdv_51                       3.3043668195e+00 cdv_52                       5.0285382776e+00 cdv_53                       6.0505649626e+00 cdv_54                       1.0368072752e+00 cdv_55                       3.6129114786e+00 cdv_56                       5.3870771708e+00 cdv_57                      -7.6291740227e-01 cdv_58                       2.3816628533e+00 cdv_59                       9.7941722436e-02 cdv_60                       3.2839389430e+00 cdv_61                      -1.1493587167e+00 cdv_62                       1.0024058026e-01 cdv_63                      -1.2525018081e+00 cdv_64                       1.9295673105e+00 cdv_65                       5.3353812864e+00 cdv_66                      -3.4091714062e+00 cdv_67                       1.3834101678e+00 cdv_68                       3.9801121383e-01 cdv_69                      -1.4833157523e+00 cdv_70                       3.8621103970e+00 cdv_71                       1.3223241473e+00 cdv_72                       2.0644895051e+00 cdv_73                      -2.0209396758e+00 cdv_74                      -1.1787045230e+00 cdv_75                       1.6347485926e+00 cdv_76                       3.6730937788e+00 cdv_77                       6.0582078156e+00 cdv_78                       1.9965646541e+00 cdv_79                      -2.6725339584e+00 cdv_80                       1.5718832050e+00 cdv_81                       2.5196994051e+00 cdv_82                       4.9695595492e-01 cdv_83                      -6.1307854917e-01 cdv_84                      -2.4320137990e+00 cdv_85                       3.3863603883e+00 cdv_86                      -1.9193852055e+00 cdv_87                      -3.2906684691e+00 cdv_88                       2.9199797666e-02 cdv_89                       7.8836157311e-01 cdv_90                       3.9783969912e+00 cdv_91                       1.4270824213e+00 cdv_92                      -5.0435248496e-01 cdv_93                      -1.9377260679e+00 cdv_94                       6.2448586086e+00 cdv_95                      -7.7585009252e-01 cdv_96 <<<<< Best objective function  =                       1.0034845209e+04 <<<<< Best constraint values   =                       4.4905846768e+00                       6.3826739373e+00 <<<<< Best data captured at function evaluation 6144 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -1.6490714348e-01 cdv_1                       2.5021752250e-01 cdv_2                       6.0279682070e+00 cdv_3                      -1.2835899991e+00 cdv_4                      -3.0714601709e+00 cdv_5                      -3.4568207606e+00 cdv_6                      -7.7739217653e-01 cdv_7                      -5.1615290640e-01 cdv_8                      -2.8386892483e+00 cdv_9                       2.6309178858e+00 cdv_10                       3.8335377434e+00 cdv_11                      -1.6221200781e+00 cdv_12                      -2.4848240977e+00 cdv_13                      -3.0221712333e+00 cdv_14                      -2.1761039830e+00 cdv_15                      -9.8219365610e-02 cdv_16                       9.1514930784e-01 cdv_17                      -2.2823893832e+00 cdv_18                       2.8683714471e+00 cdv_19                       1.4796727854e+00 cdv_20                      -2.7025939530e+00 cdv_21                       5.6217526488e-01 cdv_22                       4.3353948891e+00 cdv_23                      -1.5754732386e-01 cdv_24                      -8.2602140761e-01 cdv_25                       4.4045924919e+00 cdv_26                       1.6709919132e+00 cdv_27                      -1.7026969347e+00 cdv_28                      -3.4271611485e+00 cdv_29                      -3.0373678654e-01 cdv_30                      -1.8478250687e+00 cdv_31                      -2.0032288833e+00 cdv_32                      -3.0369498197e+00 cdv_33                      -9.5329594328e-01 cdv_34                       1.8843156884e+00 cdv_35                      -1.5682511438e+00 cdv_36                      -1.0319918536e+00 cdv_37                       2.6231878229e+00 cdv_38                       4.2929882706e+00 cdv_39                       2.7700731429e-01 cdv_40                       2.5415265760e+00 cdv_41                       6.0156369737e+00 cdv_42                       6.0511002773e+00 cdv_43                       2.9200942229e+00 cdv_44                      -1.3142973671e+00 cdv_45                      -3.2524344588e+00 cdv_46                      -1.2814733080e+00 cdv_47                       5.5823129706e+00 cdv_48                      -1.9456283133e+00 cdv_49                       5.9722549540e+00 cdv_50                       9.0257111282e-01 cdv_51                      -9.8975141373e-01 cdv_52                      -3.6794428247e+00 cdv_53                       2.4891651304e+00 cdv_54                       1.8374880388e+00 cdv_55                       3.8605007768e+00 cdv_56                       3.3875962355e-01 cdv_57                       1.8703146272e+00 cdv_58                       4.8873522091e+00 cdv_59                      -9.7558961274e-01 cdv_60                      -3.4468928696e+00 cdv_61                       3.9445068184e+00 cdv_62                       5.4046017142e+00 cdv_63                       2.3039069571e+00 cdv_64                       4.9687753799e+00 cdv_65                       2.2038980074e+00 cdv_66                       2.2420957961e+00 cdv_67                       1.3218353838e+00 cdv_68                       3.4095244995e+00 cdv_69                      -3.3328656417e+00 cdv_70                       5.5055952291e-03 cdv_71                      -2.1872029002e+00 cdv_72                       5.4424231849e+00 cdv_73                      -2.0690731084e+00 cdv_74                       3.4691879426e+00 cdv_75                      -2.1577761137e+00 cdv_76                       4.6026159121e-01 cdv_77                       1.8761585545e+00 cdv_78                       3.8096233938e+00 cdv_79                       5.8378156032e+00 cdv_80                      -5.0894890141e-01 cdv_81                      -2.8890848436e-01 cdv_82                       4.0595134600e+00 cdv_83                       4.6925425134e+00 cdv_84                      -1.5840741540e+00 cdv_85                      -3.5880606466e+00 cdv_86                      -3.0171520031e+00 cdv_87                       1.0013983815e+00 cdv_88                       5.6334933712e+00 cdv_89                       3.8716296778e+00 cdv_90                       1.2324433300e+00 cdv_91                      -1.3667559103e+00 cdv_92                       3.5315471454e-01 cdv_93                       1.2403863098e+00 cdv_94                      -2.7454635124e-01 cdv_95                       4.1231025532e+00 cdv_96 <<<<< Best objective function  =                       1.1969541726e+04 <<<<< Best constraint values   =                      -9.7914395280e-02                       1.4506238031e-01 <<<<< Best data captured at function evaluation 7394 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       1.0553301294e+00 cdv_1                      -6.3444418192e-02 cdv_2                       3.4599561522e+00 cdv_3                       4.3004542889e+00 cdv_4                      -1.0271624767e+00 cdv_5                      -4.2877647637e+00 cdv_6                       3.4981230832e+00 cdv_7                       2.2047289297e+00 cdv_8                      -2.1338064409e+00 cdv_9                      -1.6044793096e+00 cdv_10                       4.4420368917e+00 cdv_11                      -4.6397212867e+00 cdv_12                       3.6396441354e+00 cdv_13                       1.2268208855e+00 cdv_14                      -8.8440964969e-01 cdv_15                      -3.2116631230e+00 cdv_16                      -4.4050559698e+00 cdv_17                      -2.6830202129e+00 cdv_18                       7.9733598570e-01 cdv_19                       2.2592745073e+00 cdv_20                      -9.0419148095e-01 cdv_21                       8.3226230306e-01 cdv_22                      -3.7185573028e+00 cdv_23                      -3.1557182833e+00 cdv_24                       2.0846815974e-01 cdv_25                       1.4695566342e-01 cdv_26                       2.9604134738e+00 cdv_27                       3.2104956203e+00 cdv_28                       1.2980451769e-02 cdv_29                      -9.9206686136e-02 cdv_30                       4.3602242847e+00 cdv_31                      -9.8915098022e-01 cdv_32                       4.4945528644e+00 cdv_33                       2.4273591534e+00 cdv_34                       4.7502009257e+00 cdv_35                       2.0978867878e+00 cdv_36                       1.0122044472e+00 cdv_37                      -3.1376734934e+00 cdv_38                      -3.5868382754e+00 cdv_39                      -1.5179241694e+00 cdv_40                       2.6252058047e+00 cdv_41                      -3.8906112042e-01 cdv_42                      -1.7818351534e+00 cdv_43                       1.5690063879e+00 cdv_44                      -2.8243167471e-01 cdv_45                       3.0992748602e+00 cdv_46                      -4.9742011218e+00 cdv_47                      -1.1742009561e+00 cdv_48                       3.3467854195e+00 cdv_49                       2.5565215700e+00 cdv_50                      -2.9851165944e+00 cdv_51                       2.3295274410e+00 cdv_52                       3.9015761332e+00 cdv_53                      -4.4741268305e+00 cdv_54                       3.0914443147e-01 cdv_55                      -7.3904297421e-01 cdv_56                      -4.5397084785e+00 cdv_57                      -9.2700946669e-01 cdv_58                       1.8019170007e+00 cdv_59                      -2.7434420350e+00 cdv_60                       1.3542018258e+00 cdv_61                      -1.6834438814e+00 cdv_62                      -1.1870783915e+00 cdv_63                      -2.5252581729e-01 cdv_64                      -1.5261483827e+00 cdv_65                      -2.4221682843e+00 cdv_66                      -9.2535673961e-01 cdv_67                       3.8515815876e+00 cdv_68                       5.8478220511e-01 cdv_69                       4.7746133574e+00 cdv_70                      -5.8760601591e-01 cdv_71                      -4.8193060758e+00 cdv_72                       3.2217601266e+00 cdv_73                       1.2832871534e+00 cdv_74                      -3.1398353397e+00 cdv_75                      -1.8963452635e+00 cdv_76                      -4.3938314061e+00 cdv_77                      -1.8275790916e+00 cdv_78                      -4.4750778850e+00 cdv_79                       1.7746507297e+00 cdv_80                      -4.8534361648e+00 cdv_81                      -4.9132533252e+00 cdv_82                      -1.7555149549e+00 cdv_83                       7.7356851146e-01 cdv_84                      -3.5707283989e+00 cdv_85                      -2.4316452133e-03 cdv_86                      -2.9035106427e+00 cdv_87                      -2.0846430211e+00 cdv_88                      -7.7455294590e-01 cdv_89                      -4.3136717333e+00 cdv_90                      -2.1941782718e+00 cdv_91                      -2.1058169635e+00 cdv_92                       3.9619982182e+00 cdv_93                       2.6763409749e+00 cdv_94                       1.2838602159e+00 cdv_95                       4.9667031591e+00 cdv_96 <<<<< Best objective function  =                       1.8078468481e+04 <<<<< Best constraint values   =                       1.1454438910e+00                      -5.2363987048e-01 <<<<< Best data captured at function evaluation 7681 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -4.7744473781e+00 cdv_1                       4.6163120840e+00 cdv_2                       2.7947157944e+00 cdv_3                      -3.8915992714e+00 cdv_4                      -2.0876252090e+00 cdv_5                      -1.1435024230e+00 cdv_6                      -1.0666193892e+00 cdv_7                      -2.9933492843e+00 cdv_8                      -4.7454157113e+00 cdv_9                      -2.5619066136e+00 cdv_10                      -5.4585836721e-01 cdv_11                      -4.8017234076e-02 cdv_12                      -4.0176920636e+00 cdv_13                       1.7303240204e-01 cdv_14                      -2.1688954277e+00 cdv_15                       2.8087015125e+00 cdv_16                      -4.3829827113e-01 cdv_17                      -2.3203141762e+00 cdv_18                      -2.4096890256e-01 cdv_19                       2.5429888330e+00 cdv_20                      -1.6086721331e+00 cdv_21                      -3.9544177872e+00 cdv_22                      -1.6798308142e+00 cdv_23                       4.7617271100e+00 cdv_24                      -1.5083836938e+00 cdv_25                       8.8009099117e-01 cdv_26                      -3.3590753356e+00 cdv_27                       3.8197493708e+00 cdv_28                       2.1762690054e+00 cdv_29                      -4.3640309551e+00 cdv_30                      -1.6488530619e+00 cdv_31                      -2.2284479180e+00 cdv_32                      -5.7987035078e-01 cdv_33                       4.4484574988e-01 cdv_34                       9.2530619722e-01 cdv_35                       4.7059591693e+00 cdv_36                      -7.3312807886e-01 cdv_37                       1.7214901382e+00 cdv_38                       2.0970478882e+00 cdv_39                      -3.6618145761e+00 cdv_40                      -4.4362958884e+00 cdv_41                       2.1585000776e+00 cdv_42                      -2.1740311963e+00 cdv_43                      -2.2022545158e+00 cdv_44                      -1.1800771949e+00 cdv_45                      -5.2599127608e-01 cdv_46                       3.1637866946e+00 cdv_47                       1.9573609704e+00 cdv_48                      -8.4508801364e-01 cdv_49                       2.0110421437e+00 cdv_50                      -9.1704599385e-01 cdv_51                       3.9181933245e+00 cdv_52                      -2.5764322781e+00 cdv_53                       3.5978164937e+00 cdv_54                      -3.7092692065e+00 cdv_55                       3.7378623702e+00 cdv_56                      -3.2973224124e+00 cdv_57                      -3.7159167452e+00 cdv_58                       2.9336594868e+00 cdv_59                       3.4027886072e-01 cdv_60                       8.4204695721e-01 cdv_61                       3.3515855660e+00 cdv_62                       4.3483870525e+00 cdv_63                       2.8627771242e+00 cdv_64                      -3.5792476051e+00 cdv_65                      -8.3091841904e-01 cdv_66                      -3.1509884274e+00 cdv_67                       1.9837027968e+00 cdv_68                      -3.6105062167e+00 cdv_69                       2.9519323386e-01 cdv_70                       3.4173619497e-01 cdv_71                       1.0536702751e+00 cdv_72                       4.8182247136e+00 cdv_73                      -3.8466369902e+00 cdv_74                       2.2897751575e-02 cdv_75                       6.5868520547e-01 cdv_76                      -4.6741026436e+00 cdv_77                       1.8853701721e+00 cdv_78                       3.6596435123e+00 cdv_79                      -3.8927188819e+00 cdv_80                      -7.7010254182e-01 cdv_81                       3.6741486353e-01 cdv_82                       5.0830946430e-01 cdv_83                      -1.6470976096e-01 cdv_84                       2.5705354390e+00 cdv_85                      -2.6842102024e+00 cdv_86                       4.0016677559e+00 cdv_87                      -9.4037464374e-01 cdv_88                      -8.4315321117e-01 cdv_89                       1.3894173745e+00 cdv_90                       1.0711271646e+00 cdv_91                      -4.0421922096e+00 cdv_92                       2.5369739298e+00 cdv_93                       3.0026478412e+00 cdv_94                      -3.6802572661e+00 cdv_95                       4.0245425315e-01 cdv_96 <<<<< Best objective function  =                       1.5508022341e+04 <<<<< Best constraint values   =                       2.0487191724e+01                       2.3697560946e+01 <<<<< Best data captured at function evaluation 9217 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       2.3210895832e+00 cdv_1                      -2.4860202053e+00 cdv_2                       3.6640436823e+00 cdv_3                       3.1530596994e+00 cdv_4                      -2.5893941259e+00 cdv_5                       4.7338669050e+00 cdv_6                      -4.3508385437e+00 cdv_7                      -4.2153127754e-01 cdv_8                      -1.5196891613e+00 cdv_9                      -3.5225224229e+00 cdv_10                      -4.1893986610e+00 cdv_11                      -1.4424238879e+00 cdv_12                      -1.9852607499e+00 cdv_13                      -2.2081557216e+00 cdv_14                       6.1406493216e-01 cdv_15                       2.2819566550e+00 cdv_16                      -1.4629697983e+00 cdv_17                       9.5062641174e-01 cdv_18                      -4.4604166067e+00 cdv_19                       1.8914126804e+00 cdv_20                       8.4127653778e-01 cdv_21                       5.4311761184e+00 cdv_22                       3.3855879274e+00 cdv_23                       1.1057050917e+00 cdv_24                      -5.5172369389e-01 cdv_25                       1.8293448572e+00 cdv_26                      -1.4249118309e+00 cdv_27                       2.8479293289e+00 cdv_28                      -3.3056887002e+00 cdv_29                      -4.9074045483e-02 cdv_30                      -3.2980009475e+00 cdv_31                       1.6037888165e+00 cdv_32                       2.7272846525e+00 cdv_33                      -2.5759115842e+00 cdv_34                      -4.4034023197e-01 cdv_35                       3.7612226727e+00 cdv_36                       7.4309528718e-01 cdv_37                      -3.2456508119e+00 cdv_38                      -1.4060178927e+00 cdv_39                       2.4743456293e+00 cdv_40                      -3.4914131499e+00 cdv_41                      -5.1496608406e-01 cdv_42                       1.7549992568e-01 cdv_43                      -2.4484696344e+00 cdv_44                      -7.8034072232e-01 cdv_45                      -2.6114909385e+00 cdv_46                       3.4197394547e+00 cdv_47                       4.2069233536e+00 cdv_48                       5.3262691728e+00 cdv_49                      -1.8720413687e+00 cdv_50                       2.6181064660e+00 cdv_51                       2.6148929357e-01 cdv_52                      -2.0830306267e-02 cdv_53                       1.2826086349e+00 cdv_54                      -3.2944967104e+00 cdv_55                       2.9196722086e+00 cdv_56                       5.2164819131e+00 cdv_57                       2.7314714012e+00 cdv_58                      -4.3974985452e+00 cdv_59                      -4.4220004930e-01 cdv_60                       3.7725601655e+00 cdv_61                       1.8060685976e+00 cdv_62                      -2.2160873265e+00 cdv_63                      -3.1661589819e+00 cdv_64                      -2.5247339363e+00 cdv_65                       3.9785219884e+00 cdv_66                       3.1877902178e+00 cdv_67                       1.5393716445e+00 cdv_68                       8.1504217543e-01 cdv_69                       3.3456761646e+00 cdv_70                      -2.0694262921e+00 cdv_71                       1.0196848692e+00 cdv_72                      -3.9270450982e-01 cdv_73                      -4.0471312595e+00 cdv_74                       1.7199467871e+00 cdv_75                       5.2873643076e+00 cdv_76                      -3.4051288110e+00 cdv_77                       3.7886017528e+00 cdv_78                       6.1969010951e-02 cdv_79                      -1.8730651395e+00 cdv_80                      -1.9605224606e+00 cdv_81                       2.1420143048e+00 cdv_82                      -2.2674920198e+00 cdv_83                      -1.0071828099e+00 cdv_84                      -1.2765745080e-01 cdv_85                       3.4759236416e+00 cdv_86                       1.0199166002e+00 cdv_87                       4.7876203271e+00 cdv_88                      -3.1757628188e+00 cdv_89                       3.6392531040e+00 cdv_90                      -1.5455985855e+00 cdv_91                       1.6736451186e+00 cdv_92                      -2.8772338019e+00 cdv_93                      -2.3006097783e+00 cdv_94                       4.4559786192e+00 cdv_95                       3.5281838518e+00 cdv_96 <<<<< Best objective function  =                       1.2044504691e+04 <<<<< Best constraint values   =                       6.6304669557e+00                       5.0197516694e+00 <<<<< Best data captured at function evaluation 11278 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       3.4446397787e+00 cdv_1                       2.2948802363e+00 cdv_2                      -3.7572551297e+00 cdv_3                      -1.6133196851e+00 cdv_4                       3.3398259510e+00 cdv_5                       1.5647598283e+00 cdv_6                       4.7505299592e+00 cdv_7                      -7.2410099189e-02 cdv_8                       1.9853004167e+00 cdv_9                       1.7388752488e+00 cdv_10                       1.6407262915e+00 cdv_11                       7.4288038062e-01 cdv_12                       1.3708590958e+00 cdv_13                      -3.3408294364e-01 cdv_14                       2.1043236543e+00 cdv_15                      -3.5288559089e-01 cdv_16                      -4.5976512386e+00 cdv_17                      -6.7265279290e-01 cdv_18                       1.2445682371e+00 cdv_19                      -1.4940841523e+00 cdv_20                       2.9048058427e+00 cdv_21                       3.0357793364e+00 cdv_22                       4.3882234981e+00 cdv_23                      -4.2223384062e+00 cdv_24                       1.8623590473e+00 cdv_25                       2.2464192952e+00 cdv_26                       2.7868482853e+00 cdv_27                      -4.2728200912e+00 cdv_28                      -6.7814915654e-01 cdv_29                       2.3546662123e+00 cdv_30                      -3.4301269313e+00 cdv_31                      -1.2681699912e+00 cdv_32                      -3.5412523614e-01 cdv_33                       3.4533475102e+00 cdv_34                      -3.5741367480e+00 cdv_35                      -1.3906127054e+00 cdv_36                      -4.1612573744e-01 cdv_37                       7.8417807003e-01 cdv_38                      -3.2484323277e+00 cdv_39                      -3.6173960388e-01 cdv_40                       2.9379455818e+00 cdv_41                      -3.0422326906e+00 cdv_42                      -1.0175384560e+00 cdv_43                       9.9286075846e-01 cdv_44                       6.3350684669e-01 cdv_45                       1.0150503625e+00 cdv_46                       4.6984968616e+00 cdv_47                       1.4518245481e+00 cdv_48                      -2.3466704926e+00 cdv_49                       9.1287921280e-01 cdv_50                       1.1312766640e+00 cdv_51                      -3.1587116391e+00 cdv_52                       4.6271044945e-01 cdv_53                      -1.2855986955e+00 cdv_54                       4.0513244264e+00 cdv_55                      -2.0133327147e+00 cdv_56                      -2.6888175190e+00 cdv_57                       4.1508161764e+00 cdv_58                       6.5557572244e-01 cdv_59                       2.2486156099e+00 cdv_60                       2.9085125070e+00 cdv_61                       4.2134152759e+00 cdv_62                       4.6866394814e+00 cdv_63                       2.1767491243e+00 cdv_64                       1.5167280603e+00 cdv_65                      -2.7558585338e+00 cdv_66                      -4.5478705517e+00 cdv_67                       2.7839710183e+00 cdv_68                      -4.8191579230e+00 cdv_69                      -1.2625882221e+00 cdv_70                      -1.6630205773e+00 cdv_71                       4.0938062753e+00 cdv_72                       3.7840275461e+00 cdv_73                      -1.0457413820e+00 cdv_74                      -2.3397693566e-01 cdv_75                       3.7674530445e+00 cdv_76                       3.5318033186e+00 cdv_77                      -3.9302791479e+00 cdv_78                      -1.3240132876e+00 cdv_79                       2.3915387767e+00 cdv_80                       3.3963192819e+00 cdv_81                      -4.3452956001e+00 cdv_82                       3.5347344920e+00 cdv_83                       2.3899438084e+00 cdv_84                       3.5601104581e-01 cdv_85                       1.3424683233e+00 cdv_86                      -3.7325026545e-02 cdv_87                      -4.2789389760e+00 cdv_88                      -4.8756416612e+00 cdv_89                      -3.8516727409e+00 cdv_90                      -7.7032736318e-01 cdv_91                       3.5800381869e+00 cdv_92                       2.7848046428e-01 cdv_93                       4.2303691884e+00 cdv_94                       4.5024961355e+00 cdv_95                       2.4875080617e+00 cdv_96 <<<<< Best objective function  =                       1.3532898330e+04 <<<<< Best constraint values   =                       1.0718103087e+01                       3.5441554098e+00 <<<<< Best data captured at function evaluation 12289 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       2.7828028290e+00 cdv_1                      -2.9479532311e+00 cdv_2                      -2.4032076054e+00 cdv_3                       1.8918567749e+00 cdv_4                       2.2272369263e+00 cdv_5                      -2.5041631766e-01 cdv_6                      -2.0375169412e+00 cdv_7                      -4.5445428923e+00 cdv_8                       3.0282097740e+00 cdv_9                       3.6710214858e+00 cdv_10                       2.3660391934e+00 cdv_11                      -1.9482859893e+00 cdv_12                      -1.1621952704e+00 cdv_13                       3.1142078890e+00 cdv_14                       3.9200751800e+00 cdv_15                      -2.2725587233e+00 cdv_16                      -3.5617781354e+00 cdv_17                       3.0848691244e+00 cdv_18                      -1.9534392642e+00 cdv_19                      -5.9410935630e-01 cdv_20                       4.5197860691e+00 cdv_21                       3.9743734876e+00 cdv_22                       5.9300656272e-01 cdv_23                       4.1530825398e+00 cdv_24                       1.4130688213e+00 cdv_25                      -3.3867795244e+00 cdv_26                       2.0330117385e+00 cdv_27                      -4.4201434082e+00 cdv_28                       1.4620817372e+00 cdv_29                      -1.9149551336e+00 cdv_30                      -1.5471192148e+00 cdv_31                      -2.3068130501e+00 cdv_32                       4.2417849653e+00 cdv_33                       1.3988545864e+00 cdv_34                       4.1915949593e+00 cdv_35                      -4.4378233936e+00 cdv_36                      -3.4895771586e+00 cdv_37                       7.6181755320e-01 cdv_38                       4.0746659196e+00 cdv_39                      -1.3961525861e+00 cdv_40                       1.3390958072e+00 cdv_41                      -1.5365694938e+00 cdv_42                      -2.6321873898e+00 cdv_43                       5.0726631735e+00 cdv_44                       4.8629298875e+00 cdv_45                      -3.1630104541e+00 cdv_46                      -1.3375297162e-02 cdv_47                      -2.6678090919e+00 cdv_48                       2.5248749073e-02 cdv_49                       3.4988718898e+00 cdv_50                      -2.4217092798e+00 cdv_51                       6.0122352255e-01 cdv_52                      -3.2792203787e+00 cdv_53                      -1.3580646718e+00 cdv_54                      -1.2976825103e+00 cdv_55                      -9.4250833881e-01 cdv_56                      -2.0320257900e+00 cdv_57                       3.1283991292e+00 cdv_58                      -1.3962637330e+00 cdv_59                       4.3005394371e+00 cdv_60                       4.3285979496e+00 cdv_61                      -3.5329791589e+00 cdv_62                      -3.6589524124e+00 cdv_63                      -3.9997768407e-01 cdv_64                       4.6032858555e+00 cdv_65                       1.7778681734e+00 cdv_66                      -3.4003475625e+00 cdv_67                       3.7471254758e+00 cdv_68                      -1.8028554680e+00 cdv_69                      -4.4332050835e+00 cdv_70                       3.2877550528e+00 cdv_71                      -3.6490516467e+00 cdv_72                      -3.1125689696e+00 cdv_73                      -2.2284968603e+00 cdv_74                      -1.1533164228e+00 cdv_75                      -3.9064815414e+00 cdv_76                       2.3914155469e+00 cdv_77                       2.5519777910e+00 cdv_78                       2.4558206320e+00 cdv_79                      -2.0752788779e+00 cdv_80                       3.0294529647e+00 cdv_81                      -2.3495967941e+00 cdv_82                       5.2775909811e-01 cdv_83                      -2.1974886154e+00 cdv_84                      -2.8271349768e+00 cdv_85                       1.3766251803e+00 cdv_86                       6.1208683422e-01 cdv_87                       3.9436134637e+00 cdv_88                       5.2885455575e+00 cdv_89                       1.1037610668e+00 cdv_90                      -3.3108548627e+00 cdv_91                       2.0471403507e+00 cdv_92                       1.5858362806e+00 cdv_93                      -3.9441820960e+00 cdv_94                      -1.3151443287e+00 cdv_95                      -4.4024556144e+00 cdv_96 <<<<< Best objective function  =                       1.4635085492e+04 <<<<< Best constraint values   =                       9.2179682009e+00                       7.2990268381e+00 <<<<< Best data captured at function evaluation 14275 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -2.9970304075e+00 cdv_1                       2.8309428714e+00 cdv_2                       5.7796816129e+00 cdv_3                      -3.6338114423e+00 cdv_4                       2.6889594940e+00 cdv_5                      -2.1917587691e-01 cdv_6                      -2.7946728448e-01 cdv_7                      -8.4557982095e-01 cdv_8                       1.3274482071e+00 cdv_9                       3.3932742846e-01 cdv_10                       2.2244121663e+00 cdv_11                       4.7654842833e+00 cdv_12                      -2.9437658109e+00 cdv_13                       2.8492330478e+00 cdv_14                      -6.3687957340e-01 cdv_15                       5.6793057712e+00 cdv_16                       1.5525113586e-01 cdv_17                      -5.0631650832e-01 cdv_18                       3.2936979986e+00 cdv_19                       2.2357576795e+00 cdv_20                      -7.0417001020e-01 cdv_21                       5.8454107286e-02 cdv_22                      -3.5525664026e+00 cdv_23                      -3.6816050974e+00 cdv_24                      -3.1209161326e+00 cdv_25                      -3.3353723280e+00 cdv_26                       5.7719645340e+00 cdv_27                       5.8797148070e+00 cdv_28                       5.2264239285e+00 cdv_29                      -1.7100487794e+00 cdv_30                       1.1837814389e+00 cdv_31                       1.8548332589e+00 cdv_32                       2.0860373102e+00 cdv_33                       9.9620928288e-01 cdv_34                      -9.7718971775e-02 cdv_35                       5.0674997597e+00 cdv_36                       5.3027104450e+00 cdv_37                       2.2495973079e+00 cdv_38                      -2.9591250296e+00 cdv_39                       2.0137305535e+00 cdv_40                       3.2868560714e+00 cdv_41                       5.1331801733e+00 cdv_42                       3.2467123570e+00 cdv_43                       2.1101792615e+00 cdv_44                      -1.2007378280e+00 cdv_45                       4.7883907090e+00 cdv_46                       2.6874926584e+00 cdv_47                      -1.3922436415e+00 cdv_48                       5.2323472529e+00 cdv_49                      -5.0712863955e-01 cdv_50                      -3.0764097440e+00 cdv_51                       2.8422514621e+00 cdv_52                       2.4947857638e-01 cdv_53                       3.9192272631e+00 cdv_54                       3.7018153148e+00 cdv_55                       5.1771138942e+00 cdv_56                      -3.7558266865e-01 cdv_57                      -5.3469099940e-01 cdv_58                       3.8246775122e+00 cdv_59                       4.5949590693e+00 cdv_60                       8.2628479401e-01 cdv_61                       5.3193917450e+00 cdv_62                       1.4920271860e+00 cdv_63                      -3.3059915586e+00 cdv_64                      -1.0464333173e+00 cdv_65                      -2.0927885425e+00 cdv_66                      -9.6563491448e-01 cdv_67                      -2.4878369844e+00 cdv_68                       5.3860656651e+00 cdv_69                       2.1170552301e+00 cdv_70                       5.1857298990e+00 cdv_71                       3.5629228315e+00 cdv_72                      -1.0332082556e+00 cdv_73                       1.5803332875e+00 cdv_74                       5.9886694882e+00 cdv_75                       4.2611107340e+00 cdv_76                       9.3261055540e-01 cdv_77                       9.8086336743e-01 cdv_78                      -1.9683808517e+00 cdv_79                       2.3676424784e+00 cdv_80                       2.2889964614e+00 cdv_81                       1.7623589007e+00 cdv_82                       3.1422828187e+00 cdv_83                       2.3627871618e+00 cdv_84                       5.9630792199e+00 cdv_85                      -2.4172666215e+00 cdv_86                       5.7920641303e-01 cdv_87                       3.3986424848e+00 cdv_88                       1.1448922774e+00 cdv_89                       6.0722640324e+00 cdv_90                      -2.3648238118e+00 cdv_91                      -5.6024389236e-01 cdv_92                      -9.6034294908e-01 cdv_93                       2.7355925614e+00 cdv_94                       9.7081431962e-01 cdv_95                      -2.2260183049e+00 cdv_96 <<<<< Best objective function  =                       1.2290948817e+04 <<<<< Best constraint values   =                       7.5667198280e+00                       9.5127527449e+00 <<<<< Best data captured at function evaluation 16646 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       3.3085621020e+00 cdv_1                       3.0614183864e+00 cdv_2                       2.3206810302e-01 cdv_3                      -4.3636184596e+00 cdv_4                      -2.6948542140e+00 cdv_5                      -1.7754759882e+00 cdv_6                       1.0903436985e+00 cdv_7                      -1.3454515543e+00 cdv_8                       4.3734590426e-01 cdv_9                       2.6333578808e+00 cdv_10                       3.8680838811e+00 cdv_11                       2.4402510247e+00 cdv_12                      -2.0376826433e-01 cdv_13                      -3.5762348749e+00 cdv_14                      -1.4731848830e+00 cdv_15                       4.6470779027e+00 cdv_16                       1.0866023888e+00 cdv_17                       2.4523915463e+00 cdv_18                       4.8886363621e+00 cdv_19                      -3.8779799832e+00 cdv_20                       4.8174513038e+00 cdv_21                      -1.6965325685e+00 cdv_22                       8.1508138042e-01 cdv_23                      -1.5641251715e-02 cdv_24                       4.6130981641e+00 cdv_25                      -2.6819073960e+00 cdv_26                       3.4973139093e+00 cdv_27                      -1.4133332995e+00 cdv_28                      -2.7465872125e+00 cdv_29                       4.9071574239e+00 cdv_30                       2.9194688531e-01 cdv_31                       2.8951864489e+00 cdv_32                      -4.8341315334e+00 cdv_33                      -7.2625154688e-01 cdv_34                       4.0948280560e-01 cdv_35                       4.4699933154e+00 cdv_36                      -1.2115402371e+00 cdv_37                       4.5082249761e+00 cdv_38                      -4.1022498498e+00 cdv_39                      -4.9188826780e+00 cdv_40                      -2.8411868372e+00 cdv_41                      -2.8909314573e+00 cdv_42                       2.5471980398e+00 cdv_43                      -1.1285767964e+00 cdv_44                       2.1177492044e+00 cdv_45                       2.2142744315e+00 cdv_46                      -2.2385684111e+00 cdv_47                      -2.3591451718e+00 cdv_48                      -1.5495323005e+00 cdv_49                      -5.2922205864e-01 cdv_50                      -7.7261700023e-01 cdv_51                      -4.7943579980e+00 cdv_52                       2.7086055641e+00 cdv_53                       1.6150549377e+00 cdv_54                       9.2181298523e-01 cdv_55                      -8.9882426565e-01 cdv_56                      -3.5045289921e+00 cdv_57                       1.0620204634e+00 cdv_58                      -3.9817850170e+00 cdv_59                       4.1800665637e+00 cdv_60                      -4.1952819621e+00 cdv_61                      -1.2901736287e+00 cdv_62                      -3.3632180615e-01 cdv_63                       3.0445432515e+00 cdv_64                       2.5983590843e+00 cdv_65                      -1.4547765256e+00 cdv_66                       4.9418040337e+00 cdv_67                       1.3766104555e+00 cdv_68                       9.1038282718e-01 cdv_69                      -3.7043021691e+00 cdv_70                      -1.7100399312e+00 cdv_71                       4.5461243384e+00 cdv_72                      -4.7919665400e+00 cdv_73                       3.2936988854e+00 cdv_74                      -4.0317983404e+00 cdv_75                      -3.1823153488e+00 cdv_76                       4.2744329414e+00 cdv_77                      -4.1848205881e+00 cdv_78                       1.4452570467e+00 cdv_79                      -1.0844207924e+00 cdv_80                      -3.0700794044e+00 cdv_81                       2.7891500760e+00 cdv_82                       4.3373381752e+00 cdv_83                       1.3082961668e-01 cdv_84                      -4.0076897790e-01 cdv_85                       3.8424018761e+00 cdv_86                      -2.2434557575e+00 cdv_87                      -2.6513844302e+00 cdv_88                       2.4368406124e+00 cdv_89                      -3.3790382900e+00 cdv_90                       3.0011765451e+00 cdv_91                      -3.5048260326e+00 cdv_92                       1.3672468077e+00 cdv_93                       6.2034700328e-01 cdv_94                      -4.7619705926e+00 cdv_95                      -3.3217607658e-01 cdv_96 <<<<< Best objective function  =                       1.7655597363e+04 <<<<< Best constraint values   =                       9.4158739898e+00                       7.7180014853e+00 <<<<< Best data captured at function evaluation 16897 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -4.9536661124e-01 cdv_1                      -2.6858179479e+00 cdv_2                      -3.0070701400e+00 cdv_3                       5.2080266577e+00 cdv_4                      -2.5050395061e+00 cdv_5                       3.9899393537e+00 cdv_6                       2.0471328585e+00 cdv_7                       1.8566500974e+00 cdv_8                       6.3527353155e+00 cdv_9                      -2.7435205352e+00 cdv_10                       4.7767298006e+00 cdv_11                       4.6615332488e-02 cdv_12                       2.7798984348e+00 cdv_13                       3.7118630860e+00 cdv_14                       4.4250834643e+00 cdv_15                       3.0858093316e+00 cdv_16                      -1.3277745497e+00 cdv_17                       4.7069738811e+00 cdv_18                       4.7254196194e+00 cdv_19                      -2.4221148124e-01 cdv_20                       9.0480458073e-01 cdv_21                      -2.0565088860e+00 cdv_22                       3.9247321608e+00 cdv_23                       2.8098609676e+00 cdv_24                      -3.1355674474e+00 cdv_25                      -1.2998709315e-01 cdv_26                       9.6122924030e-01 cdv_27                       5.0974067569e+00 cdv_28                       3.2278788236e+00 cdv_29                      -2.0102151241e+00 cdv_30                       3.5462784437e+00 cdv_31                       6.5193667990e+00 cdv_32                       4.3945292452e-01 cdv_33                       1.5677649669e+00 cdv_34                       3.2075778088e+00 cdv_35                       1.9074799295e+00 cdv_36                      -2.1281237327e+00 cdv_37                       1.0665866653e+00 cdv_38                       9.0045096260e-03 cdv_39                       6.1262924416e+00 cdv_40                      -3.1398548717e+00 cdv_41                       6.0813301243e+00 cdv_42                       4.6076589449e+00 cdv_43                      -2.0446909680e+00 cdv_44                       4.8091655326e+00 cdv_45                      -1.3187525728e+00 cdv_46                       1.0510455414e-01 cdv_47                       8.4700410899e-01 cdv_48                      -2.7996919766e+00 cdv_49                       2.1011126722e+00 cdv_50                       2.9422808192e+00 cdv_51                      -1.9594078877e+00 cdv_52                       3.0803598645e+00 cdv_53                      -2.4723580278e+00 cdv_54                       4.7111565824e-01 cdv_55                       1.4019591483e+00 cdv_56                       5.8422727608e+00 cdv_57                       6.3387035851e+00 cdv_58                       3.3263772488e-01 cdv_59                      -2.7649914870e+00 cdv_60                       1.4829292289e+00 cdv_61                      -2.0497447468e+00 cdv_62                       3.5973742504e+00 cdv_63                      -3.4207259437e-03 cdv_64                       2.0216636847e+00 cdv_65                      -3.0446310203e-01 cdv_66                       1.8045894627e+00 cdv_67                       6.1825544209e+00 cdv_68                      -2.7613073699e+00 cdv_69                       6.0229730605e+00 cdv_70                      -2.1778405636e+00 cdv_71                       1.7831307540e+00 cdv_72                      -2.7425153570e+00 cdv_73                      -9.3682854256e-02 cdv_74                      -2.7379405862e+00 cdv_75                       4.2160632754e+00 cdv_76                       5.2323217741e-01 cdv_77                       2.9868193363e-01 cdv_78                      -8.0927989761e-01 cdv_79                      -3.3090133205e+00 cdv_80                       4.6101028148e+00 cdv_81                      -2.0145427361e+00 cdv_82                       1.3821230216e-01 cdv_83                      -2.2761690804e+00 cdv_84                       4.7636684175e+00 cdv_85                       1.8448434573e+00 cdv_86                       5.2608823380e+00 cdv_87                       1.5626957882e+00 cdv_88                       2.3772730410e+00 cdv_89                       5.3355393674e-01 cdv_90                       6.4306953713e+00 cdv_91                       5.3061632725e+00 cdv_92                       3.9198417213e+00 cdv_93                       2.4696938536e+00 cdv_94                       3.2711572300e-01 cdv_95                      -2.9266832152e+00 cdv_96 <<<<< Best objective function  =                       1.4054221831e+04 <<<<< Best constraint values   =                       1.5882970535e+00                       7.4613013551e+00 <<<<< Best data captured at function evaluation 19968 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       8.0372351212e-01 cdv_1                      -6.3652588860e-01 cdv_2                      -4.9473237679e+00 cdv_3                       1.0931762420e-02 cdv_4                      -1.9027059289e+00 cdv_5                      -3.5203247296e+00 cdv_6                       2.1904351207e+00 cdv_7                      -4.1607308863e+00 cdv_8                      -4.5261742205e+00 cdv_9                       8.3126633088e-01 cdv_10                      -2.3537752770e+00 cdv_11                       2.5299575254e+00 cdv_12                       2.3642873766e+00 cdv_13                      -4.9895232563e-01 cdv_14                       9.9971938122e-01 cdv_15                      -9.8718158687e-01 cdv_16                       2.3207039529e+00 cdv_17                      -3.0985238635e+00 cdv_18                       3.3345262269e+00 cdv_19                      -2.1864367262e+00 cdv_20                       1.1801259734e+00 cdv_21                       4.3829446962e+00 cdv_22                      -4.4547417693e+00 cdv_23                      -2.6759110923e+00 cdv_24                       3.9031682900e+00 cdv_25                       3.3993670692e+00 cdv_26                      -3.9757420021e+00 cdv_27                       4.5483170996e+00 cdv_28                       4.3459309784e+00 cdv_29                      -2.0395536320e+00 cdv_30                       2.9259980094e+00 cdv_31                       2.2288629675e+00 cdv_32                       2.0484597355e+00 cdv_33                       2.9316184876e+00 cdv_34                      -2.7984221632e+00 cdv_35                      -1.1040969959e+00 cdv_36                      -4.5611633680e+00 cdv_37                       3.5696338330e+00 cdv_38                       4.0152655406e+00 cdv_39                       3.7640967637e+00 cdv_40                       4.2798093100e+00 cdv_41                       1.7637329922e+00 cdv_42                       1.3576405954e+00 cdv_43                      -1.6746280860e+00 cdv_44                       3.5444789388e+00 cdv_45                       2.6503406958e+00 cdv_46                       4.3626169786e+00 cdv_47                      -2.6700868368e-01 cdv_48                      -4.6364176037e+00 cdv_49                      -9.0479759034e-01 cdv_50                       2.9742557711e-01 cdv_51                       2.8654441725e+00 cdv_52                       1.2105409230e+00 cdv_53                      -3.6130382909e+00 cdv_54                       1.2592519390e+00 cdv_55                      -2.8897971202e+00 cdv_56                      -7.0903951292e-01 cdv_57                       3.0357247411e+00 cdv_58                       4.0838912141e+00 cdv_59                      -1.8761316187e+00 cdv_60                       2.2378485355e+00 cdv_61                       3.0097860283e+00 cdv_62                       9.0806670060e-01 cdv_63                       1.6825727146e+00 cdv_64                      -9.2372896984e-01 cdv_65                       3.0660238700e+00 cdv_66                       1.6109908540e+00 cdv_67                       3.7147085329e+00 cdv_68                      -1.8339626093e-01 cdv_69                       3.0845377780e+00 cdv_70                      -4.9254636167e+00 cdv_71                      -2.6305985751e+00 cdv_72                      -3.2963952837e+00 cdv_73                       4.1434975925e+00 cdv_74                       3.4248872381e+00 cdv_75                      -4.8625836973e-01 cdv_76                       1.1747201022e-01 cdv_77                      -2.3811797652e+00 cdv_78                      -4.0353199101e+00 cdv_79                       7.1988963037e-01 cdv_80                       4.8143888763e+00 cdv_81                      -1.7948043414e+00 cdv_82                      -4.4490478125e+00 cdv_83                      -1.0978463794e+00 cdv_84                       4.3929325353e+00 cdv_85                      -1.4246499087e+00 cdv_86                       3.0601810057e+00 cdv_87                       1.8951579841e+00 cdv_88                       3.8617207959e+00 cdv_89                      -2.3185392503e+00 cdv_90                      -1.2835064955e+00 cdv_91                      -4.3707310476e+00 cdv_92                       3.4490742519e+00 cdv_93                      -2.1349369413e+00 cdv_94                       2.0531257917e+00 cdv_95                      -4.0290184324e+00 cdv_96 <<<<< Best objective function  =                       1.5864233478e+04 <<<<< Best constraint values   =                       9.6423442823e-01                       3.3034507946e-03 <<<<< Best data captured at function evaluation 19969 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -2.0961005236e+00 cdv_1                       2.6852956230e+00 cdv_2                      -3.5846019543e+00 cdv_3                       2.1851557134e+00 cdv_4                      -1.5579769231e+00 cdv_5                      -3.1454097368e+00 cdv_6                      -3.1266865192e+00 cdv_7                      -3.4134940584e+00 cdv_8                      -3.1018616228e+00 cdv_9                      -2.1244184233e+00 cdv_10                       3.4912691947e+00 cdv_11                       2.0310568372e+00 cdv_12                       2.7741268652e+00 cdv_13                      -1.2615367351e+00 cdv_14                       4.4435105416e+00 cdv_15                      -1.8493372752e+00 cdv_16                      -2.4825933081e+00 cdv_17                      -5.8666925373e-02 cdv_18                       2.2216044567e+00 cdv_19                      -1.3461759324e-01 cdv_20                       3.4072220699e+00 cdv_21                       2.6137949830e+00 cdv_22                      -2.6749678351e+00 cdv_23                       1.2192319981e+00 cdv_24                       3.0919063680e+00 cdv_25                       2.7316369369e+00 cdv_26                      -8.9050663994e-01 cdv_27                      -2.3504835815e-01 cdv_28                       4.9005812429e+00 cdv_29                       9.4488722379e-01 cdv_30                      -2.8700726324e+00 cdv_31                       1.3381293813e+00 cdv_32                      -2.8304453389e+00 cdv_33                      -1.4506582606e+00 cdv_34                       3.9038375204e+00 cdv_35                       9.3826197680e-01 cdv_36                       2.7846457366e+00 cdv_37                      -4.6646933869e+00 cdv_38                       1.8587140234e+00 cdv_39                       4.5020578636e+00 cdv_40                      -2.4730247859e+00 cdv_41                      -7.6748545214e-01 cdv_42                      -4.0360906200e+00 cdv_43                       3.5396751909e+00 cdv_44                      -2.0717104397e+00 cdv_45                      -4.0651854949e+00 cdv_46                      -1.2020421687e+00 cdv_47                      -3.8139763353e+00 cdv_48                       3.1184830577e+00 cdv_49                       1.4104980316e+00 cdv_50                      -4.8892314860e+00 cdv_51                      -5.1119788113e-01 cdv_52                      -4.1546302958e+00 cdv_53                       4.1188900708e+00 cdv_54                       4.5750893388e+00 cdv_55                      -3.8077821429e+00 cdv_56                       8.7147667383e-01 cdv_57                       4.5272806433e+00 cdv_58                       4.9447241515e+00 cdv_59                       4.7817924705e+00 cdv_60                       4.7672447603e-01 cdv_61                       8.9109596593e-01 cdv_62                      -2.4635631137e+00 cdv_63                       2.0006906988e-01 cdv_64                      -4.0843320359e+00 cdv_65                       2.1488596904e+00 cdv_66                      -7.4302387453e-01 cdv_67                      -2.0824498305e+00 cdv_68                      -5.4124122495e-01 cdv_69                      -5.7163066221e-01 cdv_70                      -4.1291746338e+00 cdv_71                       3.2587620243e+00 cdv_72                      -3.8045087429e+00 cdv_73                      -9.7872542974e-02 cdv_74                      -1.0693770256e+00 cdv_75                       2.2922526568e+00 cdv_76                       1.1292922505e+00 cdv_77                       1.2659579673e+00 cdv_78                       2.2451106468e+00 cdv_79                       3.9875700224e+00 cdv_80                      -2.6986647873e+00 cdv_81                       4.8842246548e+00 cdv_82                       2.2754671686e+00 cdv_83                      -4.2857076956e+00 cdv_84                      -1.0827505989e+00 cdv_85                       4.3472121264e+00 cdv_86                       1.2226488123e+00 cdv_87                       3.7977796844e+00 cdv_88                      -3.9051312799e+00 cdv_89                       4.5065559544e+00 cdv_90                      -8.7620526096e-01 cdv_91                      -1.4104676773e+00 cdv_92                      -3.9157967281e+00 cdv_93                       7.7270232141e-02 cdv_94                       1.1347118418e+00 cdv_95                      -2.6752256034e+00 cdv_96 <<<<< Best objective function  =                       1.5303394070e+04 <<<<< Best constraint values   =                       3.0509895935e+00                       8.2588628446e+00 <<<<< Best data captured at function evaluation 21505 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -1.6873548118e-01 cdv_1                       1.1164827867e+00 cdv_2                      -2.9506019556e+00 cdv_3                       4.0475379802e+00 cdv_4                       4.6294468022e+00 cdv_5                       3.6917667157e-01 cdv_6                      -3.7622967492e-01 cdv_7                      -4.7480081645e-01 cdv_8                      -3.4981698911e+00 cdv_9                       4.7155124706e+00 cdv_10                      -1.8940860664e+00 cdv_11                       4.8167979555e+00 cdv_12                      -7.5287418799e-01 cdv_13                       2.0038230642e+00 cdv_14                      -8.0901880399e-01 cdv_15                       3.0921186092e+00 cdv_16                       1.8321134469e+00 cdv_17                       4.2376182638e+00 cdv_18                       2.5637284017e+00 cdv_19                      -4.3519574004e-01 cdv_20                       1.9459962922e+00 cdv_21                       1.7376397082e+00 cdv_22                      -3.8551893200e+00 cdv_23                       2.0332865343e+00 cdv_24                      -3.0393868889e+00 cdv_25                       4.3654652198e+00 cdv_26                      -4.2011600093e+00 cdv_27                       2.5993252003e+00 cdv_28                       3.7175561673e+00 cdv_29                      -4.8771575144e+00 cdv_30                      -4.3331034179e+00 cdv_31                       3.6575184814e+00 cdv_32                       3.0247845616e+00 cdv_33                       4.9627662430e+00 cdv_34                      -4.3953298440e+00 cdv_35                       1.4135108257e+00 cdv_36                      -1.9956314864e+00 cdv_37                      -1.0243955372e+00 cdv_38                       2.7575212929e+00 cdv_39                      -3.2780973026e+00 cdv_40                       2.3199883764e+00 cdv_41                      -4.6060571341e+00 cdv_42                      -4.7633193535e+00 cdv_43                      -1.0379402607e-01 cdv_44                      -8.3052082055e-01 cdv_45                       1.9174145481e+00 cdv_46                      -3.0906856863e+00 cdv_47                      -4.3117191716e+00 cdv_48                       1.2377807168e+00 cdv_49                      -2.8931019596e+00 cdv_50                      -2.4957347559e+00 cdv_51                       4.7133525771e+00 cdv_52                       1.8027518056e+00 cdv_53                      -5.4471908380e-01 cdv_54                      -4.7361346060e+00 cdv_55                       4.8010370645e+00 cdv_56                       2.0167185258e+00 cdv_57                       3.7133717479e+00 cdv_58                      -1.6231153879e+00 cdv_59                       3.5748426451e+00 cdv_60                      -8.4113479505e-01 cdv_61                       7.3229922564e-01 cdv_62                       3.3234265477e+00 cdv_63                       7.4524208185e-01 cdv_64                      -1.9049299047e+00 cdv_65                       4.3717992733e+00 cdv_66                       7.6636166215e-01 cdv_67                       4.9451522238e-01 cdv_68                      -2.8960167923e+00 cdv_69                      -4.0689770933e+00 cdv_70                      -3.2011459167e+00 cdv_71                       1.7132256817e+00 cdv_72                       1.9108026909e-01 cdv_73                       1.9461596432e+00 cdv_74                       1.7624774274e+00 cdv_75                      -2.0788169146e-01 cdv_76                       3.7805191349e+00 cdv_77                      -1.4085400534e+00 cdv_78                       4.0205124145e+00 cdv_79                      -3.0891780316e+00 cdv_80                      -3.6797664925e+00 cdv_81                      -2.2764562920e-01 cdv_82                      -3.3839548157e+00 cdv_83                      -1.6753964368e+00 cdv_84                       1.5956043916e+00 cdv_85                      -6.4062341388e-01 cdv_86                      -8.7519543604e-01 cdv_87                      -3.6850912896e+00 cdv_88                       8.7701663530e-02 cdv_89                      -3.2675811303e-01 cdv_90                       4.5059782240e+00 cdv_91                       2.3566878142e+00 cdv_92                      -7.3117624182e-01 cdv_93                      -4.2315166240e-01 cdv_94                       6.8549551186e-01 cdv_95                      -3.2343209670e+00 cdv_96 <<<<< Best objective function  =                       1.5903980253e+04 <<<<< Best constraint values   =                      -5.2976973074e-01                       1.3309015536e+00 <<<<< Best data captured at function evaluation 23041 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       1.6056050412e+00 cdv_1                      -1.3072820782e+00 cdv_2                       9.2082529911e-01 cdv_3                      -3.3157516759e+00 cdv_4                      -4.8659006602e+00 cdv_5                       3.4010968137e+00 cdv_6                       1.5748117909e+00 cdv_7                      -2.7567237664e+00 cdv_8                      -1.3899522534e+00 cdv_9                       4.4539257707e+00 cdv_10                       2.3636382029e+00 cdv_11                      -3.3475477974e+00 cdv_12                      -3.1439868206e+00 cdv_13                       3.7495666754e+00 cdv_14                       1.6056107837e+00 cdv_15                      -2.2502336806e+00 cdv_16                       1.6399883848e+00 cdv_17                       1.5754740410e+00 cdv_18                       4.0010515684e+00 cdv_19                       3.9111019208e+00 cdv_20                       1.5322618633e+00 cdv_21                       3.8218982816e+00 cdv_22                       1.1070528595e+00 cdv_23                      -2.2551636483e+00 cdv_24                       2.4911867213e+00 cdv_25                      -4.4186416216e+00 cdv_26                       9.5073949148e-01 cdv_27                      -3.5746899431e+00 cdv_28                       3.2510021208e+00 cdv_29                       1.7409831509e-01 cdv_30                       3.7894088464e+00 cdv_31                      -1.9396306842e+00 cdv_32                       2.8669346791e+00 cdv_33                       1.9092724787e+00 cdv_34                      -7.6685328366e-01 cdv_35                       3.6344191633e+00 cdv_36                      -4.8779434749e+00 cdv_37                       3.9481582694e+00 cdv_38                       4.5780336299e+00 cdv_39                      -2.6973755615e+00 cdv_40                       3.3389026306e+00 cdv_41                       1.4401782939e+00 cdv_42                      -2.5645612475e+00 cdv_43                       2.3847240387e+00 cdv_44                      -4.7811305533e+00 cdv_45                       6.9931496691e-01 cdv_46                       9.5725524530e-01 cdv_47                       5.3949936080e-01 cdv_48                      -4.1377526194e+00 cdv_49                       4.4434745010e+00 cdv_50                       4.8671927208e+00 cdv_51                      -1.7851269929e+00 cdv_52                      -1.9871266579e+00 cdv_53                      -4.7303071123e+00 cdv_54                       4.8370168104e+00 cdv_55                      -3.5625532369e+00 cdv_56                       3.3535223026e+00 cdv_57                      -6.4150817634e-02 cdv_58                      -1.3141433456e-01 cdv_59                      -3.3040991325e-01 cdv_60                       4.9976349474e+00 cdv_61                       4.7879129156e+00 cdv_62                       2.1371082741e+00 cdv_63                      -7.7932023531e-01 cdv_64                       2.2856232314e+00 cdv_65                       2.5890943515e+00 cdv_66                      -1.9156898226e-01 cdv_67                      -1.4597236786e+00 cdv_68                       4.1843094910e+00 cdv_69                      -2.0815475212e+00 cdv_70                      -3.7521999261e-01 cdv_71                      -3.0966067732e+00 cdv_72                      -2.9024532843e+00 cdv_73                       4.6238956629e+00 cdv_74                       1.2818282655e+00 cdv_75                       1.8495795738e+00 cdv_76                       4.9651029810e+00 cdv_77                      -3.0347637247e+00 cdv_78                      -4.8604066977e+00 cdv_79                      -6.8349873909e-01 cdv_80                       6.4967130078e-01 cdv_81                       3.8685734929e+00 cdv_82                       4.1657743655e+00 cdv_83                       1.3585540814e+00 cdv_84                      -1.5555914417e+00 cdv_85                      -1.1621705178e+00 cdv_86                       1.7021278161e+00 cdv_87                      -3.7922423066e+00 cdv_88                       2.5934275979e+00 cdv_89                      -2.9157491056e+00 cdv_90                       4.7024014377e-01 cdv_91                       2.6336341890e+00 cdv_92                       1.7320702343e+00 cdv_93                      -1.2048013134e+00 cdv_94                      -2.4749121202e+00 cdv_95                      -1.8342466480e+00 cdv_96 <<<<< Best objective function  =                       1.4902437866e+04 <<<<< Best constraint values   =                       3.2316085873e+00                       9.0618391139e-01 <<<<< Best data captured at function evaluation 24577 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       4.6625282033e+00 cdv_1                       5.3115610111e-02 cdv_2                       2.2255935249e+00 cdv_3                      -6.0799339321e-01 cdv_4                      -6.0902328832e-01 cdv_5                       3.9778617860e+00 cdv_6                       1.7215195051e+00 cdv_7                       4.1610417041e+00 cdv_8                       4.4113782986e+00 cdv_9                      -1.9753398243e+00 cdv_10                      -2.5300383672e+00 cdv_11                      -3.0264106142e+00 cdv_12                      -1.1213758931e+00 cdv_13                      -2.0972118553e+00 cdv_14                      -2.6089913913e+00 cdv_15                      -4.0011115729e+00 cdv_16                       2.5364305192e+00 cdv_17                       4.9160436669e+00 cdv_18                      -3.1340799102e+00 cdv_19                       4.8751869298e+00 cdv_20                       2.9931099636e+00 cdv_21                       8.5396968042e-01 cdv_22                       1.7979700812e+00 cdv_23                      -8.1197367224e-01 cdv_24                       4.9493601352e-01 cdv_25                      -1.1433203927e+00 cdv_26                      -2.6507738492e+00 cdv_27                      -4.1107549252e+00 cdv_28                      -1.9439822522e+00 cdv_29                      -1.0047497505e+00 cdv_30                      -4.6838461262e+00 cdv_31                      -6.2813394548e-01 cdv_32                      -1.7410406042e+00 cdv_33                      -3.7465049383e+00 cdv_34                       4.3822554785e+00 cdv_35                      -3.8178793459e+00 cdv_36                       2.9655710954e+00 cdv_37                      -2.3307581552e+00 cdv_38                      -3.9930046846e-01 cdv_39                      -2.2812398162e+00 cdv_40                       2.4588231463e-03 cdv_41                      -1.4381488438e+00 cdv_42                      -1.4629886964e+00 cdv_43                      -4.4588871192e+00 cdv_44                      -3.5323163428e+00 cdv_45                      -1.0343271431e+00 cdv_46                       4.1473417418e+00 cdv_47                      -1.9699212955e+00 cdv_48                       2.1750952890e+00 cdv_49                       1.9244153664e-01 cdv_50                      -3.4149779419e+00 cdv_51                       3.5216572938e+00 cdv_52                      -2.1449311481e+00 cdv_53                      -2.3329136907e+00 cdv_54                      -2.8800840672e+00 cdv_55                      -4.4305369546e+00 cdv_56                       3.0773328117e+00 cdv_57                       1.7224537522e+00 cdv_58                       1.2563679628e+00 cdv_59                      -4.0543775595e+00 cdv_60                      -2.3232103504e+00 cdv_61                      -2.3747202843e+00 cdv_62                       7.1693244448e-01 cdv_63                      -2.3077533228e+00 cdv_64                      -2.7072567590e+00 cdv_65                      -4.9072175408e+00 cdv_66                       3.5513797935e+00 cdv_67                      -3.7477789106e+00 cdv_68                       3.2602543378e+00 cdv_69                       2.0144423851e+00 cdv_70                      -4.3738826773e+00 cdv_71                      -1.2360662143e+00 cdv_72                      -1.8394441157e+00 cdv_73                       2.3999012889e+00 cdv_74                      -3.4279156864e+00 cdv_75                      -2.5596751904e+00 cdv_76                       3.2921314101e+00 cdv_77                       2.6697851864e+00 cdv_78                      -1.1122139033e+00 cdv_79                      -1.3272162663e+00 cdv_80                      -1.2536281687e+00 cdv_81                      -2.2772313581e+00 cdv_82                      -4.8407027834e+00 cdv_83                       4.0578515346e+00 cdv_84                       3.7390925547e+00 cdv_85                      -2.4299410344e+00 cdv_86                       2.1358328511e+00 cdv_87                       1.1758454619e+00 cdv_88                      -2.7391550033e+00 cdv_89                       1.1463399312e+00 cdv_90                       2.8956386031e+00 cdv_91                      -4.7877481616e+00 cdv_92                       2.9914728592e+00 cdv_93                      -4.7349687172e+00 cdv_94                       2.7983324461e+00 cdv_95                       5.5285682989e-01 cdv_96 <<<<< Best objective function  =                       1.8142447467e+04 <<<<< Best constraint values   =                       2.1712611442e+01                      -2.3284428336e+00 <<<<< Best data captured at function evaluation 26113 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       3.8278916557e+00 cdv_1                       3.6233242278e+00 cdv_2                      -4.0733267107e-01 cdv_3                      -8.4209293787e-01 cdv_4                       4.2908215779e-01 cdv_5                      -3.7675586016e+00 cdv_6                       4.0109592216e+00 cdv_7                       1.8713092097e+00 cdv_8                       1.5272066184e+00 cdv_9                       1.0660498052e+00 cdv_10                      -4.0833052061e+00 cdv_11                      -1.2452736591e+00 cdv_12                       3.7596232497e+00 cdv_13                       4.5511079238e+00 cdv_14                       1.7333820069e+00 cdv_15                      -6.1895901192e-01 cdv_16                       1.2914722446e-01 cdv_17                      -4.4324442721e+00 cdv_18                       4.0778628318e-04 cdv_19                       2.9230842940e+00 cdv_20                      -1.4583025302e-01 cdv_21                      -2.4132851892e+00 cdv_22                      -3.3218135737e-01 cdv_23                       4.5557290755e+00 cdv_24                      -2.6926704294e+00 cdv_25                       3.9083415682e+00 cdv_26                       2.2567362107e+00 cdv_27                       2.7611511371e-01 cdv_28                      -1.1464463957e+00 cdv_29                       3.7562443030e+00 cdv_30                       3.5712767349e+00 cdv_31                      -3.7044950551e+00 cdv_32                       1.1478903285e+00 cdv_33                      -4.7387531790e+00 cdv_34                       2.6453897549e+00 cdv_35                       8.1573465335e-01 cdv_36                       4.7081076568e+00 cdv_37                      -4.5223459793e+00 cdv_38                      -1.1391315182e+00 cdv_39                       3.5760838020e+00 cdv_40                      -3.5129597412e+00 cdv_41                       2.7581817684e-01 cdv_42                      -4.3842329898e+00 cdv_43                       4.0360953707e-01 cdv_44                       4.8564919928e+00 cdv_45                      -4.0852154275e-01 cdv_46                       2.4192960907e+00 cdv_47                      -1.6626178497e+00 cdv_48                       1.3501201995e+00 cdv_49                      -4.9311553720e+00 cdv_50                      -1.4522211081e+00 cdv_51                       5.5472001511e-01 cdv_52                       2.4875731237e+00 cdv_53                       3.2546680438e+00 cdv_54                      -1.6528291089e+00 cdv_55                      -3.1275341683e+00 cdv_56                       7.8914059171e-01 cdv_57                       2.2591021853e-01 cdv_58                      -3.7249692976e+00 cdv_59                      -8.1630943256e-01 cdv_60                       4.2485228757e+00 cdv_61                      -5.2725280761e-01 cdv_62                      -4.3129401314e+00 cdv_63                      -3.9321389295e+00 cdv_64                      -4.3575494974e+00 cdv_65                       4.6627605730e+00 cdv_66                       3.3104452978e+00 cdv_67                      -4.6568218325e+00 cdv_68                      -1.8992556891e+00 cdv_69                      -2.6320298969e+00 cdv_70                      -2.3030413585e+00 cdv_71                      -1.8835267525e+00 cdv_72                       1.7685053720e+00 cdv_73                      -4.4238486793e-01 cdv_74                       4.3678096949e+00 cdv_75                      -1.6415223649e+00 cdv_76                      -2.9028277672e+00 cdv_77                       3.8993387981e+00 cdv_78                      -2.8048510584e+00 cdv_79                       4.1954992037e+00 cdv_80                      -3.9445309727e+00 cdv_81                       1.9683293117e+00 cdv_82                       3.3059632954e+00 cdv_83                       2.7953336625e+00 cdv_84                       1.1951931697e+00 cdv_85                       4.2587596816e-01 cdv_86                       2.5922588192e+00 cdv_87                      -5.0680808219e-01 cdv_88                      -3.0596496995e+00 cdv_89                      -3.1588476980e+00 cdv_90                       1.2758261989e+00 cdv_91                       4.8979008808e+00 cdv_92                      -1.4125762673e+00 cdv_93                      -2.0722960138e+00 cdv_94                      -3.8563295428e+00 cdv_95                      -8.3222293741e-01 cdv_96 <<<<< Best objective function  =                       1.6602080092e+04 <<<<< Best constraint values   =                       1.2841092414e+01                       1.1214532632e+01 <<<<< Best data captured at function evaluation 27649 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -1.7310090758e+00 cdv_1                      -8.2975854501e-01 cdv_2                      -5.0328839187e-01 cdv_3                      -9.5197246047e-01 cdv_4                       1.7516659455e+00 cdv_5                      -9.6128823183e-01 cdv_6                      -1.1339757650e+00 cdv_7                       4.9692974605e+00 cdv_8                       3.6953772418e+00 cdv_9                       5.2080356826e+00 cdv_10                       2.3503720400e+00 cdv_11                       4.5876245487e+00 cdv_12                       5.9776422516e+00 cdv_13                       5.4721607453e-01 cdv_14                      -2.7120866180e+00 cdv_15                       2.5282997249e+00 cdv_16                       4.8091484349e+00 cdv_17                       4.9959224161e+00 cdv_18                       5.0086407092e-01 cdv_19                      -1.8690202143e+00 cdv_20                      -2.7224906886e+00 cdv_21                      -1.5854749388e+00 cdv_22                      -6.7706913702e-01 cdv_23                      -3.0095314457e-01 cdv_24                       4.8854476381e+00 cdv_25                       6.3274309742e+00 cdv_26                       6.2360546078e+00 cdv_27                       9.3846123166e-01 cdv_28                       2.8077911975e+00 cdv_29                       2.7981932141e+00 cdv_30                       2.8658284607e+00 cdv_31                      -3.1332820286e+00 cdv_32                       5.0841501852e+00 cdv_33                      -2.8252338822e+00 cdv_34                       4.8501304078e+00 cdv_35                      -4.2786964356e-01 cdv_36                       3.6396525384e+00 cdv_37                       4.0791644353e+00 cdv_38                       3.1638056462e+00 cdv_39                       4.5224388410e+00 cdv_40                       7.5145655667e-02 cdv_41                       4.5770382366e+00 cdv_42                       2.5355435321e+00 cdv_43                      -1.3486868310e+00 cdv_44                       5.5132651966e+00 cdv_45                       5.7615140824e+00 cdv_46                       5.1945765136e+00 cdv_47                       5.4871566906e+00 cdv_48                      -1.3420898868e+00 cdv_49                      -2.1152218132e+00 cdv_50                       5.2930367327e+00 cdv_51                      -2.4569759335e+00 cdv_52                       4.7584597464e+00 cdv_53                       3.7824544785e+00 cdv_54                      -6.1620089619e-01 cdv_55                       5.8371349889e+00 cdv_56                      -4.1323979808e-01 cdv_57                      -2.5018036195e+00 cdv_58                       1.9432674049e+00 cdv_59                       2.9795866646e+00 cdv_60                      -2.3546898550e+00 cdv_61                      -1.4457882972e+00 cdv_62                      -3.1944374083e+00 cdv_63                      -1.7493120833e+00 cdv_64                       8.6006067795e-01 cdv_65                       1.3727086638e+00 cdv_66                       5.7579271461e+00 cdv_67                      -7.7295463081e-01 cdv_68                      -8.7514312912e-02 cdv_69                       1.1783928265e+00 cdv_70                       2.9488481952e+00 cdv_71                       7.7147904691e-01 cdv_72                       4.1285684447e+00 cdv_73                       2.4387328068e+00 cdv_74                       4.6983163952e+00 cdv_75                       5.8761573576e-01 cdv_76                      -9.2407082446e-01 cdv_77                      -3.2971756219e+00 cdv_78                      -1.7869005004e-01 cdv_79                       1.6909681715e+00 cdv_80                       5.5308446946e+00 cdv_81                       3.6627618837e+00 cdv_82                      -2.2916011613e+00 cdv_83                      -3.3544160827e+00 cdv_84                       3.2851553091e+00 cdv_85                       5.1416975771e+00 cdv_86                      -9.5229597116e-02 cdv_87                      -1.7445010375e+00 cdv_88                      -2.6861801360e+00 cdv_89                       1.9184410758e+00 cdv_90                      -1.3500279837e+00 cdv_91                       4.5277162654e+00 cdv_92                       6.4710080647e+00 cdv_93                       3.2278137955e+00 cdv_94                       3.6296215080e+00 cdv_95                       1.8875379023e-01 cdv_96 <<<<< Best objective function  =                       1.3451180517e+04 <<<<< Best constraint values   =                       3.4112716931e+00                       1.5540037809e+00 <<<<< Best data captured at function evaluation 30720 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       3.5900879263e-01 cdv_1                       1.7982894451e+00 cdv_2                      -1.4251808291e+00 cdv_3                       1.9439722378e+00 cdv_4                       4.1543533575e+00 cdv_5                      -3.9259440052e-01 cdv_6                      -4.3010917560e+00 cdv_7                       2.5783208402e+00 cdv_8                       3.2452916598e+00 cdv_9                       2.3385449064e+00 cdv_10                      -1.1113244291e+00 cdv_11                       1.4735315872e+00 cdv_12                      -4.9161385115e+00 cdv_13                       3.2550964903e+00 cdv_14                      -3.8479166337e+00 cdv_15                       4.8938339091e-01 cdv_16                      -3.4371654865e+00 cdv_17                       1.7602046249e+00 cdv_18                      -5.6392556735e-01 cdv_19                      -2.6813067829e+00 cdv_20                      -3.1919886593e+00 cdv_21                      -4.7741962361e+00 cdv_22                      -1.5990286685e+00 cdv_23                       2.3666765458e+00 cdv_24                       2.5936889493e+00 cdv_25                      -2.9230415123e+00 cdv_26                      -4.6073638601e+00 cdv_27                       1.3523274095e+00 cdv_28                       8.2783947660e-01 cdv_29                       4.1896949161e+00 cdv_30                       4.2965314788e-01 cdv_31                       3.6646183638e-01 cdv_32                      -3.3343285256e+00 cdv_33                       1.6199971970e+00 cdv_34                      -3.9796499732e+00 cdv_35                       2.6475560009e+00 cdv_36                       4.4214249799e+00 cdv_37                      -1.5707935404e+00 cdv_38                      -2.5923097661e+00 cdv_39                      -5.6358468001e-01 cdv_40                      -2.7452112311e-02 cdv_41                      -4.5198206190e+00 cdv_42                       8.1974253660e-01 cdv_43                      -7.9884159398e-01 cdv_44                      -4.5429119737e+00 cdv_45                       3.8515591111e-01 cdv_46                      -4.4523556012e+00 cdv_47                       2.8841393991e+00 cdv_48                       4.5394682780e+00 cdv_49                       2.2067348384e+00 cdv_50                      -2.0352059866e+00 cdv_51                      -1.4721416418e+00 cdv_52                      -6.4769020052e-02 cdv_53                       1.9526094276e+00 cdv_54                      -4.5461978853e+00 cdv_55                       1.0818463990e+00 cdv_56                       1.5336380276e+00 cdv_57                      -4.6407502256e+00 cdv_58                      -2.6267162224e+00 cdv_59                       1.0963226440e+00 cdv_60                      -1.9905290985e+00 cdv_61                       2.4123427298e+00 cdv_62                      -7.0265127967e-01 cdv_63                       3.6398048115e+00 cdv_64                       1.1811270840e+00 cdv_65                       5.3068105772e-01 cdv_66                      -3.6435520549e+00 cdv_67                      -9.3754009741e-01 cdv_68                       3.6070818296e+00 cdv_69                       1.5855466199e+00 cdv_70                       5.3029120706e-01 cdv_71                       4.9049517581e+00 cdv_72                      -1.2938743545e+00 cdv_73                      -1.6860418199e+00 cdv_74                      -1.7648932261e+00 cdv_75                       1.5380883052e+00 cdv_76                      -3.1778764697e+00 cdv_77                      -2.5319031154e+00 cdv_78                       3.3036956344e+00 cdv_79                      -3.4184120110e+00 cdv_80                       1.8871127541e+00 cdv_81                      -3.1983649367e+00 cdv_82                      -3.7992812984e-01 cdv_83                       4.9554825322e+00 cdv_84                      -4.4002569154e+00 cdv_85                      -3.8560370884e+00 cdv_86                      -3.9129627770e+00 cdv_87                      -1.5839844374e+00 cdv_88                       2.0022427809e+00 cdv_89                      -4.8982407611e+00 cdv_90                      -4.2086230084e+00 cdv_91                       6.3854384052e-01 cdv_92                      -3.8592653786e-01 cdv_93                       2.1185435338e+00 cdv_94                      -8.0282968479e-01 cdv_95                       4.5161916252e+00 cdv_96 <<<<< Best objective function  =                       1.9309607752e+04 <<<<< Best constraint values   =                      -7.7025740936e-01                       3.0543405320e+00 <<<<< Best data captured at function evaluation 30721 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       4.3043818483e+00 cdv_1                      -4.4706552859e+00 cdv_2                      -2.1215982645e+00 cdv_3                      -1.8650475221e-01 cdv_4                      -1.0565683819e-01 cdv_5                       2.9750637234e+00 cdv_6                      -3.5697820809e+00 cdv_7                       7.1272983060e-01 cdv_8                       1.0157877714e-01 cdv_9                      -5.3739451862e-01 cdv_10                      -4.2219533877e+00 cdv_11                       4.1332532262e+00 cdv_12                       3.7419917042e-01 cdv_13                      -3.7929199914e+00 cdv_14                       4.7558666245e+00 cdv_15                       4.2324479706e+00 cdv_16                      -1.2468350577e+00 cdv_17                       1.3404428683e+00 cdv_18                       4.5267935269e+00 cdv_19                       4.7000079281e+00 cdv_20                       2.5599944419e+00 cdv_21                      -2.7673473683e+00 cdv_22                       4.2983834842e+00 cdv_23                      -3.5952366705e+00 cdv_24                       4.7190467039e+00 cdv_25                      -2.1802934512e+00 cdv_26                      -2.0775265854e+00 cdv_27                       5.8875725119e-01 cdv_28                       2.9425192288e+00 cdv_29                       1.9847273296e+00 cdv_30                       4.8138480156e+00 cdv_31                       3.4196272809e+00 cdv_32                      -3.9413941492e+00 cdv_33                      -9.7289767573e-01 cdv_34                      -2.8915698299e+00 cdv_35                      -4.1392081345e+00 cdv_36                      -2.4315724797e+00 cdv_37                       3.4230089984e+00 cdv_38                      -5.6803559090e-01 cdv_39                       1.2063531276e+00 cdv_40                      -3.0474028175e+00 cdv_41                       8.4241422834e-01 cdv_42                      -3.5570481242e+00 cdv_43                       3.3860740718e+00 cdv_44                       2.5600059549e-01 cdv_45                      -4.4726421090e+00 cdv_46                       1.8504453219e+00 cdv_47                       2.5612997571e+00 cdv_48                       5.1959777670e-02 cdv_49                       4.2806446649e+00 cdv_50                       3.6648881675e+00 cdv_51                      -8.9368265647e-01 cdv_52                       4.6212385245e+00 cdv_53                      -8.7200624714e-01 cdv_54                       2.9366285170e+00 cdv_55                      -2.2931800784e+00 cdv_56                       3.1683718494e-01 cdv_57                      -2.5353691783e+00 cdv_58                      -4.4254417863e+00 cdv_59                      -3.5538718317e+00 cdv_60                       2.1300920682e-01 cdv_61                      -4.7193535621e+00 cdv_62                       3.5861288752e+00 cdv_63                       4.0210350016e+00 cdv_64                      -2.6680610182e-01 cdv_65                      -4.2881060943e+00 cdv_66                       4.2457744924e+00 cdv_67                      -4.1592209512e+00 cdv_68                      -2.8661207035e+00 cdv_69                       3.7270830262e+00 cdv_70                       3.5367776866e+00 cdv_71                       1.5441756618e+00 cdv_72                      -3.7367971291e-02 cdv_73                       4.5364897179e+00 cdv_74                       2.9057931641e+00 cdv_75                       1.0293708539e+00 cdv_76                       2.8169715380e+00 cdv_77                      -3.3305568088e-01 cdv_78                       4.5495239808e+00 cdv_79                       2.9131306544e+00 cdv_80                       2.5607510286e+00 cdv_81                       3.5083226907e+00 cdv_82                      -4.7016592387e-01 cdv_83                       3.2947105886e+00 cdv_84                       9.6730828071e-01 cdv_85                       2.9496054848e+00 cdv_86                      -1.6148111306e+00 cdv_87                      -1.6420308719e+00 cdv_88                       3.5392413323e+00 cdv_89                       4.2100836278e+00 cdv_90                       2.2066507193e+00 cdv_91                       1.8652460954e+00 cdv_92                       4.7184801181e+00 cdv_93                      -1.1604419953e+00 cdv_94                      -4.2363871233e+00 cdv_95                       2.0731756417e+00 cdv_96 <<<<< Best objective function  =                       1.5116607654e+04 <<<<< Best constraint values   =                       2.0763030739e+01                       1.7834567761e+01 <<<<< Best data captured at function evaluation 32394 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                      -1.9113530892e+00 cdv_1                       1.7481927676e+00 cdv_2                       2.5727596521e+00 cdv_3                      -2.5860200791e+00 cdv_4                       5.4401394893e+00 cdv_5                       1.9744326814e+00 cdv_6                       4.5564575470e-01 cdv_7                       2.3089410980e+00 cdv_8                       4.8115436683e+00 cdv_9                      -2.6827132147e+00 cdv_10                      -2.2921477802e+00 cdv_11                       3.6510235300e-01 cdv_12                       1.7794785554e+00 cdv_13                      -2.0802144956e+00 cdv_14                       5.0078930002e+00 cdv_15                       4.4727335148e+00 cdv_16                       4.6972569356e+00 cdv_17                       1.0449357304e+00 cdv_18                      -2.5239009666e+00 cdv_19                      -3.6330013989e+00 cdv_20                       5.3547907577e+00 cdv_21                      -3.5990386711e+00 cdv_22                      -5.0150831816e-02 cdv_23                      -2.8463842758e+00 cdv_24                      -2.4954173574e+00 cdv_25                       8.6386005859e-01 cdv_26                       2.9112173884e+00 cdv_27                      -1.9005372345e-01 cdv_28                      -2.3709172214e+00 cdv_29                       4.5463427735e+00 cdv_30                      -1.2476734852e+00 cdv_31                       7.5498581931e-01 cdv_32                       2.4926224058e+00 cdv_33                       4.7778747930e+00 cdv_34                      -3.6932290672e+00 cdv_35                       2.9362359579e-01 cdv_36                       2.4152034318e+00 cdv_37                       5.7939626726e+00 cdv_38                      -1.1395215250e+00 cdv_39                      -3.1489960276e+00 cdv_40                       1.5684423695e+00 cdv_41                      -3.0800459420e+00 cdv_42                       5.0019541508e+00 cdv_43                       5.3936067256e+00 cdv_44                       2.4532780365e+00 cdv_45                      -1.3917862993e+00 cdv_46                       1.5532096707e+00 cdv_47                       1.2126592218e+00 cdv_48                       2.7306393083e+00 cdv_49                      -3.4088410780e+00 cdv_50                       4.2543788078e+00 cdv_51                       5.2922076022e+00 cdv_52                      -2.2856890231e+00 cdv_53                       1.3293785092e+00 cdv_54                       4.1459709117e+00 cdv_55                       1.1632810533e+00 cdv_56                       3.1304296170e+00 cdv_57                      -4.3448333406e-01 cdv_58                      -2.3484164367e+00 cdv_59                      -2.1764371602e+00 cdv_60                      -1.8907590892e+00 cdv_61                       1.1828987429e+00 cdv_62                       2.5063092908e+00 cdv_63                       5.4407651484e+00 cdv_64                       4.2446071577e+00 cdv_65                       1.2433762131e+00 cdv_66                      -6.5293635077e-01 cdv_67                      -2.1721411283e+00 cdv_68                       5.8149691926e+00 cdv_69                      -1.2620346763e+00 cdv_70                       2.1864505911e+00 cdv_71                      -1.5056191594e+00 cdv_72                       1.3888966010e-01 cdv_73                       4.6047566183e+00 cdv_74                       5.0664246270e+00 cdv_75                      -3.7259696007e+00 cdv_76                       2.4540653499e+00 cdv_77                       1.2510638260e+00 cdv_78                       5.8415392808e+00 cdv_79                      -9.1092794455e-01 cdv_80                      -1.6903605633e-01 cdv_81                       3.9727144399e+00 cdv_82                      -1.1610783473e+00 cdv_83                       2.7997391099e+00 cdv_84                       3.2056577823e+00 cdv_85                      -3.5737411943e+00 cdv_86                       2.4090108728e+00 cdv_87                       4.0234288337e+00 cdv_88                      -1.0929918353e+00 cdv_89                       4.3839815337e+00 cdv_90                       4.9731490254e+00 cdv_91                       1.3253118828e+00 cdv_92                       1.6103769680e+00 cdv_93                      -2.3117367658e+00 cdv_94                      -2.3159706627e+00 cdv_95                       4.5104884896e+00 cdv_96 <<<<< Best objective function  =                       1.1992702993e+04 <<<<< Best constraint values   =                       2.7791742477e+00                       4.0118544975e+00 <<<<< Best data captured at function evaluation 34751 <<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) <<<<< Best parameters          =                       2.7641803539e+00 cdv_1                      -1.7379970078e+00 cdv_2                       7.4830211350e-01 cdv_3                       4.8402343830e+00 cdv_4                       3.3136564879e+00 cdv_5                       4.9469974723e+00 cdv_6                       4.3269410255e+00 cdv_7                       9.1395388396e-01 cdv_8                       3.5778567567e+00 cdv_9                      -1.8851639169e-01 cdv_10                       1.9123696829e-01 cdv_11                       3.6348099073e-01 cdv_12                       4.6163781296e+00 cdv_13                       4.1286864460e+00 cdv_14                      -4.6087133063e+00 cdv_15                       2.1299294607e+00 cdv_16                       4.2849764854e+00 cdv_17                      -1.2595458677e+00 cdv_18                      -1.4669728411e+00 cdv_19                      -4.2965553978e+00 cdv_20                       7.4628923011e-01 cdv_21                      -1.4937569005e+00 cdv_22                      -3.2367947156e+00 cdv_23                       3.7535401567e+00 cdv_24                      -2.4674259380e+00 cdv_25                       1.8967103244e+00 cdv_26                      -1.4791223298e+00 cdv_27                      -1.8380397163e+00 cdv_28                      -3.6234905367e+00 cdv_29                       7.5802832871e-01 cdv_30                      -6.2807949066e-01 cdv_31                       4.4110255094e+00 cdv_32                       4.8875969946e+00 cdv_33                      -2.5362042414e+00 cdv_34                       1.3968758557e+00 cdv_35                      -3.4018500916e+00 cdv_36                      -1.6078512409e+00 cdv_37                      -3.3531822692e+00 cdv_38                       4.1816208706e-01 cdv_39                       2.6002834495e+00 cdv_40                      -5.2397991870e-01 cdv_41                       3.5006577685e+00 cdv_42                      -5.2532922797e-01 cdv_43                       2.7992796088e+00 cdv_44                       1.7896468993e+00 cdv_45                       1.3450353646e+00 cdv_46                       9.1340636427e-02 cdv_47                       3.1127231945e+00 cdv_48                       2.9800334916e-01 cdv_49                      -1.4263884010e+00 cdv_50                      -4.0464124606e+00 cdv_51                       1.0336540349e+00 cdv_52                       1.8087857354e-01 cdv_53                      -3.0324078139e+00 cdv_54                       3.3907977730e+00 cdv_55                      -4.6885199684e+00 cdv_56                      -4.6116761364e+00 cdv_57                      -4.5799290416e+00 cdv_58                      -7.2388641497e-01 cdv_59                      -4.9312376208e+00 cdv_60                      -3.0820665692e+00 cdv_61                      -4.2381995465e+00 cdv_62                      -3.0982694454e+00 cdv_63                       1.5730831931e+00 cdv_64                       1.7286514565e+00 cdv_65                       1.9821868460e+00 cdv_66                       2.2590302875e+00 cdv_67                       4.3566940027e+00 cdv_68                      -3.8330478585e+00 cdv_69                      -9.2401767741e-01 cdv_70                       3.0490458694e+00 cdv_71                       3.4682772425e+00 cdv_72                       1.3197985328e+00 cdv_73                      -4.8232295506e+00 cdv_74                      -4.4359543972e-01 cdv_75                       4.5271192322e+00 cdv_76                      -1.8696780961e+00 cdv_77                       3.3738551755e+00 cdv_78                       9.0788515440e-01 cdv_79                       3.1490051134e+00 cdv_80                       4.2001591534e+00 cdv_81                      -7.9512275367e-01 cdv_82                       4.8320700953e+00 cdv_83                       4.1958509701e+00 cdv_84                      -1.8549164143e+00 cdv_85                       4.9210820816e+00 cdv_86                      -4.8720923943e+00 cdv_87                       1.5519423598e+00 cdv_88                       3.0187918117e+00 cdv_89                       2.2473989821e+00 cdv_90                       3.6111815561e-01 cdv_91                      -5.9371791916e-01 cdv_92                      -2.7355812155e+00 cdv_93                       4.8792226684e+00 cdv_94                       2.6953712377e-01 cdv_95                       8.9434740657e-01 cdv_96 <<<<< Best objective function  =                       1.6565134480e+04 <<<<< Best constraint values   =                       8.5096915330e+00                       1.6385434222e+00 <<<<< Best data captured at function evaluation 35329 <<<<< Results summary:    set_id          cdv_1          cdv_2          cdv_3          cdv_4          cdv_5          cdv_6          cdv_7          cdv_8          cdv_9         cdv_10         cdv_11         cdv_12         cdv_13         cdv_14         cdv_15         cdv_16         cdv_17         cdv_18         cdv_19         cdv_20         cdv_21         cdv_22         cdv_23         cdv_24         cdv_25         cdv_26         cdv_27         cdv_28         cdv_29         cdv_30         cdv_31         cdv_32         cdv_33         cdv_34         cdv_35         cdv_36         cdv_37         cdv_38         cdv_39         cdv_40         cdv_41         cdv_42         cdv_43         cdv_44         cdv_45         cdv_46         cdv_47         cdv_48         cdv_49         cdv_50         cdv_51         cdv_52         cdv_53         cdv_54         cdv_55         cdv_56         cdv_57         cdv_58         cdv_59         cdv_60         cdv_61         cdv_62         cdv_63         cdv_64         cdv_65         cdv_66         cdv_67         cdv_68         cdv_69         cdv_70         cdv_71         cdv_72         cdv_73         cdv_74         cdv_75         cdv_76         cdv_77         cdv_78         cdv_79         cdv_80         cdv_81         cdv_82         cdv_83         cdv_84         cdv_85         cdv_86         cdv_87         cdv_88         cdv_89         cdv_90         cdv_91         cdv_92         cdv_93         cdv_94         cdv_95         cdv_96         cdv_1*         cdv_2*         cdv_3*         cdv_4*         cdv_5*         cdv_6*         cdv_7*         cdv_8*         cdv_9*        cdv_10*        cdv_11*        cdv_12*        cdv_13*        cdv_14*        cdv_15*        cdv_16*        cdv_17*        cdv_18*        cdv_19*        cdv_20*        cdv_21*        cdv_22*        cdv_23*        cdv_24*        cdv_25*        cdv_26*        cdv_27*        cdv_28*        cdv_29*        cdv_30*        cdv_31*        cdv_32*        cdv_33*        cdv_34*        cdv_35*        cdv_36*        cdv_37*        cdv_38*        cdv_39*        cdv_40*        cdv_41*        cdv_42*        cdv_43*        cdv_44*        cdv_45*        cdv_46*        cdv_47*        cdv_48*        cdv_49*        cdv_50*        cdv_51*        cdv_52*        cdv_53*        cdv_54*        cdv_55*        cdv_56*        cdv_57*        cdv_58*        cdv_59*        cdv_60*        cdv_61*        cdv_62*        cdv_63*        cdv_64*        cdv_65*        cdv_66*        cdv_67*        cdv_68*        cdv_69*        cdv_70*        cdv_71*        cdv_72*        cdv_73*        cdv_74*        cdv_75*        cdv_76*        cdv_77*        cdv_78*        cdv_79*        cdv_80*        cdv_81*        cdv_82*        cdv_83*        cdv_84*        cdv_85*        cdv_86*        cdv_87*        cdv_88*        cdv_89*        cdv_90*        cdv_91*        cdv_92*        cdv_93*        cdv_94*        cdv_95*        cdv_96*         obj_fn nln_ineq_con_1 nln_ineq_con_2          1   -4.025650064     3.97465823  -0.8831809604   -1.855457834    1.061216636   -2.835621002    3.233527075    4.881268134    1.198332364   -3.210920605   -1.616630388   -4.467791682    1.968575941   -4.594634206   0.6980140019  0.04502530996   -3.172934787   -3.782130265   -1.828345677   -3.007152591   -3.374173918  0.09278703879  -0.5511287854  -0.9889586289  -0.3128729173  -0.6541342358  -0.2491913029   -2.566598133   -4.375624841    2.939967552   -1.075868728    1.784037635   -2.289685556    4.208743119   -1.931045736    1.702284091    -3.07499268    2.095053498  0.05659952401  0.05984240687    4.772554869    2.681940702   0.1044912088    -4.66610531    2.530645649    4.956543986   -1.790229792    4.978554477   0.4472799324    3.550290546    1.738212704   -2.815786019   -4.477599061    4.724216321    -3.08954951    1.290105081    2.834675047    1.264828896    4.382765663     1.69375105    -1.45270511   -1.096394384   -3.573388459    4.966929879     4.97305929   -3.241608261    2.042045698   -2.871160282    1.339184144    1.182562681    4.464887974    -4.20226675     2.45728246     2.88095599   -2.189245122   -2.296499382   -3.717276795   -3.658112152   0.3342814855    1.308978205    1.280572453   -3.904808477    1.138318383   -3.016115515   -2.328678359   -3.244877566    4.602842753    2.612274071    1.418605871   -2.008655584    3.678269867   -3.072462437   -4.843716135    4.145179504    3.595414807    4.123048581   -4.025650064     3.97465823  -0.8831809604   -1.855457834    1.061216636   -2.835621002    3.233527075    4.881268134    1.198332364   -3.210920605   -1.616630388   -4.467791682    1.968575941   -4.594634206   0.6980140019  0.04502530996   -3.172934787   -3.782130265   -1.828345677   -3.007152591   -3.374173918  0.09278703879  -0.5511287854  -0.9889586289  -0.3128729173  -0.6541342358  -0.2491913029   -2.566598133   -4.375624841    2.939967552   -1.075868728    1.784037635   -2.289685556    4.208743119   -1.931045736    1.702284091    -3.07499268    2.095053498  0.05659952401  0.05984240687    4.772554869    2.681940702   0.1044912088    -4.66610531    2.530645649    4.956543986   -1.790229792    4.978554477   0.4472799324    3.550290546    1.738212704   -2.815786019   -4.477599061    4.724216321    -3.08954951    1.290105081    2.834675047    1.264828896    4.382765663     1.69375105    -1.45270511   -1.096394384   -3.573388459    4.966929879     4.97305929   -3.241608261    2.042045698   -2.871160282    1.339184144    1.182562681    4.464887974    -4.20226675     2.45728246     2.88095599   -2.189245122   -2.296499382   -3.717276795   -3.658112152   0.3342814855    1.308978205    1.280572453   -3.904808477    1.138318383   -3.016115515   -2.328678359   -3.244877566    4.602842753    2.612274071    1.418605871   -2.008655584    3.678269867   -3.072462437   -4.843716135    4.145179504    3.595414807    4.123048581    17123.44292    14.21852933    17.81073308          2  -0.7274436012    4.316519167   -0.571326516    1.120422303   -3.677514775   0.7798492875   -4.166405917    4.397437183   -1.181570429   0.2169965872 -0.04573019095    4.230608607   -2.123581186   -1.787619163    2.964983641   -4.672414493   0.5330971295   -4.685661443   -4.373795474    0.615861197   -2.342951033    1.440378059     3.53438609    2.754143161   -4.074855511   0.4321895874   -2.945577647   0.9937586069   -2.401328052   -3.750770701    2.859347099   -3.957185995   -1.562955791    2.889720919 -0.04663462401   -2.374768073    3.705717277 -0.08105710653    1.048817757    2.234642847   -1.870354819   -3.568217879     4.51027154    3.959124855   -3.924909462    4.045652699     -3.8864576   -3.633960767    2.836527952   -4.130995861    4.304753745   -4.287473006    4.869581343   -2.703618238    1.865752213    3.132328102   -3.842127493    -3.12684257    2.401413015    2.645293816    3.666194886    2.044638906    2.763320041   -4.518101377   -4.902186865   -1.205446292   -1.939007588    2.206711271    2.807877418    4.146430403     1.81462528   -1.524342928    3.411858064   0.8039166307   0.6552927659   -3.887088291   -1.574834841    4.682628599   -0.341653489    3.662112279  -0.2805649917   -1.038057999    1.362278525   -0.716966209    3.817360583    2.232676247   -3.069060785    4.864695542    0.676246642   -1.519442449   -3.275493461   -1.212543551   -2.992280697   -3.779847462    2.975428026    1.549225226  -0.7274436012    4.316519167   -0.571326516    1.120422303   -3.677514775   0.7798492875   -4.166405917    4.397437183   -1.181570429   0.2169965872 -0.04573019095    4.230608607   -2.123581186   -1.787619163    2.964983641   -4.672414493   0.5330971295   -4.685661443   -4.373795474    0.615861197   -2.342951033    1.440378059     3.53438609    2.754143161   -4.074855511   0.4321895874   -2.945577647   0.9937586069   -2.401328052   -3.750770701    2.859347099   -3.957185995   -1.562955791    2.889720919 -0.04663462401   -2.374768073    3.705717277 -0.08105710653    1.048817757    2.234642847   -1.870354819   -3.568217879     4.51027154    3.959124855   -3.924909462    4.045652699     -3.8864576   -3.633960767    2.836527952   -4.130995861    4.304753745   -4.287473006    4.869581343   -2.703618238    1.865752213    3.132328102   -3.842127493    -3.12684257    2.401413015    2.645293816    3.666194886    2.044638906    2.763320041   -4.518101377   -4.902186865   -1.205446292   -1.939007588    2.206711271    2.807877418    4.146430403     1.81462528   -1.524342928    3.411858064   0.8039166307   0.6552927659   -3.887088291   -1.574834841    4.682628599   -0.341653489    3.662112279  -0.2805649917   -1.038057999    1.362278525   -0.716966209    3.817360583    2.232676247   -3.069060785    4.864695542    0.676246642   -1.519442449   -3.275493461   -1.212543551   -2.992280697   -3.779847462    2.975428026    1.549225226    17709.04985    -1.62908539    18.99605952          3   -1.057467672   -2.817364113    3.875600413   0.6583350645    2.710333274    1.787958392   0.4030645359   -4.517177939  -0.4480697252    3.908385012    4.949540238   0.9363556097    2.933537312    4.621624857  -0.2552553538    -3.56968196    4.583833472    3.927040184   -2.632939153    1.750125253   -4.877407109  -0.3104931326    4.903204901  0.06343663486  -0.7969497464   -1.822488469    3.982077355    2.061235631  -0.2938768333    2.822796014     1.06642436   -4.242769624   -3.032049034   -1.668258601    2.324222952 -0.07637437365    1.968170345   -2.538213432   -4.669141235    1.443752323    3.758476552    1.032984571    3.388544079   -1.547730025   -3.164616722   -2.083152643   -3.542354752   -4.956673892   -3.618573668   -3.096583051   0.5431733259    3.209987841   -1.315447708  -0.1138148786  -0.1835295803   0.5483012794  -0.2604055362  -0.4477232831   -2.103459258   0.7613741471   -3.686178807 -0.09970047744   -1.760376761   -1.879559095    4.411933223    -3.79513013   -2.666746347  -0.4269781724    2.000207277    2.189736195    4.645823308    2.623724284    1.067220426   -2.371012473   -4.984047975    3.561647781   0.5619615195   0.9704550629   -3.401667174 -0.04835660453   -4.391229003     4.45487831   -3.301333252   -3.358585588   -4.624511583    -1.82210484    4.496041874   0.7374225459   -2.379563388    1.695061856   -4.837437505    4.204112157   -4.286503925    3.692504882    -2.58618879  -0.8758930985    0.477532328   -1.282364113    5.410600413    2.193335064    4.245333274    3.322958392    1.938064536   -2.982177939    1.086930275    5.443385012    6.484540238     2.47135561    4.468537312    6.156624857    1.279744646    -2.03468196    6.118833472    5.462040184   -1.097939153    3.285125253   -3.342407109    1.224506867    6.438204901    1.598436635   0.7380502536  -0.2874884686    5.517077355    3.596235631    1.241123167    4.357796014     2.60142436   -2.707769624   -1.497049034  -0.1332586007    3.859222952    1.458625626    3.503170345   -1.003213432   -3.134141235    2.978752323    5.293476552    2.567984571    4.923544079 -0.01273002471   -1.629616722  -0.5481526431   -2.007354752   -3.421673892   -2.083573668   -1.561583051    2.078173326    4.744987841   0.2195522918    1.421185121     1.35147042    2.083301279    1.274594464    1.087276717   -0.568459258    2.296374147   -2.151178807    1.435299523  -0.2253767611  -0.3445590951    5.946933223    -2.26013013   -1.131746347    1.108021828    3.535207277    3.724736195    6.180823308    4.158724284    2.602220426   -0.836012473   -3.449047975    5.096647781     2.09696152    2.505455063   -1.866667174    1.486643395   -2.856229003     5.98987831   -1.766333252   -1.823585588   -3.089511583  -0.2871048402    6.031041874    2.272422546  -0.8445633882    3.230061856   -3.302437505    5.739112157   -2.751503925    5.227504882    -1.05118879   0.6591069015    13923.10278   0.8692191809    1.405691555          4   -3.357367649   -3.874121654    1.837604337    3.259453428    2.192177328    2.976376081    2.663573414    3.258909777   -2.868175737   -4.866401662   -3.449407435   -4.086108612    -1.87685381   0.6192111832   -2.940947389   -4.200721579    3.979214808   -0.837828638   -4.091994034    3.714936071   -2.594435852    2.230678025    1.250734656    3.039496161    1.540349561   -3.609857158   0.3872205683    -2.48467887    -1.41357747   -2.761674086    2.421776501    4.164835808   0.2013811748   -4.020673021   -2.359656003    -3.14332541   0.7870562245   -2.047561326    4.765915955   -4.447501535   -1.065861425    -2.45818206    2.462408316   -4.031513336   0.9156013118   -1.321147776   -0.173431973   0.9695619753    -1.93526257 -0.08720571748    2.590574365     1.76936682    3.493538278    4.515564963  -0.4981927248    2.077911479    3.852077171   -2.297917402   0.8466628533   -1.437058278    1.748938943   -2.684358717    -1.43475942   -2.787501808   0.3945673105    3.800381286   -4.944171406  -0.1515898322   -1.136988786   -3.018315752    2.327110397  -0.2126758527   0.5294895051   -3.555939676   -2.713704523  0.09974859257    2.138093779    4.523207816   0.4615646541   -4.207533958  0.03688320498   0.9846994051   -1.038044045   -2.148078549   -3.967013799    1.851360388   -3.454385206   -4.825668469   -1.505800202  -0.7466384269    2.443396991  -0.1079175787   -2.039352485   -3.472726068    4.709858609   -2.310850093   -1.822367649   -2.339121654    3.372604337    4.794453428    3.727177328    4.511376081    4.198573414    4.793909777   -1.333175737   -3.331401662   -1.914407435   -2.551108612  -0.3418538096    2.154211183   -1.405947389   -2.665721579    5.514214808    0.697171362   -2.556994034    5.249936071   -1.059435852    3.765678025    2.785734656    4.574496161    3.075349561   -2.074857158    1.922220568  -0.9496788702   0.1214225304   -1.226674086    3.956776501    5.699835808    1.736381175   -2.485673021  -0.8246560032    -1.60832541    2.322056224   -0.512561326    6.300915955   -2.912501535   0.4691385749  -0.9231820603    3.997408316   -2.496513336    2.450601312    0.213852224    1.361568027    2.504561975  -0.4002625701    1.447794283    4.125574365     3.30436682    5.028538278    6.050564963    1.036807275    3.612911479    5.387077171  -0.7629174023    2.381662853  0.09794172244    3.283938943   -1.149358717   0.1002405803   -1.252501808     1.92956731    5.335381286   -3.409171406    1.383410168   0.3980112138   -1.483315752    3.862110397    1.322324147    2.064489505   -2.020939676   -1.178704523    1.634748593    3.673093779    6.058207816    1.996564654   -2.672533958    1.571883205    2.519699405   0.4969559549  -0.6130785492   -2.432013799    3.386360388   -1.919385206   -3.290668469  0.02919979767   0.7883615731    3.978396991    1.427082421   -0.504352485   -1.937726068    6.244858609  -0.7758500925    10034.84521    4.490584677    6.382673937          5   -1.413907143  -0.9987824775    4.778968207   -2.532589999   -4.320460171   -4.705820761   -2.026392177   -1.765152906   -4.087689248    1.381917886    2.584537743   -2.871120078   -3.733824098   -4.271171233   -3.425103983   -1.347219366  -0.3338506922   -3.531389383    1.619371447   0.2306727854   -3.951593953  -0.6868247351    3.086394889   -1.406547324   -2.075021408    3.155592492   0.4219919132   -2.951696935   -4.676161149   -1.552736787   -3.096825069   -3.252228883    -4.28594982   -2.202295943   0.6353156884   -2.817251144   -2.280991854    1.374187823    3.043988271  -0.9719926857    1.292526576    4.766636974    4.802100277    1.671094223   -2.563297367   -4.501434459   -2.530473308    4.333312971   -3.194628313    4.723254954  -0.3464288872   -2.238751414   -4.928442825     1.24016513   0.5884880388    2.611500777  -0.9102403764   0.6213146272    3.638352209   -2.224589613    -4.69589287    2.695506818    4.155601714    1.054906957     3.71977538   0.9548980074   0.9930957961  0.07283538376    2.160524499   -4.581865642   -1.243494405     -3.4362029    4.193423185   -3.318073108    2.220187943   -3.406776114  -0.7887384088   0.6271585545    2.560623394    4.588815603   -1.757948901   -1.537908484     2.81051346    3.443542513   -2.833074154   -4.837060647   -4.266152003  -0.2476016185    4.384493371    2.622629678 -0.01655667002    -2.61575591  -0.8958452855 -0.008613690249   -1.523546351    2.874102553  -0.1649071435   0.2502175225    6.027968207   -1.283589999   -3.071460171   -3.456820761  -0.7773921765  -0.5161529064   -2.838689248    2.630917886    3.833537743   -1.622120078   -2.484824098   -3.022171233   -2.176103983 -0.09821936561   0.9151493078   -2.282389383    2.868371447    1.479672785   -2.702593953   0.5621752649    4.335394889  -0.1575473239  -0.8260214076    4.404592492    1.670991913   -1.702696935   -3.427161149  -0.3037367865   -1.847825069   -2.003228883    -3.03694982  -0.9532959433    1.884315688   -1.568251144   -1.031991854    2.623187823    4.292988271   0.2770073143    2.541526576    6.015636974    6.051100277    2.920094223   -1.314297367   -3.252434459   -1.281473308    5.582312971   -1.945628313    5.972254954   0.9025711128  -0.9897514137   -3.679442825     2.48916513    1.837488039    3.860500777   0.3387596236    1.870314627    4.887352209  -0.9755896127    -3.44689287    3.944506818    5.404601714    2.303906957     4.96877538    2.203898007    2.242095796    1.321835384    3.409524499   -3.332865642 0.005505595229     -2.1872029    5.442423185   -2.069073108    3.469187943   -2.157776114   0.4602615912    1.876158554    3.809623394    5.837815603  -0.5089489014  -0.2889084844     4.05951346    4.692542513   -1.584074154   -3.588060647   -3.017152003    1.001398382    5.633493371    3.871629678     1.23244333    -1.36675591   0.3531547145     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4.472733515    4.697256936     1.04493573   -2.523900967   -3.633001399    5.354790758   -3.599038671 -0.05015083182   -2.846384276   -2.495417357   0.8638600586    2.911217388  -0.1900537234   -2.370917221    4.546342774   -1.247673485   0.7549858193    2.492622406    4.777874793   -3.693229067   0.2936235958    2.415203432    5.793962673   -1.139521525   -3.148996028    1.568442369   -3.080045942    5.001954151    5.393606726    2.453278036   -1.391786299    1.553209671    1.212659222    2.730639308   -3.408841078    4.254378808    5.292207602   -2.285689023    1.329378509    4.145970912    1.163281053    3.130429617  -0.4344833341   -2.348416437    -2.17643716   -1.890759089    1.182898743    2.506309291    5.440765148    4.244607158    1.243376213  -0.6529363508   -2.172141128    5.814969193   -1.262034676    2.186450591   -1.505619159   0.1388896601    4.604756618    5.066424627   -3.725969601     2.45406535    1.251063826    5.841539281  -0.9109279445  -0.1690360563     3.97271444   -1.161078347     2.79973911    3.205657782   -3.573741194    2.409010873    4.023428834   -1.092991835    4.383981534    4.973149025    1.325311883    1.610376968   -2.311736766   -2.315970663     4.51048849    11992.70299    2.779174248    4.011854497         24    2.764180354   -1.737997008   0.7483021135    4.840234383    3.313656488    4.946997472    4.326941026    0.913953884    3.577856757  -0.1885163917   0.1912369683   0.3634809907     4.61637813    4.128686446   -4.608713306    2.129929461    4.284976485   -1.259545868   -1.466972841   -4.296555398   0.7462892301   -1.493756901   -3.236794716    3.753540157   -2.467425938    1.896710324    -1.47912233   -1.838039716   -3.623490537   0.7580283287  -0.6280794907    4.411025509    4.887596995   -2.536204241    1.396875856   -3.401850092   -1.607851241   -3.353182269   0.4181620871    2.600283449  -0.5239799187    3.500657768   -0.525329228    2.799279609    1.789646899    1.345035365  0.09134063643    3.112723195   0.2980033492   -1.426388401   -4.046412461    1.033654035   0.1808785735   -3.032407814    3.390797773   -4.688519968   -4.611676136   -4.579929042   -0.723886415   -4.931237621   -3.082066569   -4.238199547   -3.098269445    1.573083193    1.728651456    1.982186846    2.259030287    4.356694003   -3.833047858  -0.9240176774    3.049045869    3.468277243    1.319798533   -4.823229551  -0.4435954397    4.527119232   -1.869678096    3.373855176   0.9078851544    3.149005113    4.200159153  -0.7951227537    4.832070095     4.19585097   -1.854916414    4.921082082   -4.872092394     1.55194236    3.018791812    2.247398982   0.3611181556  -0.5937179192   -2.735581216    4.879222668   0.2695371238   0.8943474066    2.764180354   -1.737997008   0.7483021135    4.840234383    3.313656488    4.946997472    4.326941026    0.913953884    3.577856757  -0.1885163917   0.1912369683   0.3634809907     4.61637813    4.128686446   -4.608713306    2.129929461    4.284976485   -1.259545868   -1.466972841   -4.296555398   0.7462892301   -1.493756901   -3.236794716    3.753540157   -2.467425938    1.896710324    -1.47912233   -1.838039716   -3.623490537   0.7580283287  -0.6280794907    4.411025509    4.887596995   -2.536204241    1.396875856   -3.401850092   -1.607851241   -3.353182269   0.4181620871    2.600283449  -0.5239799187    3.500657768   -0.525329228    2.799279609    1.789646899    1.345035365  0.09134063643    3.112723195   0.2980033492   -1.426388401   -4.046412461    1.033654035   0.1808785735   -3.032407814    3.390797773   -4.688519968   -4.611676136   -4.579929042   -0.723886415   -4.931237621   -3.082066569   -4.238199547   -3.098269445    1.573083193    1.728651456    1.982186846    2.259030287    4.356694003   -3.833047858  -0.9240176774    3.049045869    3.468277243    1.319798533   -4.823229551  -0.4435954397    4.527119232   -1.869678096    3.373855176   0.9078851544    3.149005113    4.200159153  -0.7951227537    4.832070095     4.19585097   -1.854916414    4.921082082   -4.872092394     1.55194236    3.018791812    2.247398982   0.3611181556  -0.5937179192   -2.735581216    4.879222668   0.2695371238   0.8943474066    16565.13448    8.509691533    1.638543422  dakota_apps.in Test Number 0 succeeded <<<<< Function evaluation summary: 61 total (61 new, 0 duplicate) <<<<< Best parameters          =                       1.0000000000e+00 x1                       1.0000000000e+00 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       0.0000000000e+00 <<<<< Best data captured at function evaluation 25 Using test option MPIProcs = 2 Test Number 1 succeeded <<<<< Function evaluation summary: 287 total (287 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       9.0039062500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       6.2598446631e-02 <<<<< Best constraint values   =                      -2.0019531250e-01 <<<<< Best data captured at function evaluation 215 Using test option MPIProcs = 2 Test Number 2 succeeded <<<<< Function evaluation summary: 24 total (24 new, 0 duplicate) <<<<< Best parameters          =                       1.0000000000e+00 x1                       1.0000000000e+00 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       0.0000000000e+00 <<<<< Best data captured at function evaluation 23 Using test option MPIProcs = 2 Test Number 3 succeeded <<<<< Function evaluation summary: 98 total (98 new, 0 duplicate) <<<<< Best parameters          =                       6.2271967622e-01 x1                       1.1761084488e+00 x2                       1.5784521988e+00 x3 <<<<< Best objective function  =                       1.3318448984e-01 <<<<< Best constraint values   =                      -2.0027442923e-01 <<<<< Best data captured at function evaluation 74 Using test option MPIProcs = 2 Test Number 4 succeeded <<<<< Function evaluation summary: 383 total (383 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       0.0000000000e+00 x3 <<<<< Best objective function  =                       1.1250000000e+00 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00                       0.0000000000e+00 <<<<< Best data captured at function evaluation 24 Using test option MPIProcs = 2 Test Number 5 succeeded <<<<< Function evaluation summary: 191 total (191 new, 0 duplicate) <<<<< Best parameters          =                       1.1091092410e+00 x1                       1.0783907590e+00 x2                       7.0339075897e-01 x3 <<<<< Best objective function  =                       7.9194471793e-03 <<<<< Best constraint values   =                       6.9092792906e-01                       6.0837200851e-01                       4.9475855980e-01 <<<<< Best data captured at function evaluation 17 Using test option MPIProcs = 2 Test Number 6 succeeded <<<<< Function evaluation summary: 198 total (198 new, 0 duplicate) <<<<< Best parameters          =                       6.7187500000e-01 x1                       1.3046875000e+00 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.0210210234e-02 <<<<< Best constraint values   =                      -2.0092773438e-01 <<<<< Best data captured at function evaluation 143 Using test option MPIProcs = 2 Test Number 7 succeeded <<<<< Function evaluation summary: 439 total (439 new, 0 duplicate) <<<<< Best parameters          =                       4.9882812500e-01 x1                       4.9843750000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2637292040e-01 <<<<< Best constraint values   =                      -3.8925170898e-04                      -9.7412109375e-04 <<<<< Best data captured at function evaluation 370 Using test option MPIProcs = 2 Test Number 8 succeeded <<<<< Function evaluation summary: 38 total (38 new, 0 duplicate) <<<<< Best parameters          =                       1.0272044278e+00 x1                       9.7498307224e-01 x2                       9.7060807224e-01 x3 <<<<< Best objective function  =                       1.6857017976e-06 <<<<< Best data captured at function evaluation 38 Using test option MPIProcs = 3 Test Number 9 succeeded <<<<< Function evaluation summary: 99 total (99 new, 0 duplicate) <<<<< Best parameters          =                       3.6070719918e-01 x1                       6.6019123832e-01 x2                       2.6183943633e+00 x3 <<<<< Best objective function  =                       7.0405754471e+00 <<<<< Best constraint values   =                      -1.9998593562e-01 <<<<< Best data captured at function evaluation 73 Using test option MPIProcs = 3 Test Number 10 succeeded <<<<< Function evaluation summary: 96 total (96 new, 0 duplicate) <<<<< Best parameters          =                       1.0000000000e+00 x1                       1.0000000000e+00 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       0.0000000000e+00 <<<<< Best data captured at function evaluation 20 Using test option MPIProcs = 2 Test Number 11 succeeded <<<<< Function evaluation summary: 144 total (144 new, 0 duplicate) <<<<< Best parameters          =                       6.4121842688e-01 x1                       1.2232346981e+00 x2                       1.4943284481e+00 x3 <<<<< Best objective function  =                       7.8765434761e-02 <<<<< Best constraint values   =                      -2.0045627808e-01 <<<<< Best data captured at function evaluation 102 Using test option MPIProcs = 2 Test Number 12 succeeded <<<<< Function evaluation summary: 34 total (34 new, 0 duplicate) <<<<< Best parameters          =                       1.0000000000e+00 x1                       1.0000000000e+00 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       0.0000000000e+00 <<<<< Best data captured at function evaluation 34 Using test option MPIProcs = 2 Test Number 13 succeeded <<<<< Function evaluation summary: 244 total (244 new, 0 duplicate) <<<<< Best parameters          =                       5.0215885294e-01 x1                       5.0213802206e-01 x2                       2.4935442721e+00 x3 <<<<< Best objective function  =                       5.0987740624e+00 <<<<< Best constraint values   =                       1.0945025633e-03                       1.0631667211e-03 <<<<< Best data captured at function evaluation 241 Using test option MPIProcs = 2 Test Number 14 succeeded <<<<< Function evaluation summary: 64 total (64 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 31 Using test option MPIProcs = 2 Test Number 15 succeeded <<<<< Function evaluation summary: 71 total (71 new, 0 duplicate) <<<<< Best parameters          =                       1.1091092410e+00 x1                       1.1096407590e+00 x2                       6.7214075897e-01 x3 <<<<< Best objective function  =                       1.1840693327e-02 <<<<< Best constraint values   =                       6.7530292906e-01                       6.7674799344e-01                       4.5177319986e-01 <<<<< Best data captured at function evaluation 51 Using test option MPIProcs = 2 Test Number 16 succeeded <<<<< Function evaluation summary: 206 total (206 new, 0 duplicate) <<<<< Best parameters          =                       9.9264820337e-01 x1                       1.0073128318e+00 x2                       1.0073907615e+00 x3 <<<<< Best objective function  =                       8.7648399372e-09 <<<<< Best data captured at function evaluation 206 Using test option MPIProcs = 2 Test Number 17 succeeded <<<<< Function evaluation summary: 224 total (224 new, 0 duplicate) <<<<< Best parameters          =                       4.9833152522e-01 x1                       4.9737159978e-01 x2                       2.5059653498e+00 x3 <<<<< Best objective function  =                       5.2706769214e+00 <<<<< Best constraint values   =                      -3.5149085931e-04                      -1.7872543449e-03 <<<<< Best data captured at function evaluation 177 Using test option MPIProcs = 2 Test Number 18 succeeded <<<<< Function evaluation summary: 250 total (250 new, 0 duplicate) <<<<< Best parameters          =                       1.1091092410e+00 x1                       1.0783907590e+00 x2                       7.0339075897e-01 x3 <<<<< Best objective function  =                       7.9194471793e-03 <<<<< Best constraint values   =                       6.9092792906e-01                       6.0837200851e-01                       4.9475855980e-01 <<<<< Best data captured at function evaluation 26 Using test option MPIProcs = 2 Test Number 19 succeeded <<<<< Function evaluation summary: 64 total (64 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 35 Using test option MPIProcs = 2 Test Number 20 succeeded <<<<< Function evaluation summary: 61 total (61 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 33 Using test option MPIProcs = 3 Test Number 21 succeeded <<<<< Function evaluation summary: 320 total (320 new, 0 duplicate) <<<<< Best parameters          =                       5.0439146078e-01 x1                       5.0498353922e-01 x2                       2.4862335392e+00 x3 <<<<< Best objective function  =                       4.9995738850e+00 <<<<< Best constraint values   =                       1.9189761028e-03                       2.8126444882e-03 <<<<< Best data captured at function evaluation 281 Using test option MPIProcs = 2 Test Number 22 succeeded <<<<< Function evaluation summary: 476 total (476 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 33 Using test option MPIProcs = 2 Test Number 23 succeeded <<<<< Function evaluation summary: 476 total (476 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 33 Using test option MPIProcs = 3 Test Number 24 succeeded <<<<< Function evaluation summary: 476 total (476 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 33 Using test option MPIProcs = 3 Test Number 25 succeeded <<<<< Function evaluation summary: 476 total (476 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 33 Using test option MPIProcs = 2 Test Number 26 succeeded <<<<< Function evaluation summary: 461 total (461 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 25 Using test option MPIProcs = 2 Test Number 27 succeeded <<<<< Function evaluation summary: 449 total (449 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 28 Using test option MPIProcs = 3 Test Number 28 succeeded <<<<< Function evaluation summary: 442 total (442 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 29 Using test option MPIProcs = 3 Test Number 29 succeeded <<<<< Function evaluation summary: 444 total (444 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                      -0.0000000000e+00                      -0.0000000000e+00 <<<<< Best data captured at function evaluation 28 dakota_cantilever_queso.in Test Number 0 succeeded <<<<< Function evaluation summary: 1632 total (1632 new, 0 duplicate) <<<<< Best parameters          =                       2.8727141660e+07                       2.5002397601e+00 <<<<< Best log posterior       =                      -3.0473907151e+01 Test Number 1 succeeded <<<<< Function evaluation summary: 1468 total (1468 new, 0 duplicate) <<<<< Best parameters          =                       2.8626895001e+07                       2.5014413312e+00 <<<<< Best log posterior       =                      -3.0545204301e+01 Test Number 2 succeeded <<<<< Function evaluation summary: 1632 total (1632 new, 0 duplicate) <<<<< Best parameters          =                       2.8727141660e+07                       2.5002397601e+00 <<<<< Best log posterior       =                      -3.0473907151e+01 Test Number 3 succeeded <<<<< Function evaluation summary: 1468 total (1468 new, 0 duplicate) <<<<< Best parameters          =                       2.8626895001e+07                       2.5014413312e+00 <<<<< Best log posterior       =                      -3.0545204301e+01 Test Number 4 succeeded <<<<< Function evaluation summary: 1792 total (1792 new, 0 duplicate) <<<<< Best parameters          =                       2.8504617351e+07                       2.5036481761e+00 <<<<< Best log posterior       =                      -2.3458873114e+01 dakota_coliny_p.in Test Number 0 succeeded <<<<< Function evaluation summary: 200 total (200 new, 0 duplicate) <<<<< Best parameters          =                       5.7893892864e-01 x1                       5.7495736388e-01 x2                       1.3050171516e+00 x3 <<<<< Best objective function  =                       7.2726686137e-02 <<<<< Best constraint values   =                       4.7691601150e-02                       4.1106505960e-02 <<<<< Best data captured at function evaluation 68 Test Number 1 succeeded <<<<< Function evaluation summary: 200 total (200 new, 0 duplicate) <<<<< Best parameters          =                       5.7893892864e-01 x1                       5.7495736388e-01 x2                       1.3050171516e+00 x3 <<<<< Best objective function  =                       7.2726686137e-02 <<<<< Best constraint values   =                       4.7691601150e-02                       4.1106505960e-02 <<<<< Best data captured at function evaluation 68 Test Number 2 succeeded <<<<< Function evaluation summary: 62 total (62 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       9.9988570533e-01 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       5.5511151231e-17                      -1.1102230246e-16 <<<<< Best data captured at function evaluation 62 Test Number 3 succeeded <<<<< Function evaluation summary: 62 total (62 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000000000e-01 x2                       9.9988570533e-01 x3 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       5.5511151231e-17                      -1.1102230246e-16 <<<<< Best data captured at function evaluation 62 Test Number 4 succeeded <<<<< Function evaluation summary: 353 total (353 new, 0 duplicate) <<<<< Best parameters          =                       1.2294873749e-01 x1                       2.0525326424e-01 x2                       9.9984758421e-01 x3 <<<<< Best objective function  =                       9.9064456572e-01 <<<<< Best constraint values   =                      -8.7510240069e-02                      -1.9345466264e-02 <<<<< Best data captured at function evaluation 322 Test Number 5 succeeded <<<<< Function evaluation summary: 353 total (353 new, 0 duplicate) <<<<< Best parameters          =                       1.2294873749e-01 x1                       2.0525326424e-01 x2                       9.9984758421e-01 x3 <<<<< Best objective function  =                       9.9064456572e-01 <<<<< Best constraint values   =                      -8.7510240069e-02                      -1.9345466264e-02 <<<<< Best data captured at function evaluation 322 Test Number 6 succeeded <<<<< Function evaluation summary: 1030 total (1030 new, 0 duplicate) <<<<< Best parameters          =                      -4.5229303672e-02 x1                      -1.6890680891e-01 x2                       1.1832626589e+00 x3 <<<<< Best objective function  =                       3.0615871485e+00 <<<<< Best constraint values   =                       8.6499094365e-02                       5.1144161932e-02 <<<<< Best data captured at function evaluation 485 Test Number 7 succeeded <<<<< Function evaluation summary: 1030 total (1030 new, 0 duplicate) <<<<< Best parameters          =                      -4.5229303672e-02 x1                      -1.6890680891e-01 x2                       1.1832626589e+00 x3 <<<<< Best objective function  =                       3.0615871485e+00 <<<<< Best constraint values   =                       8.6499094365e-02                       5.1144161932e-02 <<<<< Best data captured at function evaluation 485 Test Number 8 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 9 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 10 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 11 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 12 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 13 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 14 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 15 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 16 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 17 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 18 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 Test Number 19 succeeded <<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) <<<<< Best parameters          =                       6.5507812500e-01 x1                       6.5507812500e-01 x2                       1.0000000000e+00 x3 <<<<< Best objective function  =                       2.8308245201e-02 <<<<< Best constraint values   =                       1.0158828735e-01                       1.0158828735e-01 <<<<< Best data captured at function evaluation 132 dakota_dace.in Test Number 0 succeeded <<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) <<<<< Best parameters          =                       3.0625565391e-01 cdv_1                       1.7966183297e-01 cdv_2                       1.9281970958e-01 cdv_3                       2.1916471235e+00 csv_1 <<<<< Best objective function  =                       3.1254689919e+00 <<<<< Best constraint values   =                       3.9616090681e-03                      -1.2084945273e-01 <<<<< Best data captured at function evaluation 20 Simple Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  5.16495e-02  1.00000e+00         cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00         csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00        obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00  nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00  nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00  Partial Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01         cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01         cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02         csv_1  8.33463e-01  3.13943e-02  8.45201e-02  Simple Rank Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  6.35714e-02  1.00000e+00         cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00         csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00        obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00  nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00  nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00  Partial Rank Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01         cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01         cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01         csv_1  9.84183e-01 -8.66602e-02  1.95501e-01  Test Number 1 succeeded <<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) <<<<< Best parameters          =                       3.0625565391e-01 cdv_1                       1.7966183297e-01 cdv_2                       1.9281970958e-01 cdv_3                       2.1916471235e+00 csv_1 <<<<< Best objective function  =                       3.1254689919e+00 <<<<< Best constraint values   =                       3.9616090681e-03                      -1.2084945273e-01 <<<<< Best data captured at function evaluation 20 Simple Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  5.16495e-02  1.00000e+00         cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00         csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00        obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00  nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00  nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00  Partial Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01         cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01         cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02         csv_1  8.33463e-01  3.13943e-02  8.45201e-02  Simple Rank Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  6.35714e-02  1.00000e+00         cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00         csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00        obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00  nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00  nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00  Partial Rank Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01         cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01         cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01         csv_1  9.84183e-01 -8.66602e-02  1.95501e-01  Test Number 2 succeeded <<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) <<<<< Best parameters          =                       3.0625565391e-01 cdv_1                       1.7966183297e-01 cdv_2                       1.9281970958e-01 cdv_3                       2.1916471235e+00 csv_1 <<<<< Best objective function  =                       3.1254689919e+00 <<<<< Best constraint values   =                       3.9616090681e-03                      -1.2084945273e-01 <<<<< Best data captured at function evaluation 20 Simple Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  5.16495e-02  1.00000e+00         cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00         csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00        obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00  nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00  nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00  Partial Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01         cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01         cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02         csv_1  8.33463e-01  3.13943e-02  8.45201e-02  Simple Rank Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  6.35714e-02  1.00000e+00         cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00         csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00        obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00  nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00  nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00  Partial Rank Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01         cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01         cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01         csv_1  9.84183e-01 -8.66602e-02  1.95501e-01  Test Number 3 succeeded <<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) <<<<< Best parameters          =                       3.0625565391e-01 cdv_1                       1.7966183297e-01 cdv_2                       1.9281970958e-01 cdv_3                       2.1916471235e+00 csv_1 <<<<< Best objective function  =                       3.1254689919e+00 <<<<< Best constraint values   =                       3.9616090681e-03                      -1.2084945273e-01 <<<<< Best data captured at function evaluation 20 Simple Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  5.16495e-02  1.00000e+00         cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00         csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00        obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00  nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00  nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00  Partial Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01         cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01         cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02         csv_1  8.33463e-01  3.13943e-02  8.45201e-02  Simple Rank Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  6.35714e-02  1.00000e+00         cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00         csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00        obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00  nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00  nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00  Partial Rank Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01         cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01         cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01         csv_1  9.84183e-01 -8.66602e-02  1.95501e-01  Test Number 4 succeeded <<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) <<<<< Best parameters          =                       3.0625565391e-01 cdv_1                       1.7966183297e-01 cdv_2                       1.9281970958e-01 cdv_3                       2.1916471235e+00 csv_1 <<<<< Best objective function  =                       3.1254689919e+00 <<<<< Best constraint values   =                       3.9616090681e-03                      -1.2084945273e-01 <<<<< Best data captured at function evaluation 20 Simple Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  5.16495e-02  1.00000e+00         cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00         csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00        obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00  nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00  nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00  Partial Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01         cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01         cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02         csv_1  8.33463e-01  3.13943e-02  8.45201e-02  Simple Rank Correlation Matrix among all inputs and outputs:                     cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1  1.00000e+00         cdv_2  6.35714e-02  1.00000e+00         cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00         csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00        obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00  nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00  nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00  Partial Rank Correlation Matrix between input and output:                    obj_fn nln_ineq_con_1 nln_ineq_con_2         cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01         cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01         cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01         csv_1  9.84183e-01 -8.66602e-02  1.95501e-01  dakota_drivers.in Test Number 0 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 1 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 2 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 3 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 4 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 5 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 6 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 7 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 8 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 9 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 Test Number 10 succeeded <<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       1.0000000000e+00 cdv_4 <<<<< Best objective function  =                       1.2500000000e-01 <<<<< Best constraint values   =                       2.1094237468e-15                       2.1094237468e-15 <<<<< Best data captured at function evaluation 82 dakota_hybrid.in Test Number 0 succeeded <<<<< Function evaluation summary: 405 total (405 new, 0 duplicate)          obj_fn: 405 val (405 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) <<<<< Best parameters          (set 1) =                       1.0527006153e+00 x1                       1.0825664856e+00 x2 <<<<< Best objective function  (set 1) =                       5.4188250571e-05 <<<<< Best data captured at function evaluation 12 <<<<< Best parameters          (set 2) =                       3.5587762942e+00 x1                       1.6449863703e+00 x2 <<<<< Best objective function  (set 2) =                       4.3040672492e+01 <<<<< Best data captured at function evaluation 402 <<<<< Best parameters          (set 3) =                       4.0522638270e+00 x1                       1.1470223103e+00 x2 <<<<< Best objective function  (set 3) =                       8.6794182534e+01 <<<<< Best data captured at function evaluation 403 <<<<< Function evaluation summary: 235 total (234 new, 1 duplicate)          obj_fn: 235 val (234 n, 1 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) <<<<< Best parameters          =                       1.0121224903e+00 x1                       1.0117657044e+00 x2 <<<<< Best objective function  =                       4.0759068116e-08 <<<<< Best data captured at function evaluation 640 <<<<< Function evaluation summary: 36 total (36 new, 0 duplicate)          obj_fn: 13 val (13 n, 0 d), 13 grad (13 n, 0 d), 12 Hess (12 n, 0 d) <<<<< Best parameters          =                       1.0000934323e+00 x1                       1.0000906824e+00 x2 <<<<< Best objective function  =                       1.4382822838e-16 <<<<< Best data captured at function evaluation 675 <<<<< Best parameters          (set 1) =                       1.0000934323e+00 x1                       1.0000906824e+00 x2 <<<<< Best response functions  (set 1) =                       1.4382822838e-16 <<<<< Best parameters          (set 2) =                       1.0000727327e+00 x1                       1.0000696574e+00 x2 <<<<< Best response functions  (set 2) =                       5.1527961202e-17 <<<<< Best parameters          (set 3) =                       9.9989470256e-01 x1                       1.0001011503e+00 x2 <<<<< Best response functions  (set 3) =                       2.2761478478e-16 dakota_lib_mode.in Test Number 0 succeeded <<<<< Function evaluation summary: 9 total (9 new, 0 duplicate) <<<<< Best parameters          =                       4.9999868171e-01 x1                       4.9999868171e-01 x2 <<<<< Best objective function  =                       1.2500131830e-01 <<<<< Best constraint values   =                      -6.5914342853e-07                      -6.5914342853e-07 <<<<< Best data captured at function evaluation 9 Test Number 1 succeeded <<<<< Function evaluation summary: 8 total (8 new, 0 duplicate) <<<<< Best parameters          =                       4.9988784831e-01 cdv_1                       4.9988784831e-01 cdv_2 <<<<< Best objective function  =                       1.2511218943e-01 <<<<< Best constraint values   =                      -5.6063269127e-05                      -5.6063269127e-05 <<<<< Best data captured at function evaluation 8 Test Number 2 succeeded <<<<< Function evaluation summary: 51 total (51 new, 0 duplicate) <<<<< Best parameters          =                       6.0731615484e-01 x1                       6.7978778969e-01 x2 <<<<< Best objective function  =                       3.4291428244e-02 <<<<< Best constraint values   =                       2.8939017086e-02                       1.5845336159e-01 <<<<< Best data captured at function evaluation 51 Test Number 3 succeeded <<<<< Function evaluation summary: 51 total (51 new, 0 duplicate) <<<<< Best parameters          =                       6.0731615484e-01 x1                       6.7978778969e-01 x2 <<<<< Best objective function  =                       3.4291428244e-02 <<<<< Best constraint values   =                       2.8939017086e-02                       1.5845336159e-01 <<<<< Best data captured at function evaluation 51 Test Number 4 succeeded <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) Coefficients of Polynomial Chaos Expansion for response_fn_1:    2.4400000000e+01   P0   P0   -2.7200000000e+01   P1   P0   -2.7200000000e+01   P0   P1    2.5142857143e+01   P2   P0    1.9748778859e-14   P1   P1    2.5142857143e+01   P0   P2   -1.2800000000e+01   P3   P0   -9.4109365511e-15   P2   P1    2.5802982791e-14   P1   P2   -1.2800000000e+01   P0   P3    3.6571428571e+00   P4   P0    4.0275530571e-15   P3   P1   -2.3670707157e-14   P2   P2    7.8104578112e-15   P1   P3    3.6571428571e+00   P0   P4 Coefficients of Polynomial Chaos Expansion for response_fn_2:    1.3333333333e+00   P0   P0    8.2798750542e-16   P1   P0   -1.0000000000e+00   P0   P1    2.6666666667e+00   P2   P0    4.6723141239e-16   P1   P1   -6.9567689974e-16   P0   P2    8.4942063281e-16   P3   P0    3.7191113481e-16   P2   P1    6.6948679548e-16   P1   P2    5.8541564114e-16   P0   P3   -5.9280691228e-17   P4   P0   -7.2002193986e-16   P3   P1   -1.6063301579e-15   P2   P2    3.7929163475e-17   P1   P3   -4.8338713000e-16   P0   P4 Coefficients of Polynomial Chaos Expansion for response_fn_3:    1.3333333333e+00   P0   P0   -1.0000000000e+00   P1   P0    3.7874639760e-16   P0   P1   -5.4416270436e-16   P2   P0    1.0789091509e-15   P1   P1    2.6666666667e+00   P0   P2   -1.3057324527e-16   P3   P0   -6.9317566109e-16   P2   P1    6.8613149481e-16   P1   P2   -2.2589628213e-16   P0   P3   -6.6845343851e-16   P4   P0    1.2499701819e-15   P3   P1   -8.1948220243e-16   P2   P2    2.0108606728e-16   P1   P3   -7.5960834714e-17   P0   P4 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis  response_fn_1  2.4400000000e+01  2.8211266465e+01  response_fn_2  1.3333333333e+00  1.3249737943e+00  response_fn_3  1.3333333333e+00  1.3249737943e+00 Test Number 5 succeeded <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) Coefficients of Polynomial Chaos Expansion for response_fn_1:    2.4400000000e+01   P0   P0   -2.7200000000e+01   P1   P0   -2.7200000000e+01   P0   P1    2.5142857143e+01   P2   P0    8.4720956249e-14   P1   P1    2.5142857143e+01   P0   P2   -1.2800000000e+01   P3   P0    1.5128696592e-15   P2   P1   -8.3208660345e-14   P1   P2   -1.2800000000e+01   P0   P3    3.6571428571e+00   P4   P0   -6.2952416042e-15   P3   P1   -4.6207748484e-14   P2   P2    5.9841972106e-14   P1   P3    3.6571428571e+00   P0   P4 Coefficients of Polynomial Chaos Expansion for response_fn_2:    1.3333333333e+00   P0   P0    9.7095416697e-16   P1   P0   -1.0000000000e+00   P0   P1    2.6666666667e+00   P2   P0   -7.9821838141e-15   P1   P1    8.3540715724e-17   P0   P2    1.7963399535e-16   P3   P0    3.1451763968e-15   P2   P1    5.2428220949e-15   P1   P2   -2.3828761258e-15   P0   P3    1.5592166124e-16   P4   P0   -1.9256033142e-15   P3   P1   -5.2444377114e-15   P2   P2   -6.7313804393e-15   P1   P3    1.1633328191e-15   P0   P4 Coefficients of Polynomial Chaos Expansion for response_fn_3:    1.3333333333e+00   P0   P0   -1.0000000000e+00   P1   P0    7.8574248280e-16   P0   P1   -1.7978813607e-15   P2   P0   -4.7301830009e-15   P1   P1    2.6666666667e+00   P0   P2    1.0778039721e-15   P3   P0    2.4783193760e-15   P2   P1    3.5938699844e-15   P1   P2   -6.8236907238e-16   P0   P3    7.3374899405e-17   P4   P0   -1.0877807184e-15   P3   P1   -4.4294237427e-15   P2   P2   -3.0711923254e-15   P1   P3    3.2718735537e-16   P0   P4 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis  response_fn_1  2.4400000000e+01  2.8211266465e+01  response_fn_2  1.3333333333e+00  1.3249737943e+00  response_fn_3  1.3333333333e+00  1.3249737943e+00 Test Number 6 succeeded <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) Coefficients of Polynomial Chaos Expansion for response_fn_1:    2.4400000000e+01   P0   P0   -2.7200000000e+01   P1   P0   -2.7200000000e+01   P0   P1    2.5142857143e+01   P2   P0    9.5614743803e-16   P1   P1    2.5142857143e+01   P0   P2   -1.2800000000e+01   P3   P0   -1.2967461206e-14   P2   P1   -2.2825421491e-14   P1   P2   -1.2800000000e+01   P0   P3    3.6571428571e+00   P4   P0    1.3522303440e-14   P3   P1    8.3004501543e-17   P2   P2   -1.2712752760e-14   P1   P3    3.6571428571e+00   P0   P4 Coefficients of Polynomial Chaos Expansion for response_fn_2:    1.3333333333e+00   P0   P0    1.8744255220e-17   P1   P0   -1.0000000000e+00   P0   P1    2.6666666667e+00   P2   P0   -2.5895659780e-16   P1   P1    1.5369216703e-16   P0   P2   -6.5347457055e-16   P3   P0   -1.4265861340e-15   P2   P1   -2.5028802776e-16   P1   P2    7.1716267008e-16   P0   P3   -7.1707613732e-17   P4   P0    7.2105536698e-16   P3   P1    8.8659183211e-16   P2   P2    3.3384329728e-18   P1   P3    9.2581055882e-17   P0   P4 Coefficients of Polynomial Chaos Expansion for response_fn_3:    1.3333333333e+00   P0   P0   -1.0000000000e+00   P1   P0   -3.0584577231e-16   P0   P1    4.2503503706e-16   P2   P0   -1.1155053444e-15   P1   P1    2.6666666667e+00   P0   P2   -3.1521412732e-16   P3   P0   -1.3397504563e-15   P2   P1   -1.6826975228e-16   P1   P2   -5.3435649928e-16   P0   P3   -3.8023986139e-16   P4   P0   -7.7806904716e-16   P3   P1    3.3409311871e-16   P2   P2   -2.5973008528e-15   P1   P3    6.1720703921e-16   P0   P4 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis  response_fn_1  2.4400000000e+01  2.8211266465e+01  response_fn_2  1.3333333333e+00  1.3249737943e+00  response_fn_3  1.3333333333e+00  1.3249737943e+00 Test Number 7 succeeded <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) Coefficients of Polynomial Chaos Expansion for response_fn_1:    2.4400000000e+01   P0   P0   -2.7200000000e+01   P1   P0   -2.7200000000e+01   P0   P1    2.5142857143e+01   P2   P0    2.9395296813e-14   P1   P1    2.5142857143e+01   P0   P2   -1.2800000000e+01   P3   P0   -2.8489542805e-14   P2   P1    6.6871234535e-15   P1   P2   -1.2800000000e+01   P0   P3    3.6571428571e+00   P4   P0    1.0816535790e-14   P3   P1   -3.6015212665e-14   P2   P2   -1.0765096469e-14   P1   P3    3.6571428571e+00   P0   P4 Coefficients of Polynomial Chaos Expansion for response_fn_2:    1.3333333333e+00   P0   P0   -6.0310136886e-16   P1   P0   -1.0000000000e+00   P0   P1    2.6666666667e+00   P2   P0   -5.9990401659e-16   P1   P1   -7.2930596784e-16   P0   P2   -1.0621491414e-15   P3   P0   -4.7482571341e-16   P2   P1   -1.9106067010e-15   P1   P2   -4.4900253151e-16   P0   P3    2.5068705287e-16   P4   P0   -7.2110238600e-16   P3   P1   -2.1265263760e-15   P2   P2   -8.9278877588e-16   P1   P3    5.2989217730e-16   P0   P4 Coefficients of Polynomial Chaos Expansion for response_fn_3:    1.3333333333e+00   P0   P0   -1.0000000000e+00   P1   P0    0.0000000000e+00   P0   P1    3.9789532661e-16   P2   P0    1.9121940529e-15   P1   P1    2.6666666667e+00   P0   P2    2.5258424704e-16   P3   P0    1.8465444411e-16   P2   P1    1.2472015965e-15   P1   P2   -7.6165769321e-16   P0   P3   -2.3381388585e-16   P4   P0    1.8027559650e-16   P3   P1    1.0293292565e-15   P2   P2    5.3083284445e-16   P1   P3   -3.0279552989e-16   P0   P4 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis  response_fn_1  2.4400000000e+01  2.8211266465e+01  response_fn_2  1.3333333333e+00  1.3249737943e+00  response_fn_3  1.3333333333e+00  1.3249737943e+00 dakota_lib_split.in Test Number 0 succeeded <<<<< Function evaluation summary: 56 total (56 new, 0 duplicate) <<<<< Best parameters          =                       1.0003666224e+00 x1                       1.0003666224e+00 x2                       1.0003666224e+00 x3 <<<<< Best objective function  =                       5.4199752248e-14 <<<<< Best data captured at function evaluation 55 <<<<< Function evaluation summary: 24 total (24 new, 0 duplicate) <<<<< Best parameters          =                       4.9988658610e-01 x1                       4.9988658610e-01 x2 <<<<< Best objective function  =                       1.2511345250e-01 <<<<< Best constraint values   =                      -5.6694089465e-05                      -5.6694089465e-05 <<<<< Best data captured at function evaluation 22 Test Number 1 succeeded <<<<< Function evaluation summary: 56 total (56 new, 0 duplicate) <<<<< Best parameters          =                       1.0003666224e+00 x1                       1.0003666224e+00 x2                       1.0003666224e+00 x3 <<<<< Best objective function  =                       5.4199752248e-14 <<<<< Best data captured at function evaluation 55 <<<<< Function evaluation summary: 24 total (24 new, 0 duplicate) <<<<< Best parameters          =                       4.9988658610e-01 x1                       4.9988658610e-01 x2 <<<<< Best objective function  =                       1.2511345250e-01 <<<<< Best constraint values   =                      -5.6694089465e-05                      -5.6694089465e-05 <<<<< Best data captured at function evaluation 22 dakota_multistart.in Test Number 0 succeeded <<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) <<<<< Best parameters          =                      -8.5437286655e-01 x1                      -8.5437286655e-01 x2 <<<<< Best objective function  =                       5.5840969194e-01 <<<<< Best data captured at function evaluation 17 <<<<< Function evaluation summary: 27 total (26 new, 1 duplicate) <<<<< Best parameters          =                       1.7709282174e-01 x1                       1.7709282174e-01 x2 <<<<< Best objective function  =                       6.0247194598e-02 <<<<< Best data captured at function evaluation 44 <<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) <<<<< Best parameters          =                       1.7709283115e-01 x1                      -7.0241174878e-01 x2 <<<<< Best objective function  =                       3.0302333980e-01 <<<<< Best data captured at function evaluation 61 <<<<< Results summary:    set_id             x1             x2            x1*            x2*         obj_fn          1           -0.8           -0.8  -0.8543728666  -0.8543728666   0.5584096919          2           -0.8            0.8  -0.9998398719    0.177092822    0.291406596          3            0.8           -0.8    0.177092822  -0.9998398719    0.291406596          4            0.8            0.8   0.1770928217   0.1770928217   0.0602471946          5              0              0  0.03572926375  0.03572926375  0.08730499239          6  -0.5356872085    -0.18209903  -0.5509956192  -0.1074790789   0.3261816536          7   0.1419702143  -0.7143527167   0.1770928312  -0.7024117488   0.3030233398          8   0.5240928925   0.7939232343  0.03572923987    0.177092822  0.07377609349  Test Number 1 succeeded <<<<< Results summary:    set_id             x1             x2            x1*            x2*             f1          1           -0.8           -0.8  -0.8543728666  -0.8543728666   0.5584096919          2           -0.8            0.8  -0.9998398719    0.177092822    0.291406596          3            0.8           -0.8    0.177092822  -0.9998398719    0.291406596          4            0.8            0.8   0.1770928217   0.1770928217   0.0602471946          5              0              0  0.03572926375  0.03572926375  0.08730499239          6  -0.5356872085    -0.18209903  -0.5509956192  -0.1074790789   0.3261816536          7   0.1419702143  -0.7143527167   0.1770928312  -0.7024117488   0.3030233398          8   0.5240928925   0.7939232343  0.03572923987    0.177092822  0.07377609349  Test Number 2 succeeded <<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) <<<<< Best parameters          =                      -8.5437286655e-01 x1                      -8.5437286655e-01 x2 <<<<< Best objective function  =                       5.5840969194e-01 <<<<< Best data captured at function evaluation 17 <<<<< Function evaluation summary: 27 total (26 new, 1 duplicate) <<<<< Best parameters          =                       1.7709282174e-01 x1                       1.7709282174e-01 x2 <<<<< Best objective function  =                       6.0247194598e-02 <<<<< Best data captured at function evaluation 44 <<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) <<<<< Best parameters          =                       1.7709283115e-01 x1                      -7.0241174878e-01 x2 <<<<< Best objective function  =                       3.0302333980e-01 <<<<< Best data captured at function evaluation 61 <<<<< Results summary:    set_id             x1             x2            x1*            x2*         obj_fn          1           -0.8           -0.8  -0.8543728666  -0.8543728666   0.5584096919          2           -0.8            0.8  -0.9998398719    0.177092822    0.291406596          3            0.8           -0.8    0.177092822  -0.9998398719    0.291406596          4            0.8            0.8   0.1770928217   0.1770928217   0.0602471946          5              0              0  0.03572926375  0.03572926375  0.08730499239          6  -0.5356872085    -0.18209903  -0.5509956192  -0.1074790789   0.3261816536          7   0.1419702143  -0.7143527167   0.1770928312  -0.7024117488   0.3030233398          8   0.5240928925   0.7939232343  0.03572923987    0.177092822  0.07377609349  Test Number 3 succeeded <<<<< Results summary:    set_id             x1             x2            x1*            x2*             f1          1           -0.8           -0.8  -0.8543728666  -0.8543728666   0.5584096919          2           -0.8            0.8  -0.9998398719    0.177092822    0.291406596          3            0.8           -0.8    0.177092822  -0.9998398719    0.291406596          4            0.8            0.8   0.1770928217   0.1770928217   0.0602471946          5              0              0  0.03572926375  0.03572926375  0.08730499239          6  -0.5356872085    -0.18209903  -0.5509956192  -0.1074790789   0.3261816536          7   0.1419702143  -0.7143527167   0.1770928312  -0.7024117488   0.3030233398          8   0.5240928925   0.7939232343  0.03572923987    0.177092822  0.07377609349  dakota_multistart_ie.in Test Number 0 succeeded <<<<< Results summary:    set_id          cdv_1         cdv_1*             f1          1             -1          -0.91    13.30863361          2           -0.5          -0.41     3.95254161          3            0.5           0.59     0.02825761          4              1              1              0  Test Number 1 succeeded <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) <<<<< Best parameters          =                      -9.1000000000e-01 cdv_1 <<<<< Best objective function  =                       1.3308633610e+01 <<<<< Best data captured at function evaluation 10 <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) <<<<< Best parameters          =                       5.9000000000e-01 cdv_1 <<<<< Best objective function  =                       2.8257610000e-02 <<<<< Best data captured at function evaluation 20 <<<<< Results summary:    set_id          cdv_1         cdv_1*         obj_fn          1             -1          -0.91    13.30863361          2           -0.5          -0.41     3.95254161          3            0.5           0.59     0.02825761          4              1              1              0  Test Number 2 succeeded <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) <<<<< Best parameters          =                      -9.1000000000e-01 cdv_1 <<<<< Best objective function  =                       1.3308633610e+01 <<<<< Best data captured at function evaluation 10 <<<<< Results summary:    set_id          cdv_1         cdv_1*         obj_fn          1             -1          -0.91    13.30863361          2           -0.5          -0.41     3.95254161          3            0.5           0.59     0.02825761          4              1              1              0  Test Number 3 succeeded <<<<< Results summary:    set_id          cdv_1         cdv_1*             f1          1             -1          -0.91    13.30863361          2           -0.5          -0.41     3.95254161          3            0.5           0.59     0.02825761          4              1              1              0  Test Number 4 succeeded <<<<< Results summary:    set_id          cdv_1         cdv_1*             f1          1             -1          -0.91    13.30863361          2           -0.5          -0.41     3.95254161          3            0.5           0.59     0.02825761          4              1              1              0  Test Number 5 succeeded <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) <<<<< Best parameters          =                      -9.1000000000e-01 cdv_1 <<<<< Best objective function  =                       1.3308633610e+01 <<<<< Best data captured at function evaluation 10 <<<<< Results summary:    set_id          cdv_1         cdv_1*         obj_fn          1             -1          -0.91    13.30863361          2           -0.5          -0.41     3.95254161          3            0.5           0.59     0.02825761          4              1              1              0  Test Number 6 succeeded <<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) <<<<< Best parameters          =                      -9.1000000000e-01 cdv_1 <<<<< Best objective function  =                       1.3308633610e+01 <<<<< Best data captured at function evaluation 10 <<<<< Results summary:    set_id          cdv_1         cdv_1*         obj_fn          1             -1          -0.91    13.30863361          2           -0.5          -0.41     3.95254161          3            0.5           0.59     0.02825761          4              1              1              0  Test Number 7 succeeded <<<<< Results summary:    set_id          cdv_1         cdv_1*             f1          1             -1          -0.91    13.30863361          2           -0.5          -0.41     3.95254161          3            0.5           0.59     0.02825761          4              1              1              0  Test Number 8 succeeded <<<<< Results summary:    set_id          cdv_1         cdv_1*             f1          1             -1          -0.98    15.36953616          2           -0.5          -0.48     4.79785216          3            0.5           0.52     0.05308416          4              1              1              0  Test Number 9 succeeded <<<<< Function evaluation summary: 3 total (3 new, 0 duplicate) <<<<< Best parameters          =                      -9.8000000000e-01 cdv_1 <<<<< Best objective function  =                       1.5369536160e+01 <<<<< Best data captured at function evaluation 3 <<<<< Function evaluation summary: 3 total (3 new, 0 duplicate) <<<<< Best parameters          =                       5.2000000000e-01 cdv_1 <<<<< Best objective function  =                       5.3084160000e-02 <<<<< Best data captured at function evaluation 6 <<<<< Results summary:    set_id          cdv_1         cdv_1*         obj_fn          1             -1          -0.98    15.36953616          2           -0.5          -0.48     4.79785216          3            0.5           0.52     0.05308416          4              1              1              0  dakota_pareto_pcbdo_short_column.in Test Number 0 succeeded <<<<< Function evaluation summary (UQ_I): 62 total (62 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e+00 b                       1.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Function evaluation summary (UQ_I): 155 total (124 new, 31 duplicate) <<<<< Best parameters          =                       1.5000000000e+01 b                       2.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Results summary:    set_id             w1             w2              b              h       obj_fn_1       obj_fn_2          1              1              0              5             15              0              0          2            0.8            0.2              5             15              0              0          3            0.6            0.4             15             25              0              0          4            0.4            0.6             15             25              0              0          5            0.2            0.8             15             25              0              0          6              0              1             15             25              0              0  Test Number 1 succeeded <<<<< Function evaluation summary (UQ_I): 186 total (186 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e+00 b                       1.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Function evaluation summary (UQ_I): 372 total (186 new, 186 duplicate) <<<<< Best parameters          =                       5.0000000000e+00 b                       1.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Function evaluation summary (UQ_I): 930 total (651 new, 279 duplicate) <<<<< Best parameters          =                       1.5000000000e+01 b                       2.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Function evaluation summary (UQ_I): 1209 total (744 new, 465 duplicate) <<<<< Best parameters          =                       1.5000000000e+01 b                       2.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Function evaluation summary (UQ_I): 1395 total (744 new, 651 duplicate) <<<<< Best parameters          =                       1.5000000000e+01 b                       2.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Function evaluation summary (UQ_I): 1581 total (744 new, 837 duplicate) <<<<< Best parameters          =                       1.5000000000e+01 b                       2.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Results summary:    set_id             w1             w2              b              h       obj_fn_1       obj_fn_2          1              1              0              5             15              0              0          2            0.8            0.2              5             15              0              0          3            0.6            0.4             15             25              0              0          4            0.4            0.6             15             25              0              0          5            0.2            0.8             15             25              0              0          6              0              1             15             25              0              0  Test Number 2 succeeded <<<<< Function evaluation summary (UQ_I): 186 total (186 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e+00 b                       1.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Function evaluation summary (UQ_I): 465 total (372 new, 93 duplicate) <<<<< Best parameters          =                       1.5000000000e+01 b                       2.5000000000e+01 h <<<<< Best objective functions =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data not found in evaluation cache <<<<< Results summary:    set_id             w1             w2              b              h       obj_fn_1       obj_fn_2          1              1              0              5             15              0              0          2            0.8            0.2              5             15              0              0          3            0.6            0.4             15             25              0              0          4            0.4            0.6             15             25              0              0          5            0.2            0.8             15             25              0              0          6              0              1             15             25              0              0  dakota_repartition.in Test Number 0 succeeded <<<<< Function evaluation summary (I1): 9 total (9 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       5.0000000000e-01 cdv_3                       5.0000000000e-01 cdv_4 <<<<< Best objective function  =                       2.5000000000e-01 <<<<< Best constraint values   =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data captured at function evaluation 6 <<<<< Function evaluation summary (I2): 41 total (41 new, 0 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 cdv_1                       5.0000000000e-01 cdv_2                       1.0000000000e+00 cdv_3                       5.0000000000e-01 cdv_4 <<<<< Best objective function  =                       1.8750000000e-01 <<<<< Best constraint values   =                       0.0000000000e+00                       0.0000000000e+00 <<<<< Best data captured at function evaluation 31 dakota_rosenbrock_queso.in Test Number 0 succeeded <<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) <<<<< Best parameters          =                       1.0083424479e+00                       1.0161070118e+00 <<<<< Best log posterior       =                      -1.3864058806e+00 Test Number 1 succeeded <<<<< Function evaluation summary: 14 total (14 new, 0 duplicate) <<<<< Best parameters          =                       1.0083421977e+00                       1.0161065159e+00 <<<<< Best log posterior       =                      -1.3864058754e+00 Test Number 2 succeeded <<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) <<<<< Best parameters          =                       1.0067356454e+00                       1.0143041147e+00 <<<<< Best log posterior       =                      -1.3864017386e+00 Test Number 3 succeeded <<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) <<<<< Best parameters          =                       1.0083423669e+00                       1.0161068513e+00 <<<<< Best log posterior       =                      -2.7727002401e+00 Test Number 4 succeeded <<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) <<<<< Best parameters          =                       1.0067356454e+00                       1.0143041147e+00 <<<<< Best log posterior       =                      -2.7726960997e+00 Test Number 5 succeeded <<<<< Function evaluation summary: 75 total (75 new, 0 duplicate) <<<<< Best parameters          =                       1.0021564406e+00                       1.0055015896e+00 <<<<< Best log posterior       =                      -2.7727335719e+00 Test Number 6 succeeded <<<<< Function evaluation summary: 63 total (63 new, 0 duplicate) <<<<< Best parameters          =                       1.0085862604e+00                       1.0186123092e+00 <<<<< Best log posterior       =                      -1.3865546982e+00 Test Number 7 succeeded <<<<< Function evaluation summary: 21 total (21 new, 0 duplicate) <<<<< Best parameters          =                       5.4407433277e-01                       2.9242765088e-01 <<<<< Best log posterior       =                      -2.2377989420e+00 Test Number 8 succeeded <<<<< Function evaluation summary: 75 total (74 new, 1 duplicate) <<<<< Best parameters          =                       5.6602397267e-01                       3.1944254475e-01 <<<<< Best log posterior       =                      -2.2375140687e+00 Test Number 9 succeeded <<<<< Function evaluation summary: 3279 total (3229 new, 50 duplicate) <<<<< Best parameters          =                       1.0083422497e+00                       1.0161066189e+00 <<<<< Best log posterior       =                      -2.7727002376e+00 Test Number 10 succeeded <<<<< Function evaluation summary: 3411 total (3361 new, 50 duplicate) <<<<< Best parameters          =                       5.4407433277e-01                       2.9242765088e-01 <<<<< Best log posterior       =                      -2.2377989420e+00 Test Number 11 succeeded <<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) <<<<< Best parameters          =                       1.0083423155e+00                       1.0161067493e+00 <<<<< Best log posterior       =                      -1.3864058778e+00 Test Number 12 succeeded <<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) <<<<< Best parameters          =                       1.0067356454e+00                       1.0143041147e+00 <<<<< Best log posterior       =                      -1.3864017386e+00 Test Number 13 succeeded <<<<< Function evaluation summary: 3279 total (3229 new, 50 duplicate) <<<<< Best parameters          =                       1.0083422798e+00                       1.0161066787e+00 <<<<< Best log posterior       =                      -1.3864058771e+00 Test Number 14 succeeded <<<<< Function evaluation summary: 75 total (75 new, 0 duplicate) <<<<< Best parameters          =                       9.9654995530e-01                       9.9382763765e-01 <<<<< Best log posterior       =                      -1.3863259327e+00 Test Number 15 succeeded <<<<< Function evaluation summary: 3598 total (3549 new, 49 duplicate) <<<<< Best parameters          =                       1.0119248730e+00                       1.0230717439e+00 <<<<< Best log posterior       =                      -2.7727021624e+00 dakota_sbo_hierarchical.in Test Number 0 succeeded <<<<< Function evaluation summary (LOFI_FN): 82 total (73 new, 9 duplicate) <<<<< Function evaluation summary (HIFI_FN): 23 total (23 new, 0 duplicate) <<<<< Best parameters          =                       1.0000000128e+00 x1                       1.0000000224e+00 x2 <<<<< Best objective function  =                       1.1816927162e-15 <<<<< Best data captured at function evaluation 21 dakota_sbo_textbook.in Test Number 0 succeeded <<<<< Function evaluation summary (APPROX_INTERFACE): 176 total (176 new, 0 duplicate) <<<<< Function evaluation summary (TRUE_FN): 69 total (65 new, 4 duplicate) <<<<< Best parameters          =                       5.0000000000e-01 x1                       5.0000008514e-01 x2 <<<<< Best objective function  =                       1.2499995743e-01 <<<<< Best constraint values   =                      -4.2567859460e-08                       8.5135726191e-08 <<<<< Best data captured at function evaluation 64 dakota_sbuq_hierarchical.in Test Number 0 succeeded Coefficients of Polynomial Chaos Expansion for response_fn_1:    3.6360000000e+01  He0  He0   -4.0000000000e-01  He1  He0    4.0000000000e+01  He2  He0   -4.0000000000e+01  He0  He1   -1.5043521984e-14  He0  He2    1.3692750637e-14  He3  He0   -1.3692750637e-14  He4  He0    5.0922229396e-15  He5  He0    2.9605947323e-16  He6  He0    2.0865143828e-16  He7  He0    1.0169642906e-13  He1  He1   -9.3258734069e-15  He2  He1   -5.0626169923e-14  He1  He2   -3.0198066270e-14  He2  He2   -2.2944609176e-15  He0  He3   -2.4980018054e-15  He0  He4   -1.3470706032e-15  He0  He5   -2.2204460493e-16  He0  He6    8.0358999878e-17  He0  He7 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    3.6360000000e+01  6.9283186994e+01   integration:  3.6360000000e+01  6.9283186994e+01  1.5396392053e+00  5.3335110933e+00 response_fn_1 Sobol' indices:                                   Main             Total                       6.6667777741e-01  6.6667777741e-01 x1                       3.3332222259e-01  3.3332222259e-01 x2                       4.0185782349e-30 x1 x2  Coefficients of Polynomial Chaos Expansion for response_fn_1:    3.6564000000e+02  He0  He0   -1.6000000000e+00  He1  He0    5.6100000000e+02  He2  He0    7.6309618346e-14  He3  He0    1.0000000000e+02  He4  He0    9.3669285291e-15  He5  He0    6.0571146864e-14  He6  He0   -2.4940697655e-15  He7  He0   -1.6000000000e+02  He0  He1   -1.9203822560e-14  He1  He1   -2.0000000000e+02  He2  He1    1.0836239313e-15  He3  He1    1.3919421171e-14  He4  He1    2.9013828377e-15  He5  He1   -4.5747356520e-15  He6  He1   -2.3442447278e-16  He7  He1    1.0000000000e+02  He0  He2   -1.5422559063e-14  He1  He2    2.5710336637e-14  He2  He2    2.6737871176e-15  He3  He2   -3.4347524824e-15  He4  He2    7.7438055968e-16  He5  He2    1.6678016992e-15  He6  He2    2.3587833626e-16  He7  He2    1.0851598844e-14  He0  He3    3.4590386111e-15  He1  He3    3.5874081483e-14  He2  He3   -1.9116508145e-14  He0  He4   -1.8989439650e-15  He1  He4   -7.7276148443e-15  He2  He4   -1.3933588080e-15  He0  He5   -3.0161058836e-16  He1  He5   -2.6784130469e-15  He2  He5    8.3180376167e-15  He0  He6    2.6059401550e-16  He1  He6    2.9457917587e-15  He2  He6   -5.7435317525e-16  He0  He7    5.2880980018e-16  He1  He7   -6.9142222811e-16  He2  He7    5.3643156936e-15  He8  He0    7.5189707488e-17  He9  He0   -1.1679467896e-16 He10  He0    1.8729072592e-17 He11  He0   -4.2835348508e-18 He12  He0   -2.2107059296e-18 He13  He0    1.1984950600e-18 He14  He0   -3.5465457731e-15  He3  He3    1.7270135939e-16  He4  He3    4.3915488530e-16  He5  He3   -9.3752166524e-17  He6  He3    9.8686491078e-18  He7  He3    7.8486599935e-16  He3  He4    4.8726454970e-16  He4  He4   -4.6876083262e-16  He5  He4   -8.5939485980e-17  He6  He4   -4.2529178298e-17  He7  He4   -1.0954200510e-15  He3  He5   -5.3167347068e-16  He4  He5    3.4540271877e-17  He5  He5    6.2830399320e-17  He6  He5    6.8610608083e-18  He7  He5   -1.1842378929e-16  He3  He6    5.4812121919e-16  He4  He6    3.7171911639e-17  He5  He6   -1.3925760408e-17  He6  He6    9.7120038838e-19  He7  He6    1.2829243840e-16  He3  He7    3.7829821580e-17  He4  He7   -2.6316397621e-18  He5  He7   -1.1685733705e-17  He6  He7    9.4882249925e-19  He7  He7    4.7658085591e-16  He0  He8    6.4420348342e-18  He0  He9    5.9916798154e-18  He0 He10    6.1234042083e-19  He0 He11   -4.7468249677e-20  He0 He12   -5.2142046568e-20  He0 He13   -3.7244318977e-20  He0 He14 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    3.6564000000e+02  9.9751920282e+02   integration:  3.6564000000e+02  9.9751920282e+02  9.8241052697e+00  1.9484765973e+02 response_fn_1 Sobol' indices:                                   Main             Total                       8.7377449709e-01  9.5417290659e-01 x1                       4.5827093412e-02  1.2622550291e-01 x2                       8.0398409494e-02 x1 x2  <<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate) <<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate) Coefficients of Polynomial Chaos Expansion for response_fn_1:    4.0200000000e+02  He0  He0   -2.0000000000e+00  He1  He0    6.0100000000e+02  He2  He0    9.0002368984e-14  He3  He0    1.0000000000e+02  He4  He0    1.4459151469e-14  He5  He0    6.0867206337e-14  He6  He0   -2.2854183272e-15  He7  He0   -2.0000000000e+02  He0  He1    8.2492606496e-14  He1  He1   -2.0000000000e+02  He2  He1    1.0836239313e-15  He3  He1    1.3919421171e-14  He4  He1    2.9013828377e-15  He5  He1   -4.5747356520e-15  He6  He1   -2.3442447278e-16  He7  He1    1.0000000000e+02  He0  He2   -6.6048728986e-14  He1  He2   -4.4877296324e-15  He2  He2    2.6737871176e-15  He3  He2   -3.4347524824e-15  He4  He2    7.7438055968e-16  He5  He2    1.6678016992e-15  He6  He2    2.3587833626e-16  He7  He2    8.5571379265e-15  He0  He3    3.4590386111e-15  He1  He3    3.5874081483e-14  He2  He3   -2.1614509950e-14  He0  He4   -1.8989439650e-15  He1  He4   -7.7276148443e-15  He2  He4   -2.7404294112e-15  He0  He5   -3.0161058836e-16  He1  He5   -2.6784130469e-15  He2  He5    8.0959930118e-15  He0  He6    2.6059401550e-16  He1  He6    2.9457917587e-15  He2  He6   -4.9399417537e-16  He0  He7    5.2880980018e-16  He1  He7   -6.9142222811e-16  He2  He7    5.3643156936e-15  He8  He0    7.5189707488e-17  He9  He0   -1.1679467896e-16 He10  He0    1.8729072592e-17 He11  He0   -4.2835348508e-18 He12  He0   -2.2107059296e-18 He13  He0    1.1984950600e-18 He14  He0   -3.5465457731e-15  He3  He3    1.7270135939e-16  He4  He3    4.3915488530e-16  He5  He3   -9.3752166524e-17  He6  He3    9.8686491078e-18  He7  He3    7.8486599935e-16  He3  He4    4.8726454970e-16  He4  He4   -4.6876083262e-16  He5  He4   -8.5939485980e-17  He6  He4   -4.2529178298e-17  He7  He4   -1.0954200510e-15  He3  He5   -5.3167347068e-16  He4  He5    3.4540271877e-17  He5  He5    6.2830399320e-17  He6  He5    6.8610608083e-18  He7  He5   -1.1842378929e-16  He3  He6    5.4812121919e-16  He4  He6    3.7171911639e-17  He5  He6   -1.3925760408e-17  He6  He6    9.7120038838e-19  He7  He6    1.2829243840e-16  He3  He7    3.7829821580e-17  He4  He7   -2.6316397621e-18  He5  He7   -1.1685733705e-17  He6  He7    9.4882249925e-19  He7  He7    4.7658085591e-16  He0  He8    6.4420348342e-18  He0  He9    5.9916798154e-18  He0 He10    6.1234042083e-19  He0 He11   -4.7468249677e-20  He0 He12   -5.2142046568e-20  He0 He13   -3.7244318977e-20  He0 He14 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    4.0200000000e+02  1.0499552371e+03   integration:  4.0200000000e+02  1.0499552371e+03  9.2965272463e+00  1.7506447751e+02 response_fn_1 Sobol' indices:                                   Main             Total                       8.7300504533e-01  9.4557359085e-01 x1                       5.4426409145e-02  1.2699495467e-01 x2                       7.2568545527e-02 x1 x2  Test Number 1 succeeded Coefficients of Polynomial Chaos Expansion for response_fn_1:    3.6360000000e+01  He0  He0   -4.0000000000e-01  He1  He0    4.0000000000e+01  He2  He0   -4.0000000000e+01  He0  He1   -1.5043521984e-14  He0  He2    1.3692750637e-14  He3  He0   -1.3692750637e-14  He4  He0    5.0922229396e-15  He5  He0    2.9605947323e-16  He6  He0    2.0865143828e-16  He7  He0    1.0169642906e-13  He1  He1   -9.3258734069e-15  He2  He1   -5.0626169923e-14  He1  He2   -3.0198066270e-14  He2  He2   -2.2944609176e-15  He0  He3   -2.4980018054e-15  He0  He4   -1.3470706032e-15  He0  He5   -2.2204460493e-16  He0  He6    8.0358999878e-17  He0  He7 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    3.6360000000e+01  6.9283186994e+01   integration:  3.6360000000e+01  6.9283186994e+01  1.5396392053e+00  5.3335110933e+00 response_fn_1 Sobol' indices:                                   Main             Total                       6.6667777741e-01  6.6667777741e-01 x1                       3.3332222259e-01  3.3332222259e-01 x2                       4.0185782349e-30 x1 x2  Coefficients of Polynomial Chaos Expansion for response_fn_1:    3.6564000000e+02  He0  He0   -1.6000000000e+00  He1  He0    5.6100000000e+02  He2  He0    7.6309618346e-14  He3  He0    1.0000000000e+02  He4  He0    9.3669285291e-15  He5  He0    6.0571146864e-14  He6  He0   -2.4940697655e-15  He7  He0   -1.6000000000e+02  He0  He1   -1.9203822560e-14  He1  He1   -2.0000000000e+02  He2  He1    1.0836239313e-15  He3  He1    1.3919421171e-14  He4  He1    2.9013828377e-15  He5  He1   -4.5747356520e-15  He6  He1   -2.3442447278e-16  He7  He1    1.0000000000e+02  He0  He2   -1.5422559063e-14  He1  He2    2.5710336637e-14  He2  He2    2.6737871176e-15  He3  He2   -3.4347524824e-15  He4  He2    7.7438055968e-16  He5  He2    1.6678016992e-15  He6  He2    2.3587833626e-16  He7  He2    1.0851598844e-14  He0  He3    3.4590386111e-15  He1  He3    3.5874081483e-14  He2  He3   -1.9116508145e-14  He0  He4   -1.8989439650e-15  He1  He4   -7.7276148443e-15  He2  He4   -1.3933588080e-15  He0  He5   -3.0161058836e-16  He1  He5   -2.6784130469e-15  He2  He5    8.3180376167e-15  He0  He6    2.6059401550e-16  He1  He6    2.9457917587e-15  He2  He6   -5.7435317525e-16  He0  He7    5.2880980018e-16  He1  He7   -6.9142222811e-16  He2  He7    5.3643156936e-15  He8  He0    7.5189707488e-17  He9  He0   -1.1679467896e-16 He10  He0    1.8729072592e-17 He11  He0   -4.2835348508e-18 He12  He0   -2.2107059296e-18 He13  He0    1.1984950600e-18 He14  He0   -3.5465457731e-15  He3  He3    1.7270135939e-16  He4  He3    4.3915488530e-16  He5  He3   -9.3752166524e-17  He6  He3    9.8686491078e-18  He7  He3    7.8486599935e-16  He3  He4    4.8726454970e-16  He4  He4   -4.6876083262e-16  He5  He4   -8.5939485980e-17  He6  He4   -4.2529178298e-17  He7  He4   -1.0954200510e-15  He3  He5   -5.3167347068e-16  He4  He5    3.4540271877e-17  He5  He5    6.2830399320e-17  He6  He5    6.8610608083e-18  He7  He5   -1.1842378929e-16  He3  He6    5.4812121919e-16  He4  He6    3.7171911639e-17  He5  He6   -1.3925760408e-17  He6  He6    9.7120038838e-19  He7  He6    1.2829243840e-16  He3  He7    3.7829821580e-17  He4  He7   -2.6316397621e-18  He5  He7   -1.1685733705e-17  He6  He7    9.4882249925e-19  He7  He7    4.7658085591e-16  He0  He8    6.4420348342e-18  He0  He9    5.9916798154e-18  He0 He10    6.1234042083e-19  He0 He11   -4.7468249677e-20  He0 He12   -5.2142046568e-20  He0 He13   -3.7244318977e-20  He0 He14 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    3.6564000000e+02  9.9751920282e+02   integration:  3.6564000000e+02  9.9751920282e+02  9.8241052697e+00  1.9484765973e+02 response_fn_1 Sobol' indices:                                   Main             Total                       8.7377449709e-01  9.5417290659e-01 x1                       4.5827093412e-02  1.2622550291e-01 x2                       8.0398409494e-02 x1 x2  <<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate) <<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate) Coefficients of Polynomial Chaos Expansion for response_fn_1:    4.0200000000e+02  He0  He0   -2.0000000000e+00  He1  He0    6.0100000000e+02  He2  He0    9.0002368984e-14  He3  He0    1.0000000000e+02  He4  He0    1.4459151469e-14  He5  He0    6.0867206337e-14  He6  He0   -2.2854183272e-15  He7  He0   -2.0000000000e+02  He0  He1    8.2492606496e-14  He1  He1   -2.0000000000e+02  He2  He1    1.0836239313e-15  He3  He1    1.3919421171e-14  He4  He1    2.9013828377e-15  He5  He1   -4.5747356520e-15  He6  He1   -2.3442447278e-16  He7  He1    1.0000000000e+02  He0  He2   -6.6048728986e-14  He1  He2   -4.4877296324e-15  He2  He2    2.6737871176e-15  He3  He2   -3.4347524824e-15  He4  He2    7.7438055968e-16  He5  He2    1.6678016992e-15  He6  He2    2.3587833626e-16  He7  He2    8.5571379265e-15  He0  He3    3.4590386111e-15  He1  He3    3.5874081483e-14  He2  He3   -2.1614509950e-14  He0  He4   -1.8989439650e-15  He1  He4   -7.7276148443e-15  He2  He4   -2.7404294112e-15  He0  He5   -3.0161058836e-16  He1  He5   -2.6784130469e-15  He2  He5    8.0959930118e-15  He0  He6    2.6059401550e-16  He1  He6    2.9457917587e-15  He2  He6   -4.9399417537e-16  He0  He7    5.2880980018e-16  He1  He7   -6.9142222811e-16  He2  He7    5.3643156936e-15  He8  He0    7.5189707488e-17  He9  He0   -1.1679467896e-16 He10  He0    1.8729072592e-17 He11  He0   -4.2835348508e-18 He12  He0   -2.2107059296e-18 He13  He0    1.1984950600e-18 He14  He0   -3.5465457731e-15  He3  He3    1.7270135939e-16  He4  He3    4.3915488530e-16  He5  He3   -9.3752166524e-17  He6  He3    9.8686491078e-18  He7  He3    7.8486599935e-16  He3  He4    4.8726454970e-16  He4  He4   -4.6876083262e-16  He5  He4   -8.5939485980e-17  He6  He4   -4.2529178298e-17  He7  He4   -1.0954200510e-15  He3  He5   -5.3167347068e-16  He4  He5    3.4540271877e-17  He5  He5    6.2830399320e-17  He6  He5    6.8610608083e-18  He7  He5   -1.1842378929e-16  He3  He6    5.4812121919e-16  He4  He6    3.7171911639e-17  He5  He6   -1.3925760408e-17  He6  He6    9.7120038838e-19  He7  He6    1.2829243840e-16  He3  He7    3.7829821580e-17  He4  He7   -2.6316397621e-18  He5  He7   -1.1685733705e-17  He6  He7    9.4882249925e-19  He7  He7    4.7658085591e-16  He0  He8    6.4420348342e-18  He0  He9    5.9916798154e-18  He0 He10    6.1234042083e-19  He0 He11   -4.7468249677e-20  He0 He12   -5.2142046568e-20  He0 He13   -3.7244318977e-20  He0 He14 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    4.0200000000e+02  1.0499552371e+03   integration:  4.0200000000e+02  1.0499552371e+03  9.2965272463e+00  1.7506447751e+02 response_fn_1 Sobol' indices:                                   Main             Total                       8.7300504533e-01  9.4557359085e-01 x1                       5.4426409145e-02  1.2699495467e-01 x2                       7.2568545527e-02 x1 x2  Test Number 2 succeeded Coefficients of Polynomial Chaos Expansion for response_fn_1:    3.6360000000e+01  He0  He0   -4.0000000000e-01  He1  He0    4.0000000000e+01  He2  He0   -4.0000000000e+01  He0  He1   -1.5043521984e-14  He0  He2    1.3692750637e-14  He3  He0   -1.3692750637e-14  He4  He0    5.0922229396e-15  He5  He0    2.9605947323e-16  He6  He0    2.0865143828e-16  He7  He0    1.0169642906e-13  He1  He1   -9.3258734069e-15  He2  He1   -5.0626169923e-14  He1  He2   -3.0198066270e-14  He2  He2   -2.2944609176e-15  He0  He3   -2.4980018054e-15  He0  He4   -1.3470706032e-15  He0  He5   -2.2204460493e-16  He0  He6    8.0358999878e-17  He0  He7 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    3.6360000000e+01  6.9283186994e+01   integration:  3.6360000000e+01  6.9283186994e+01  1.5396392053e+00  5.3335110933e+00 response_fn_1 Sobol' indices:                                   Main             Total                       6.6667777741e-01  6.6667777741e-01 x1                       3.3332222259e-01  3.3332222259e-01 x2                       4.0185782349e-30 x1 x2  Coefficients of Polynomial Chaos Expansion for response_fn_1:    3.6564000000e+02  He0  He0   -1.6000000000e+00  He1  He0    5.6100000000e+02  He2  He0    7.6309618346e-14  He3  He0    1.0000000000e+02  He4  He0    9.3669285291e-15  He5  He0    6.0571146864e-14  He6  He0   -2.4940697655e-15  He7  He0   -1.6000000000e+02  He0  He1   -1.9203822560e-14  He1  He1   -2.0000000000e+02  He2  He1    1.0836239313e-15  He3  He1    1.3919421171e-14  He4  He1    2.9013828377e-15  He5  He1   -4.5747356520e-15  He6  He1   -2.3442447278e-16  He7  He1    1.0000000000e+02  He0  He2   -1.5422559063e-14  He1  He2    2.5710336637e-14  He2  He2    2.6737871176e-15  He3  He2   -3.4347524824e-15  He4  He2    7.7438055968e-16  He5  He2    1.6678016992e-15  He6  He2    2.3587833626e-16  He7  He2    1.0851598844e-14  He0  He3    3.4590386111e-15  He1  He3    3.5874081483e-14  He2  He3   -1.9116508145e-14  He0  He4   -1.8989439650e-15  He1  He4   -7.7276148443e-15  He2  He4   -1.3933588080e-15  He0  He5   -3.0161058836e-16  He1  He5   -2.6784130469e-15  He2  He5    8.3180376167e-15  He0  He6    2.6059401550e-16  He1  He6    2.9457917587e-15  He2  He6   -5.7435317525e-16  He0  He7    5.2880980018e-16  He1  He7   -6.9142222811e-16  He2  He7    5.3643156936e-15  He8  He0    7.5189707488e-17  He9  He0   -1.1679467896e-16 He10  He0    1.8729072592e-17 He11  He0   -4.2835348508e-18 He12  He0   -2.2107059296e-18 He13  He0    1.1984950600e-18 He14  He0   -3.5465457731e-15  He3  He3    1.7270135939e-16  He4  He3    4.3915488530e-16  He5  He3   -9.3752166524e-17  He6  He3    9.8686491078e-18  He7  He3    7.8486599935e-16  He3  He4    4.8726454970e-16  He4  He4   -4.6876083262e-16  He5  He4   -8.5939485980e-17  He6  He4   -4.2529178298e-17  He7  He4   -1.0954200510e-15  He3  He5   -5.3167347068e-16  He4  He5    3.4540271877e-17  He5  He5    6.2830399320e-17  He6  He5    6.8610608083e-18  He7  He5   -1.1842378929e-16  He3  He6    5.4812121919e-16  He4  He6    3.7171911639e-17  He5  He6   -1.3925760408e-17  He6  He6    9.7120038838e-19  He7  He6    1.2829243840e-16  He3  He7    3.7829821580e-17  He4  He7   -2.6316397621e-18  He5  He7   -1.1685733705e-17  He6  He7    9.4882249925e-19  He7  He7    4.7658085591e-16  He0  He8    6.4420348342e-18  He0  He9    5.9916798154e-18  He0 He10    6.1234042083e-19  He0 He11   -4.7468249677e-20  He0 He12   -5.2142046568e-20  He0 He13   -3.7244318977e-20  He0 He14 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    3.6564000000e+02  9.9751920282e+02   integration:  3.6564000000e+02  9.9751920282e+02  9.8241052697e+00  1.9484765973e+02 response_fn_1 Sobol' indices:                                   Main             Total                       8.7377449709e-01  9.5417290659e-01 x1                       4.5827093412e-02  1.2622550291e-01 x2                       8.0398409494e-02 x1 x2  <<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate) <<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate) Coefficients of Polynomial Chaos Expansion for response_fn_1:    4.0200000000e+02  He0  He0   -2.0000000000e+00  He1  He0    6.0100000000e+02  He2  He0    9.0002368984e-14  He3  He0    1.0000000000e+02  He4  He0    1.4459151469e-14  He5  He0    6.0867206337e-14  He6  He0   -2.2854183272e-15  He7  He0   -2.0000000000e+02  He0  He1    8.2492606496e-14  He1  He1   -2.0000000000e+02  He2  He1    1.0836239313e-15  He3  He1    1.3919421171e-14  He4  He1    2.9013828377e-15  He5  He1   -4.5747356520e-15  He6  He1   -2.3442447278e-16  He7  He1    1.0000000000e+02  He0  He2   -6.6048728986e-14  He1  He2   -4.4877296324e-15  He2  He2    2.6737871176e-15  He3  He2   -3.4347524824e-15  He4  He2    7.7438055968e-16  He5  He2    1.6678016992e-15  He6  He2    2.3587833626e-16  He7  He2    8.5571379265e-15  He0  He3    3.4590386111e-15  He1  He3    3.5874081483e-14  He2  He3   -2.1614509950e-14  He0  He4   -1.8989439650e-15  He1  He4   -7.7276148443e-15  He2  He4   -2.7404294112e-15  He0  He5   -3.0161058836e-16  He1  He5   -2.6784130469e-15  He2  He5    8.0959930118e-15  He0  He6    2.6059401550e-16  He1  He6    2.9457917587e-15  He2  He6   -4.9399417537e-16  He0  He7    5.2880980018e-16  He1  He7   -6.9142222811e-16  He2  He7    5.3643156936e-15  He8  He0    7.5189707488e-17  He9  He0   -1.1679467896e-16 He10  He0    1.8729072592e-17 He11  He0   -4.2835348508e-18 He12  He0   -2.2107059296e-18 He13  He0    1.1984950600e-18 He14  He0   -3.5465457731e-15  He3  He3    1.7270135939e-16  He4  He3    4.3915488530e-16  He5  He3   -9.3752166524e-17  He6  He3    9.8686491078e-18  He7  He3    7.8486599935e-16  He3  He4    4.8726454970e-16  He4  He4   -4.6876083262e-16  He5  He4   -8.5939485980e-17  He6  He4   -4.2529178298e-17  He7  He4   -1.0954200510e-15  He3  He5   -5.3167347068e-16  He4  He5    3.4540271877e-17  He5  He5    6.2830399320e-17  He6  He5    6.8610608083e-18  He7  He5   -1.1842378929e-16  He3  He6    5.4812121919e-16  He4  He6    3.7171911639e-17  He5  He6   -1.3925760408e-17  He6  He6    9.7120038838e-19  He7  He6    1.2829243840e-16  He3  He7    3.7829821580e-17  He4  He7   -2.6316397621e-18  He5  He7   -1.1685733705e-17  He6  He7    9.4882249925e-19  He7  He7    4.7658085591e-16  He0  He8    6.4420348342e-18  He0  He9    5.9916798154e-18  He0 He10    6.1234042083e-19  He0 He11   -4.7468249677e-20  He0 He12   -5.2142046568e-20  He0 He13   -3.7244318977e-20  He0 He14 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    4.0200000000e+02  1.0499552371e+03   integration:  4.0200000000e+02  1.0499552371e+03  9.2965272463e+00  1.7506447751e+02 response_fn_1 Sobol' indices:                                   Main             Total                       8.7300504533e-01  9.4557359085e-01 x1                       5.4426409145e-02  1.2699495467e-01 x2                       7.2568545527e-02 x1 x2  Test Number 3 succeeded Coefficients of Polynomial Chaos Expansion for response_fn_1:    3.6360000000e+01  He0  He0   -4.0000000000e-01  He1  He0    4.0000000000e+01  He2  He0   -4.0000000000e+01  He0  He1   -1.5043521984e-14  He0  He2    1.3692750637e-14  He3  He0   -1.3692750637e-14  He4  He0    5.0922229396e-15  He5  He0    2.9605947323e-16  He6  He0    2.0865143828e-16  He7  He0    1.0169642906e-13  He1  He1   -9.3258734069e-15  He2  He1   -5.0626169923e-14  He1  He2   -3.0198066270e-14  He2  He2   -2.2944609176e-15  He0  He3   -2.4980018054e-15  He0  He4   -1.3470706032e-15  He0  He5   -2.2204460493e-16  He0  He6    8.0358999878e-17  He0  He7 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    3.6360000000e+01  6.9283186994e+01   integration:  3.6360000000e+01  6.9283186994e+01  1.5396392053e+00  5.3335110933e+00 response_fn_1 Sobol' indices:                                   Main             Total                       6.6667777741e-01  6.6667777741e-01 x1                       3.3332222259e-01  3.3332222259e-01 x2                       4.0185782349e-30 x1 x2  Coefficients of Polynomial Chaos Expansion for response_fn_1:    3.6564000000e+02  He0  He0   -1.6000000000e+00  He1  He0    5.6100000000e+02  He2  He0    7.6309618346e-14  He3  He0    1.0000000000e+02  He4  He0    9.3669285291e-15  He5  He0    6.0571146864e-14  He6  He0   -2.4940697655e-15  He7  He0   -1.6000000000e+02  He0  He1   -1.9203822560e-14  He1  He1   -2.0000000000e+02  He2  He1    1.0836239313e-15  He3  He1    1.3919421171e-14  He4  He1    2.9013828377e-15  He5  He1   -4.5747356520e-15  He6  He1   -2.3442447278e-16  He7  He1    1.0000000000e+02  He0  He2   -1.5422559063e-14  He1  He2    2.5710336637e-14  He2  He2    2.6737871176e-15  He3  He2   -3.4347524824e-15  He4  He2    7.7438055968e-16  He5  He2    1.6678016992e-15  He6  He2    2.3587833626e-16  He7  He2    1.0851598844e-14  He0  He3    3.4590386111e-15  He1  He3    3.5874081483e-14  He2  He3   -1.9116508145e-14  He0  He4   -1.8989439650e-15  He1  He4   -7.7276148443e-15  He2  He4   -1.3933588080e-15  He0  He5   -3.0161058836e-16  He1  He5   -2.6784130469e-15  He2  He5    8.3180376167e-15  He0  He6    2.6059401550e-16  He1  He6    2.9457917587e-15  He2  He6   -5.7435317525e-16  He0  He7    5.2880980018e-16  He1  He7   -6.9142222811e-16  He2  He7    5.3643156936e-15  He8  He0    7.5189707488e-17  He9  He0   -1.1679467896e-16 He10  He0    1.8729072592e-17 He11  He0   -4.2835348508e-18 He12  He0   -2.2107059296e-18 He13  He0    1.1984950600e-18 He14  He0   -3.5465457731e-15  He3  He3    1.7270135939e-16  He4  He3    4.3915488530e-16  He5  He3   -9.3752166524e-17  He6  He3    9.8686491078e-18  He7  He3    7.8486599935e-16  He3  He4    4.8726454970e-16  He4  He4   -4.6876083262e-16  He5  He4   -8.5939485980e-17  He6  He4   -4.2529178298e-17  He7  He4   -1.0954200510e-15  He3  He5   -5.3167347068e-16  He4  He5    3.4540271877e-17  He5  He5    6.2830399320e-17  He6  He5    6.8610608083e-18  He7  He5   -1.1842378929e-16  He3  He6    5.4812121919e-16  He4  He6    3.7171911639e-17  He5  He6   -1.3925760408e-17  He6  He6    9.7120038838e-19  He7  He6    1.2829243840e-16  He3  He7    3.7829821580e-17  He4  He7   -2.6316397621e-18  He5  He7   -1.1685733705e-17  He6  He7    9.4882249925e-19  He7  He7    4.7658085591e-16  He0  He8    6.4420348342e-18  He0  He9    5.9916798154e-18  He0 He10    6.1234042083e-19  He0 He11   -4.7468249677e-20  He0 He12   -5.2142046568e-20  He0 He13   -3.7244318977e-20  He0 He14 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    3.6564000000e+02  9.9751920282e+02   integration:  3.6564000000e+02  9.9751920282e+02  9.8241052697e+00  1.9484765973e+02 response_fn_1 Sobol' indices:                                   Main             Total                       8.7377449709e-01  9.5417290659e-01 x1                       4.5827093412e-02  1.2622550291e-01 x2                       8.0398409494e-02 x1 x2  <<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate) <<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate) Coefficients of Polynomial Chaos Expansion for response_fn_1:    4.0200000000e+02  He0  He0   -2.0000000000e+00  He1  He0    6.0100000000e+02  He2  He0    9.0002368984e-14  He3  He0    1.0000000000e+02  He4  He0    1.4459151469e-14  He5  He0    6.0867206337e-14  He6  He0   -2.2854183272e-15  He7  He0   -2.0000000000e+02  He0  He1    8.2492606496e-14  He1  He1   -2.0000000000e+02  He2  He1    1.0836239313e-15  He3  He1    1.3919421171e-14  He4  He1    2.9013828377e-15  He5  He1   -4.5747356520e-15  He6  He1   -2.3442447278e-16  He7  He1    1.0000000000e+02  He0  He2   -6.6048728986e-14  He1  He2   -4.4877296324e-15  He2  He2    2.6737871176e-15  He3  He2   -3.4347524824e-15  He4  He2    7.7438055968e-16  He5  He2    1.6678016992e-15  He6  He2    2.3587833626e-16  He7  He2    8.5571379265e-15  He0  He3    3.4590386111e-15  He1  He3    3.5874081483e-14  He2  He3   -2.1614509950e-14  He0  He4   -1.8989439650e-15  He1  He4   -7.7276148443e-15  He2  He4   -2.7404294112e-15  He0  He5   -3.0161058836e-16  He1  He5   -2.6784130469e-15  He2  He5    8.0959930118e-15  He0  He6    2.6059401550e-16  He1  He6    2.9457917587e-15  He2  He6   -4.9399417537e-16  He0  He7    5.2880980018e-16  He1  He7   -6.9142222811e-16  He2  He7    5.3643156936e-15  He8  He0    7.5189707488e-17  He9  He0   -1.1679467896e-16 He10  He0    1.8729072592e-17 He11  He0   -4.2835348508e-18 He12  He0   -2.2107059296e-18 He13  He0    1.1984950600e-18 He14  He0   -3.5465457731e-15  He3  He3    1.7270135939e-16  He4  He3    4.3915488530e-16  He5  He3   -9.3752166524e-17  He6  He3    9.8686491078e-18  He7  He3    7.8486599935e-16  He3  He4    4.8726454970e-16  He4  He4   -4.6876083262e-16  He5  He4   -8.5939485980e-17  He6  He4   -4.2529178298e-17  He7  He4   -1.0954200510e-15  He3  He5   -5.3167347068e-16  He4  He5    3.4540271877e-17  He5  He5    6.2830399320e-17  He6  He5    6.8610608083e-18  He7  He5   -1.1842378929e-16  He3  He6    5.4812121919e-16  He4  He6    3.7171911639e-17  He5  He6   -1.3925760408e-17  He6  He6    9.7120038838e-19  He7  He6    1.2829243840e-16  He3  He7    3.7829821580e-17  He4  He7   -2.6316397621e-18  He5  He7   -1.1685733705e-17  He6  He7    9.4882249925e-19  He7  He7    4.7658085591e-16  He0  He8    6.4420348342e-18  He0  He9    5.9916798154e-18  He0 He10    6.1234042083e-19  He0 He11   -4.7468249677e-20  He0 He12   -5.2142046568e-20  He0 He13   -3.7244318977e-20  He0 He14 Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis   expansion:    4.0200000000e+02  1.0499552371e+03   integration:  4.0200000000e+02  1.0499552371e+03  9.2965272463e+00  1.7506447751e+02 response_fn_1 Sobol' indices:                                   Main             Total                       8.7300504533e-01  9.4557359085e-01 x1                       5.4426409145e-02  1.2699495467e-01 x2                       7.2568545527e-02 x1 x2  dakota_uq_cantilever_interval.in Test Number 0 succeeded <<<<< Function evaluation summary: 6 total (6 new, 0 duplicate)          weight: 6 val (6 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)          stress: 6 val (6 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)           displ: 6 val (6 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) <<<<< Function evaluation summary: 86 total (86 new, 0 duplicate)          weight: 11 val (11 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)          stress: 29 val (29 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)           displ: 58 val (58 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) weight:  Min = 1.0000508059e+00  Max = 9.9999830649e+01 stress:  Min = -9.7749994284e-01  Max = 2.1499428450e+01 displ:  Min = -9.9315677360e-01  Max = 6.7429714485e+01 Test Number 1 succeeded <<<<< Function evaluation summary: 160 total (145 new, 15 duplicate)          weight: 20 val (15 n, 5 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)          stress: 65 val (60 n, 5 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)           displ: 75 val (70 n, 5 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) weight:  Min = 1.0000000000e+00  Max = 1.0000000000e+02 stress:  Min = -9.7750000000e-01  Max = 2.1500000000e+01 displ:  Min = -9.9315679678e-01  Max = 6.7432032241e+01 dakota_uq_cantilever_sop_rel.in Test Number 0 succeeded <<<<< Function evaluation summary (ALEAT_I): 8036 total (8036 new, 0 duplicate) mean_wt:  Min = 9.5209117200e+00  Max = 9.5209117200e+00 ccdf_beta_s:  Min = 1.7627715524e+00  Max = 4.2949468386e+00 ccdf_beta_d:  Min = 2.0125192955e+00  Max = 3.9385559339e+00 Simple Correlation Matrix among all inputs and outputs:                    X_mean       Y_mean      mean_wt  ccdf_beta_s  ccdf_beta_d        X_mean  1.00000e+00        Y_mean -4.15171e-03  1.00000e+00       mean_wt  0.00000e+00  0.00000e+00  1.00000e+00   ccdf_beta_s -6.19328e-01 -7.82554e-01  0.00000e+00  1.00000e+00   ccdf_beta_d -9.13854e-01 -4.01386e-01  0.00000e+00  8.84098e-01  1.00000e+00  Partial Correlation Matrix between input and output:                   mean_wt  ccdf_beta_s  ccdf_beta_d        X_mean -0.00000e+00 -1.00000e+00 -9.99584e-01        Y_mean -0.00000e+00 -1.00000e+00 -9.97881e-01  Simple Rank Correlation Matrix among all inputs and outputs:                    X_mean       Y_mean      mean_wt  ccdf_beta_s  ccdf_beta_d        X_mean  1.00000e+00        Y_mean -2.06483e-03  1.00000e+00       mean_wt -9.12845e-02  8.07203e-02  1.00000e+00   ccdf_beta_s -5.97983e-01 -7.89388e-01 -2.13685e-02  1.00000e+00   ccdf_beta_d -9.19616e-01 -3.73349e-01  2.82833e-02  8.48451e-01  1.00000e+00  Partial Rank Correlation Matrix between input and output:                   mean_wt  ccdf_beta_s  ccdf_beta_d        X_mean -9.14163e-02 -9.76738e-01 -9.92129e-01        Y_mean  8.08696e-02 -9.86420e-01 -9.55272e-01  dakota_uq_short_column_ivp_exp.in Test Number 0 succeeded <<<<< Function evaluation summary (ALEAT_I): 465 total (465 new, 0 duplicate) mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02 cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01 Test Number 1 succeeded <<<<< Function evaluation summary (ALEAT_I): 465 total (465 new, 0 duplicate) mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02 cdf_beta:  Min = -2.1873394681e+00  Max = 1.1590048509e+01 Test Number 2 succeeded <<<<< Function evaluation summary (ALEAT_I): 496 total (434 new, 62 duplicate) mean_area:  Min = 7.5000000000e+01  Max = 3.7500000000e+02 cdf_beta:  Min = -2.1873457813e+00  Max = 1.1590066274e+01 Test Number 3 succeeded <<<<< Function evaluation summary (ALEAT_I): 496 total (434 new, 62 duplicate) mean_area:  Min = 7.5000000000e+01  Max = 3.7500000000e+02 cdf_beta:  Min = -2.1873488264e+00  Max = 1.1590073862e+01 Test Number 4 succeeded <<<<< Function evaluation summary (ALEAT_I): 341 total (341 new, 0 duplicate) mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02 cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01 Test Number 5 succeeded <<<<< Function evaluation summary (ALEAT_I): 279 total (279 new, 0 duplicate) mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02 cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01 Test Number 6 succeeded <<<<< Function evaluation summary (ALEAT_I): 341 total (341 new, 0 duplicate) mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02 cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01 Test Number 7 succeeded <<<<< Function evaluation summary (ALEAT_I): 0 total (0 new, 0 duplicate) mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02 cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01 dakota_uq_textbook_lhs.in Test Number 0 succeeded <<<<< Function evaluation summary: 100 total (100 new, 0 duplicate) Moment-based statistics for each response function:                             Mean           Std Dev          Skewness          Kurtosis  response_fn_1  3.8168454875e+11  6.6923021702e+10  3.2538688799e-01 -8.8632865437e-01  response_fn_2  6.1791347600e+04  6.1426765735e+03  1.2619015132e-01 -9.7944997689e-02  response_fn_3  3.5243745292e+05  3.5957710811e+04 -7.9683460229e-02  3.4031655353e-01 95% confidence intervals for each response function:                     LowerCI_Mean      UpperCI_Mean    LowerCI_StdDev    UpperCI_StdDev  response_fn_1  3.6840556934e+11  3.9496352816e+11  5.8758871169e+10  7.7742818321e+10  response_fn_2  6.0572507301e+04  6.3010187898e+04  5.3933120806e+03  7.1357953767e+03  response_fn_3  3.4530266299e+05  3.5957224285e+05  3.1571116237e+04  4.1771182886e+04      Response Level  Probability Level  Reliability Index  General Rel Index      --------------  -----------------  -----------------  -----------------    3.6000000000e+11   5.5000000000e-01    4.0000000000e+11   3.8000000000e-01    4.4000000000e+11   2.3000000000e-01      Response Level  Probability Level  Reliability Index  General Rel Index      --------------  -----------------  -----------------  -----------------    6.0000000000e+04   6.1000000000e-01    6.5000000000e+04   2.9000000000e-01    7.0000000000e+04   9.0000000000e-02      Response Level  Probability Level  Reliability Index  General Rel Index      --------------  -----------------  -----------------  -----------------    3.5000000000e+05   5.2000000000e-01    4.0000000000e+05   9.0000000000e-02    4.5000000000e+05   0.0000000000e+00 Simple Correlation Matrix among all inputs and outputs:                      TF1n         TF2n         TF1u         TF2u         TF1w         TF2w         TF1h         TF2h         TF3h response_fn_1 response_fn_2 response_fn_3          TF1n  1.00000e+00          TF2n  1.71596e-02  1.00000e+00          TF1u -2.36053e-02 -1.10189e-02  1.00000e+00          TF2u -1.37368e-02  1.60964e-02  2.58033e-02  1.00000e+00          TF1w -1.33427e-02  2.56365e-02 -3.98790e-02 -9.16279e-03  1.00000e+00          TF2w  2.22630e-02 -1.37459e-02 -1.20589e-02 -7.04614e-02  1.03692e-01  1.00000e+00          TF1h -3.37448e-02  4.03689e-03 -5.05564e-03  4.57608e-02 -1.75819e-02 -7.10379e-02  1.00000e+00          TF2h  1.23861e-02 -2.08380e-02  1.03769e-02  3.35062e-02 -3.10255e-03  1.79689e-02 -1.70702e-02  1.00000e+00          TF3h -2.48872e-02  3.25896e-02  1.45599e-01 -6.57963e-02 -3.29158e-02  6.46672e-02  2.65344e-02 -6.20935e-03  1.00000e+00  response_fn_1  1.84979e-02  4.00161e-01  3.07332e-02  8.66203e-01  2.83574e-02  2.15737e-01  2.32123e-02  3.36250e-02 -2.81816e-02  1.00000e+00  response_fn_2  9.99430e-01  1.04544e-02 -2.16110e-02 -1.00976e-02 -1.40718e-02  1.93591e-02 -3.40439e-02  1.45063e-02 -3.13690e-02  1.79344e-02  1.00000e+00  response_fn_3  1.26864e-02  9.99186e-01 -8.33203e-03  1.56109e-02  1.82384e-02 -1.26402e-02 -2.37858e-03 -2.18038e-02  3.43238e-02  4.00397e-01  5.96911e-03  1.00000e+00  Partial Correlation Matrix between input and output:              response_fn_1 response_fn_2 response_fn_3          TF1n  1.24609e-01  9.99484e-01 -1.21192e-01          TF2n  9.39604e-01 -1.98171e-01  9.99249e-01          TF1u  1.14403e-01  8.24782e-02  5.35030e-02          TF2u  9.87061e-01  9.37434e-02 -3.75353e-03          TF1w -1.48282e-02 -1.23822e-02 -1.91391e-01          TF2w  8.91849e-01 -7.20811e-02  3.77690e-02          TF1h  1.67810e-02 -1.20990e-02 -1.68182e-01          TF2h  4.80087e-02  5.77466e-02 -2.81542e-02          TF3h -2.37479e-02 -1.90043e-01  2.89758e-02  Simple Rank Correlation Matrix among all inputs and outputs:                      TF1n         TF2n         TF1u         TF2u         TF1w         TF2w         TF1h         TF2h         TF3h response_fn_1 response_fn_2 response_fn_3          TF1n  1.00000e+00          TF2n  1.44374e-02  1.00000e+00          TF1u  4.48845e-03  5.21572e-02  1.00000e+00          TF2u  5.18452e-03  2.29223e-03  2.60666e-02  1.00000e+00          TF1w -2.87549e-02  8.62886e-03 -3.04710e-02  3.18512e-02  1.00000e+00          TF2w -2.37504e-02  8.67687e-03 -1.80498e-02 -4.17642e-02  4.74887e-02  1.00000e+00          TF1h -1.69217e-03  1.88539e-02 -1.20492e-02  4.08881e-02 -2.16142e-02 -3.50195e-02  1.00000e+00          TF2h  9.99700e-03 -6.42064e-03  2.82988e-02  2.20582e-02  2.81548e-02  5.17972e-02 -3.02430e-02  1.00000e+00          TF3h -1.74257e-02 -2.75308e-02  2.08749e-01 -1.09151e-01 -8.28083e-04  8.82928e-02  1.14251e-02  8.53285e-02  1.00000e+00  response_fn_1  1.96820e-03  3.64404e-01  4.47045e-02  8.68851e-01  6.36064e-02  2.49409e-01  2.24902e-02  3.34833e-02 -9.96820e-02  1.00000e+00  response_fn_2  1.00000e+00  1.44374e-02  4.48845e-03  5.18452e-03 -2.87549e-02 -2.37504e-02 -1.69217e-03  9.99700e-03 -1.74257e-02  1.96820e-03  1.00000e+00  response_fn_3  1.44374e-02  1.00000e+00  5.21572e-02  2.29223e-03  8.62886e-03  8.67687e-03  1.88539e-02 -6.42064e-03 -2.75308e-02  3.64404e-01  1.44374e-02  1.00000e+00  Partial Rank Correlation Matrix between input and output:              response_fn_1 response_fn_2 response_fn_3          TF1n -5.23502e-03  1.00000e+00 -7.73621e-03          TF2n  8.92165e-01 -7.15431e-03  1.00000e+00          TF1u  7.11318e-02 -2.54117e-03 -3.21318e-02          TF2u  9.78928e-01 -1.51839e-03  2.14778e-03          TF1w  1.05075e-01  1.40823e-02 -5.41900e-03          TF2w  8.40896e-01  1.14200e-02 -6.93382e-03          TF1h -5.10906e-02  1.47625e-03 -9.91604e-03          TF2h  1.33902e-02 -7.02452e-03  3.07308e-03          TF3h -1.16281e-01  7.52743e-03  1.97433e-02  dakota_workdir.in Test Number 0 succeeded <<<<< Function evaluation summary: 9 total (9 new, 0 duplicate) <<<<< Best parameters          =                       0.0000000000e+00 x1                       0.0000000000e+00 x2 <<<<< Best objective function  =                       1.0000000000e+00 <<<<< Best data captured at function evaluation 5 Simple Correlation Matrix among all inputs and outputs:                        x1           x2       obj_fn            x1  1.00000e+00            x2  0.00000e+00  1.00000e+00        obj_fn -2.47233e-03 -6.59288e-01  1.00000e+00  Partial Correlation Matrix between input and output:                    obj_fn            x1 -3.28815e-03            x2 -6.59290e-01  Simple Rank Correlation Matrix among all inputs and outputs:                        x1           x2       obj_fn            x1  1.00000e+00            x2  6.00000e-01  1.00000e+00        obj_fn -2.66667e-01 -4.00000e-01  1.00000e+00  Partial Rank Correlation Matrix between input and output:                    obj_fn            x1 -3.63696e-02            x2 -3.11272e-01  Test Number 1 succeeded <<<<< Function evaluation summary: 9 total (9 new, 0 duplicate) <<<<< Best parameters          =                       0.0000000000e+00 x1                       0.0000000000e+00 x2 <<<<< Best objective function  =                       1.0000000000e+00 <<<<< Best data captured at function evaluation 5 Simple Correlation Matrix among all inputs and outputs:                        x1           x2       obj_fn            x1  1.00000e+00            x2  0.00000e+00  1.00000e+00        obj_fn -2.47233e-03 -6.59288e-01  1.00000e+00  Partial Correlation Matrix between input and output:                    obj_fn            x1 -3.28815e-03            x2 -6.59290e-01  Simple Rank Correlation Matrix among all inputs and outputs:                        x1           x2       obj_fn            x1  1.00000e+00            x2  6.00000e-01  1.00000e+00        obj_fn -2.66667e-01 -4.00000e-01  1.00000e+00  Partial Rank Correlation Matrix between input and output:                    obj_fn            x1 -3.63696e-02            x2 -3.11272e-01 
dakota_4level.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -4.0256500643e+00 cdv_1
                      3.9746582299e+00 cdv_2
                     -8.8318096037e-01 cdv_3
                     -1.8554578336e+00 cdv_4
                      1.0612166356e+00 cdv_5
                     -2.8356210015e+00 cdv_6
                      3.2335270752e+00 cdv_7
                      4.8812681339e+00 cdv_8
                      1.1983323640e+00 cdv_9
                     -3.2109206046e+00 cdv_10
                     -1.6166303879e+00 cdv_11
                     -4.4677916821e+00 cdv_12
                      1.9685759407e+00 cdv_13
                     -4.5946342063e+00 cdv_14
                      6.9801400192e-01 cdv_15
                      4.5025309955e-02 cdv_16
                     -3.1729347865e+00 cdv_17
                     -3.7821302652e+00 cdv_18
                     -1.8283456769e+00 cdv_19
                     -3.0071525905e+00 cdv_20
                     -3.3741739185e+00 cdv_21
                      9.2787038787e-02 cdv_22
                     -5.5112878540e-01 cdv_23
                     -9.8895862893e-01 cdv_24
                     -3.1287291727e-01 cdv_25
                     -6.5413423581e-01 cdv_26
                     -2.4919130286e-01 cdv_27
                     -2.5665981327e+00 cdv_28
                     -4.3756248406e+00 cdv_29
                      2.9399675520e+00 cdv_30
                     -1.0758687276e+00 cdv_31
                      1.7840376347e+00 cdv_32
                     -2.2896855558e+00 cdv_33
                      4.2087431186e+00 cdv_34
                     -1.9310457359e+00 cdv_35
                      1.7022840906e+00 cdv_36
                     -3.0749926804e+00 cdv_37
                      2.0950534976e+00 cdv_38
                      5.6599524008e-02 cdv_39
                      5.9842406869e-02 cdv_40
                      4.7725548689e+00 cdv_41
                      2.6819407019e+00 cdv_42
                      1.0449120882e-01 cdv_43
                     -4.6661053096e+00 cdv_44
                      2.5306456488e+00 cdv_45
                      4.9565439862e+00 cdv_46
                     -1.7902297924e+00 cdv_47
                      4.9785544766e+00 cdv_48
                      4.4727993237e-01 cdv_49
                      3.5502905464e+00 cdv_50
                      1.7382127040e+00 cdv_51
                     -2.8157860195e+00 cdv_52
                     -4.4775990612e+00 cdv_53
                      4.7242163214e+00 cdv_54
                     -3.0895495099e+00 cdv_55
                      1.2901050807e+00 cdv_56
                      2.8346750471e+00 cdv_57
                      1.2648288957e+00 cdv_58
                      4.3827656625e+00 cdv_59
                      1.6937510496e+00 cdv_60
                     -1.4527051097e+00 cdv_61
                     -1.0963943841e+00 cdv_62
                     -3.5733884588e+00 cdv_63
                      4.9669298789e+00 cdv_64
                      4.9730592902e+00 cdv_65
                     -3.2416082611e+00 cdv_66
                      2.0420456980e+00 cdv_67
                     -2.8711602824e+00 cdv_68
                      1.3391841443e+00 cdv_69
                      1.1825626805e+00 cdv_70
                      4.4648879735e+00 cdv_71
                     -4.2022667500e+00 cdv_72
                      2.4572824599e+00 cdv_73
                      2.8809559901e+00 cdv_74
                     -2.1892451216e+00 cdv_75
                     -2.2964993820e+00 cdv_76
                     -3.7172767948e+00 cdv_77
                     -3.6581121525e+00 cdv_78
                      3.3428148551e-01 cdv_79
                      1.3089782050e+00 cdv_80
                      1.2805724526e+00 cdv_81
                     -3.9048084768e+00 cdv_82
                      1.1383183827e+00 cdv_83
                     -3.0161155147e+00 cdv_84
                     -2.3286783589e+00 cdv_85
                     -3.2448775662e+00 cdv_86
                      4.6028427529e+00 cdv_87
                      2.6122740709e+00 cdv_88
                      1.4186058711e+00 cdv_89
                     -2.0086555840e+00 cdv_90
                      3.6782698671e+00 cdv_91
                     -3.0724624367e+00 cdv_92
                     -4.8437161350e+00 cdv_93
                      4.1451795036e+00 cdv_94
                      3.5954148073e+00 cdv_95
                      4.1230485806e+00 cdv_96
<<<<< Best objective function  =
                      1.7123442915e+04
<<<<< Best constraint values   =
                      1.4218529325e+01
                      1.7810733076e+01
<<<<< Best data captured at function evaluation 1
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -7.2744360116e-01 cdv_1
                      4.3165191666e+00 cdv_2
                     -5.7132651603e-01 cdv_3
                      1.1204223033e+00 cdv_4
                     -3.6775147750e+00 cdv_5
                      7.7984928745e-01 cdv_6
                     -4.1664059166e+00 cdv_7
                      4.3974371830e+00 cdv_8
                     -1.1815704289e+00 cdv_9
                      2.1699658721e-01 cdv_10
                     -4.5730190953e-02 cdv_11
                      4.2306086068e+00 cdv_12
                     -2.1235811863e+00 cdv_13
                     -1.7876191627e+00 cdv_14
                      2.9649836412e+00 cdv_15
                     -4.6724144929e+00 cdv_16
                      5.3309712947e-01 cdv_17
                     -4.6856614429e+00 cdv_18
                     -4.3737954739e+00 cdv_19
                      6.1586119700e-01 cdv_20
                     -2.3429510329e+00 cdv_21
                      1.4403780588e+00 cdv_22
                      3.5343860904e+00 cdv_23
                      2.7541431613e+00 cdv_24
                     -4.0748555114e+00 cdv_25
                      4.3218958745e-01 cdv_26
                     -2.9455776472e+00 cdv_27
                      9.9375860688e-01 cdv_28
                     -2.4013280523e+00 cdv_29
                     -3.7507707012e+00 cdv_30
                      2.8593470991e+00 cdv_31
                     -3.9571859952e+00 cdv_32
                     -1.5629557909e+00 cdv_33
                      2.8897209194e+00 cdv_34
                     -4.6634624014e-02 cdv_35
                     -2.3747680729e+00 cdv_36
                      3.7057172766e+00 cdv_37
                     -8.1057106533e-02 cdv_38
                      1.0488177567e+00 cdv_39
                      2.2346428470e+00 cdv_40
                     -1.8703548195e+00 cdv_41
                     -3.5682178791e+00 cdv_42
                      4.5102715403e+00 cdv_43
                      3.9591248550e+00 cdv_44
                     -3.9249094619e+00 cdv_45
                      4.0456526986e+00 cdv_46
                     -3.8864576003e+00 cdv_47
                     -3.6339607665e+00 cdv_48
                      2.8365279521e+00 cdv_49
                     -4.1309958608e+00 cdv_50
                      4.3047537449e+00 cdv_51
                     -4.2874730059e+00 cdv_52
                      4.8695813428e+00 cdv_53
                     -2.7036182384e+00 cdv_54
                      1.8657522133e+00 cdv_55
                      3.1323281021e+00 cdv_56
                     -3.8421274926e+00 cdv_57
                     -3.1268425703e+00 cdv_58
                      2.4014130147e+00 cdv_59
                      2.6452938159e+00 cdv_60
                      3.6661948864e+00 cdv_61
                      2.0446389063e+00 cdv_62
                      2.7633200412e+00 cdv_63
                     -4.5181013770e+00 cdv_64
                     -4.9021868647e+00 cdv_65
                     -1.2054462923e+00 cdv_66
                     -1.9390075881e+00 cdv_67
                      2.2067112710e+00 cdv_68
                      2.8078774177e+00 cdv_69
                      4.1464304032e+00 cdv_70
                      1.8146252795e+00 cdv_71
                     -1.5243429279e+00 cdv_72
                      3.4118580639e+00 cdv_73
                      8.0391663068e-01 cdv_74
                      6.5529276588e-01 cdv_75
                     -3.8870882907e+00 cdv_76
                     -1.5748348407e+00 cdv_77
                      4.6826285993e+00 cdv_78
                     -3.4165348896e-01 cdv_79
                      3.6621122787e+00 cdv_80
                     -2.8056499170e-01 cdv_81
                     -1.0380579986e+00 cdv_82
                      1.3622785255e+00 cdv_83
                     -7.1696620900e-01 cdv_84
                      3.8173605831e+00 cdv_85
                      2.2326762471e+00 cdv_86
                     -3.0690607846e+00 cdv_87
                      4.8646955417e+00 cdv_88
                      6.7624664196e-01 cdv_89
                     -1.5194424494e+00 cdv_90
                     -3.2754934613e+00 cdv_91
                     -1.2125435505e+00 cdv_92
                     -2.9922806971e+00 cdv_93
                     -3.7798474624e+00 cdv_94
                      2.9754280262e+00 cdv_95
                      1.5492252262e+00 cdv_96
<<<<< Best objective function  =
                      1.7709049851e+04
<<<<< Best constraint values   =
                     -1.6290853904e+00
                      1.8996059516e+01
<<<<< Best data captured at function evaluation 1537
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      4.7753232798e-01 cdv_1
                     -1.2823641132e+00 cdv_2
                      5.4106004135e+00 cdv_3
                      2.1933350645e+00 cdv_4
                      4.2453332736e+00 cdv_5
                      3.3229583923e+00 cdv_6
                      1.9380645359e+00 cdv_7
                     -2.9821779389e+00 cdv_8
                      1.0869302748e+00 cdv_9
                      5.4433850115e+00 cdv_10
                      6.4845402378e+00 cdv_11
                      2.4713556097e+00 cdv_12
                      4.4685373117e+00 cdv_13
                      6.1566248570e+00 cdv_14
                      1.2797446462e+00 cdv_15
                     -2.0346819598e+00 cdv_16
                      6.1188334717e+00 cdv_17
                      5.4620401845e+00 cdv_18
                     -1.0979391526e+00 cdv_19
                      3.2851252527e+00 cdv_20
                     -3.3424071092e+00 cdv_21
                      1.2245068674e+00 cdv_22
                      6.4382049015e+00 cdv_23
                      1.5984366349e+00 cdv_24
                      7.3805025356e-01 cdv_25
                     -2.8748846861e-01 cdv_26
                      5.5170773550e+00 cdv_27
                      3.5962356311e+00 cdv_28
                      1.2411231667e+00 cdv_29
                      4.3577960143e+00 cdv_30
                      2.6014243595e+00 cdv_31
                     -2.7077696236e+00 cdv_32
                     -1.4970490338e+00 cdv_33
                     -1.3325860069e-01 cdv_34
                      3.8592229525e+00 cdv_35
                      1.4586256263e+00 cdv_36
                      3.5031703454e+00 cdv_37
                     -1.0032134321e+00 cdv_38
                     -3.1341412349e+00 cdv_39
                      2.9787523228e+00 cdv_40
                      5.2934765519e+00 cdv_41
                      2.5679845710e+00 cdv_42
                      4.9235440789e+00 cdv_43
                     -1.2730024710e-02 cdv_44
                     -1.6296167224e+00 cdv_45
                     -5.4815264308e-01 cdv_46
                     -2.0073547517e+00 cdv_47
                     -3.4216738917e+00 cdv_48
                     -2.0835736679e+00 cdv_49
                     -1.5615830505e+00 cdv_50
                      2.0781733259e+00 cdv_51
                      4.7449878414e+00 cdv_52
                      2.1955229182e-01 cdv_53
                      1.4211851214e+00 cdv_54
                      1.3514704197e+00 cdv_55
                      2.0833012794e+00 cdv_56
                      1.2745944638e+00 cdv_57
                      1.0872767169e+00 cdv_58
                     -5.6845925802e-01 cdv_59
                      2.2963741471e+00 cdv_60
                     -2.1511788071e+00 cdv_61
                      1.4352995226e+00 cdv_62
                     -2.2537676109e-01 cdv_63
                     -3.4455909506e-01 cdv_64
                      5.9469332229e+00 cdv_65
                     -2.2601301300e+00 cdv_66
                     -1.1317463468e+00 cdv_67
                      1.1080218276e+00 cdv_68
                      3.5352072770e+00 cdv_69
                      3.7247361949e+00 cdv_70
                      6.1808233083e+00 cdv_71
                      4.1587242837e+00 cdv_72
                      2.6022204257e+00 cdv_73
                     -8.3601247301e-01 cdv_74
                     -3.4490479747e+00 cdv_75
                      5.0966477806e+00 cdv_76
                      2.0969615195e+00 cdv_77
                      2.5054550629e+00 cdv_78
                     -1.8666671738e+00 cdv_79
                      1.4866433955e+00 cdv_80
                     -2.8562290035e+00 cdv_81
                      5.9898783097e+00 cdv_82
                     -1.7663332520e+00 cdv_83
                     -1.8235855875e+00 cdv_84
                     -3.0895115831e+00 cdv_85
                     -2.8710484015e-01 cdv_86
                      6.0310418741e+00 cdv_87
                      2.2724225459e+00 cdv_88
                     -8.4456338824e-01 cdv_89
                      3.2300618555e+00 cdv_90
                     -3.3024375048e+00 cdv_91
                      5.7391121573e+00 cdv_92
                     -2.7515039251e+00 cdv_93
                      5.2275048824e+00 cdv_94
                     -1.0511887899e+00 cdv_95
                      6.5910690148e-01 cdv_96
<<<<< Best objective function  =
                      1.3923102777e+04
<<<<< Best constraint values   =
                      8.6921918086e-01
                      1.4056915548e+00
<<<<< Best data captured at function evaluation 4608
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -1.8223676494e+00 cdv_1
                     -2.3391216541e+00 cdv_2
                      3.3726043371e+00 cdv_3
                      4.7944534278e+00 cdv_4
                      3.7271773279e+00 cdv_5
                      4.5113760814e+00 cdv_6
                      4.1985734143e+00 cdv_7
                      4.7939097765e+00 cdv_8
                     -1.3331757370e+00 cdv_9
                     -3.3314016616e+00 cdv_10
                     -1.9144074349e+00 cdv_11
                     -2.5511086117e+00 cdv_12
                     -3.4185380961e-01 cdv_13
                      2.1542111832e+00 cdv_14
                     -1.4059473889e+00 cdv_15
                     -2.6657215787e+00 cdv_16
                      5.5142148082e+00 cdv_17
                      6.9717136197e-01 cdv_18
                     -2.5569940337e+00 cdv_19
                      5.2499360706e+00 cdv_20
                     -1.0594358521e+00 cdv_21
                      3.7656780250e+00 cdv_22
                      2.7857346559e+00 cdv_23
                      4.5744961610e+00 cdv_24
                      3.0753495614e+00 cdv_25
                     -2.0748571584e+00 cdv_26
                      1.9222205683e+00 cdv_27
                     -9.4967887024e-01 cdv_28
                      1.2142253045e-01 cdv_29
                     -1.2266740861e+00 cdv_30
                      3.9567765008e+00 cdv_31
                      5.6998358078e+00 cdv_32
                      1.7363811748e+00 cdv_33
                     -2.4856730214e+00 cdv_34
                     -8.2465600325e-01 cdv_35
                     -1.6083254103e+00 cdv_36
                      2.3220562245e+00 cdv_37
                     -5.1256132599e-01 cdv_38
                      6.3009159554e+00 cdv_39
                     -2.9125015351e+00 cdv_40
                      4.6913857489e-01 cdv_41
                     -9.2318206031e-01 cdv_42
                      3.9974083158e+00 cdv_43
                     -2.4965133359e+00 cdv_44
                      2.4506013118e+00 cdv_45
                      2.1385222397e-01 cdv_46
                      1.3615680270e+00 cdv_47
                      2.5045619753e+00 cdv_48
                     -4.0026257014e-01 cdv_49
                      1.4477942825e+00 cdv_50
                      4.1255743654e+00 cdv_51
                      3.3043668195e+00 cdv_52
                      5.0285382776e+00 cdv_53
                      6.0505649626e+00 cdv_54
                      1.0368072752e+00 cdv_55
                      3.6129114786e+00 cdv_56
                      5.3870771708e+00 cdv_57
                     -7.6291740227e-01 cdv_58
                      2.3816628533e+00 cdv_59
                      9.7941722436e-02 cdv_60
                      3.2839389430e+00 cdv_61
                     -1.1493587167e+00 cdv_62
                      1.0024058026e-01 cdv_63
                     -1.2525018081e+00 cdv_64
                      1.9295673105e+00 cdv_65
                      5.3353812864e+00 cdv_66
                     -3.4091714062e+00 cdv_67
                      1.3834101678e+00 cdv_68
                      3.9801121383e-01 cdv_69
                     -1.4833157523e+00 cdv_70
                      3.8621103970e+00 cdv_71
                      1.3223241473e+00 cdv_72
                      2.0644895051e+00 cdv_73
                     -2.0209396758e+00 cdv_74
                     -1.1787045230e+00 cdv_75
                      1.6347485926e+00 cdv_76
                      3.6730937788e+00 cdv_77
                      6.0582078156e+00 cdv_78
                      1.9965646541e+00 cdv_79
                     -2.6725339584e+00 cdv_80
                      1.5718832050e+00 cdv_81
                      2.5196994051e+00 cdv_82
                      4.9695595492e-01 cdv_83
                     -6.1307854917e-01 cdv_84
                     -2.4320137990e+00 cdv_85
                      3.3863603883e+00 cdv_86
                     -1.9193852055e+00 cdv_87
                     -3.2906684691e+00 cdv_88
                      2.9199797666e-02 cdv_89
                      7.8836157311e-01 cdv_90
                      3.9783969912e+00 cdv_91
                      1.4270824213e+00 cdv_92
                     -5.0435248496e-01 cdv_93
                     -1.9377260679e+00 cdv_94
                      6.2448586086e+00 cdv_95
                     -7.7585009252e-01 cdv_96
<<<<< Best objective function  =
                      1.0034845209e+04
<<<<< Best constraint values   =
                      4.4905846768e+00
                      6.3826739373e+00
<<<<< Best data captured at function evaluation 6144
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -1.6490714348e-01 cdv_1
                      2.5021752250e-01 cdv_2
                      6.0279682070e+00 cdv_3
                     -1.2835899991e+00 cdv_4
                     -3.0714601709e+00 cdv_5
                     -3.4568207606e+00 cdv_6
                     -7.7739217653e-01 cdv_7
                     -5.1615290640e-01 cdv_8
                     -2.8386892483e+00 cdv_9
                      2.6309178858e+00 cdv_10
                      3.8335377434e+00 cdv_11
                     -1.6221200781e+00 cdv_12
                     -2.4848240977e+00 cdv_13
                     -3.0221712333e+00 cdv_14
                     -2.1761039830e+00 cdv_15
                     -9.8219365610e-02 cdv_16
                      9.1514930784e-01 cdv_17
                     -2.2823893832e+00 cdv_18
                      2.8683714471e+00 cdv_19
                      1.4796727854e+00 cdv_20
                     -2.7025939530e+00 cdv_21
                      5.6217526488e-01 cdv_22
                      4.3353948891e+00 cdv_23
                     -1.5754732386e-01 cdv_24
                     -8.2602140761e-01 cdv_25
                      4.4045924919e+00 cdv_26
                      1.6709919132e+00 cdv_27
                     -1.7026969347e+00 cdv_28
                     -3.4271611485e+00 cdv_29
                     -3.0373678654e-01 cdv_30
                     -1.8478250687e+00 cdv_31
                     -2.0032288833e+00 cdv_32
                     -3.0369498197e+00 cdv_33
                     -9.5329594328e-01 cdv_34
                      1.8843156884e+00 cdv_35
                     -1.5682511438e+00 cdv_36
                     -1.0319918536e+00 cdv_37
                      2.6231878229e+00 cdv_38
                      4.2929882706e+00 cdv_39
                      2.7700731429e-01 cdv_40
                      2.5415265760e+00 cdv_41
                      6.0156369737e+00 cdv_42
                      6.0511002773e+00 cdv_43
                      2.9200942229e+00 cdv_44
                     -1.3142973671e+00 cdv_45
                     -3.2524344588e+00 cdv_46
                     -1.2814733080e+00 cdv_47
                      5.5823129706e+00 cdv_48
                     -1.9456283133e+00 cdv_49
                      5.9722549540e+00 cdv_50
                      9.0257111282e-01 cdv_51
                     -9.8975141373e-01 cdv_52
                     -3.6794428247e+00 cdv_53
                      2.4891651304e+00 cdv_54
                      1.8374880388e+00 cdv_55
                      3.8605007768e+00 cdv_56
                      3.3875962355e-01 cdv_57
                      1.8703146272e+00 cdv_58
                      4.8873522091e+00 cdv_59
                     -9.7558961274e-01 cdv_60
                     -3.4468928696e+00 cdv_61
                      3.9445068184e+00 cdv_62
                      5.4046017142e+00 cdv_63
                      2.3039069571e+00 cdv_64
                      4.9687753799e+00 cdv_65
                      2.2038980074e+00 cdv_66
                      2.2420957961e+00 cdv_67
                      1.3218353838e+00 cdv_68
                      3.4095244995e+00 cdv_69
                     -3.3328656417e+00 cdv_70
                      5.5055952291e-03 cdv_71
                     -2.1872029002e+00 cdv_72
                      5.4424231849e+00 cdv_73
                     -2.0690731084e+00 cdv_74
                      3.4691879426e+00 cdv_75
                     -2.1577761137e+00 cdv_76
                      4.6026159121e-01 cdv_77
                      1.8761585545e+00 cdv_78
                      3.8096233938e+00 cdv_79
                      5.8378156032e+00 cdv_80
                     -5.0894890141e-01 cdv_81
                     -2.8890848436e-01 cdv_82
                      4.0595134600e+00 cdv_83
                      4.6925425134e+00 cdv_84
                     -1.5840741540e+00 cdv_85
                     -3.5880606466e+00 cdv_86
                     -3.0171520031e+00 cdv_87
                      1.0013983815e+00 cdv_88
                      5.6334933712e+00 cdv_89
                      3.8716296778e+00 cdv_90
                      1.2324433300e+00 cdv_91
                     -1.3667559103e+00 cdv_92
                      3.5315471454e-01 cdv_93
                      1.2403863098e+00 cdv_94
                     -2.7454635124e-01 cdv_95
                      4.1231025532e+00 cdv_96
<<<<< Best objective function  =
                      1.1969541726e+04
<<<<< Best constraint values   =
                     -9.7914395280e-02
                      1.4506238031e-01
<<<<< Best data captured at function evaluation 7394
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0553301294e+00 cdv_1
                     -6.3444418192e-02 cdv_2
                      3.4599561522e+00 cdv_3
                      4.3004542889e+00 cdv_4
                     -1.0271624767e+00 cdv_5
                     -4.2877647637e+00 cdv_6
                      3.4981230832e+00 cdv_7
                      2.2047289297e+00 cdv_8
                     -2.1338064409e+00 cdv_9
                     -1.6044793096e+00 cdv_10
                      4.4420368917e+00 cdv_11
                     -4.6397212867e+00 cdv_12
                      3.6396441354e+00 cdv_13
                      1.2268208855e+00 cdv_14
                     -8.8440964969e-01 cdv_15
                     -3.2116631230e+00 cdv_16
                     -4.4050559698e+00 cdv_17
                     -2.6830202129e+00 cdv_18
                      7.9733598570e-01 cdv_19
                      2.2592745073e+00 cdv_20
                     -9.0419148095e-01 cdv_21
                      8.3226230306e-01 cdv_22
                     -3.7185573028e+00 cdv_23
                     -3.1557182833e+00 cdv_24
                      2.0846815974e-01 cdv_25
                      1.4695566342e-01 cdv_26
                      2.9604134738e+00 cdv_27
                      3.2104956203e+00 cdv_28
                      1.2980451769e-02 cdv_29
                     -9.9206686136e-02 cdv_30
                      4.3602242847e+00 cdv_31
                     -9.8915098022e-01 cdv_32
                      4.4945528644e+00 cdv_33
                      2.4273591534e+00 cdv_34
                      4.7502009257e+00 cdv_35
                      2.0978867878e+00 cdv_36
                      1.0122044472e+00 cdv_37
                     -3.1376734934e+00 cdv_38
                     -3.5868382754e+00 cdv_39
                     -1.5179241694e+00 cdv_40
                      2.6252058047e+00 cdv_41
                     -3.8906112042e-01 cdv_42
                     -1.7818351534e+00 cdv_43
                      1.5690063879e+00 cdv_44
                     -2.8243167471e-01 cdv_45
                      3.0992748602e+00 cdv_46
                     -4.9742011218e+00 cdv_47
                     -1.1742009561e+00 cdv_48
                      3.3467854195e+00 cdv_49
                      2.5565215700e+00 cdv_50
                     -2.9851165944e+00 cdv_51
                      2.3295274410e+00 cdv_52
                      3.9015761332e+00 cdv_53
                     -4.4741268305e+00 cdv_54
                      3.0914443147e-01 cdv_55
                     -7.3904297421e-01 cdv_56
                     -4.5397084785e+00 cdv_57
                     -9.2700946669e-01 cdv_58
                      1.8019170007e+00 cdv_59
                     -2.7434420350e+00 cdv_60
                      1.3542018258e+00 cdv_61
                     -1.6834438814e+00 cdv_62
                     -1.1870783915e+00 cdv_63
                     -2.5252581729e-01 cdv_64
                     -1.5261483827e+00 cdv_65
                     -2.4221682843e+00 cdv_66
                     -9.2535673961e-01 cdv_67
                      3.8515815876e+00 cdv_68
                      5.8478220511e-01 cdv_69
                      4.7746133574e+00 cdv_70
                     -5.8760601591e-01 cdv_71
                     -4.8193060758e+00 cdv_72
                      3.2217601266e+00 cdv_73
                      1.2832871534e+00 cdv_74
                     -3.1398353397e+00 cdv_75
                     -1.8963452635e+00 cdv_76
                     -4.3938314061e+00 cdv_77
                     -1.8275790916e+00 cdv_78
                     -4.4750778850e+00 cdv_79
                      1.7746507297e+00 cdv_80
                     -4.8534361648e+00 cdv_81
                     -4.9132533252e+00 cdv_82
                     -1.7555149549e+00 cdv_83
                      7.7356851146e-01 cdv_84
                     -3.5707283989e+00 cdv_85
                     -2.4316452133e-03 cdv_86
                     -2.9035106427e+00 cdv_87
                     -2.0846430211e+00 cdv_88
                     -7.7455294590e-01 cdv_89
                     -4.3136717333e+00 cdv_90
                     -2.1941782718e+00 cdv_91
                     -2.1058169635e+00 cdv_92
                      3.9619982182e+00 cdv_93
                      2.6763409749e+00 cdv_94
                      1.2838602159e+00 cdv_95
                      4.9667031591e+00 cdv_96
<<<<< Best objective function  =
                      1.8078468481e+04
<<<<< Best constraint values   =
                      1.1454438910e+00
                     -5.2363987048e-01
<<<<< Best data captured at function evaluation 7681
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -4.7744473781e+00 cdv_1
                      4.6163120840e+00 cdv_2
                      2.7947157944e+00 cdv_3
                     -3.8915992714e+00 cdv_4
                     -2.0876252090e+00 cdv_5
                     -1.1435024230e+00 cdv_6
                     -1.0666193892e+00 cdv_7
                     -2.9933492843e+00 cdv_8
                     -4.7454157113e+00 cdv_9
                     -2.5619066136e+00 cdv_10
                     -5.4585836721e-01 cdv_11
                     -4.8017234076e-02 cdv_12
                     -4.0176920636e+00 cdv_13
                      1.7303240204e-01 cdv_14
                     -2.1688954277e+00 cdv_15
                      2.8087015125e+00 cdv_16
                     -4.3829827113e-01 cdv_17
                     -2.3203141762e+00 cdv_18
                     -2.4096890256e-01 cdv_19
                      2.5429888330e+00 cdv_20
                     -1.6086721331e+00 cdv_21
                     -3.9544177872e+00 cdv_22
                     -1.6798308142e+00 cdv_23
                      4.7617271100e+00 cdv_24
                     -1.5083836938e+00 cdv_25
                      8.8009099117e-01 cdv_26
                     -3.3590753356e+00 cdv_27
                      3.8197493708e+00 cdv_28
                      2.1762690054e+00 cdv_29
                     -4.3640309551e+00 cdv_30
                     -1.6488530619e+00 cdv_31
                     -2.2284479180e+00 cdv_32
                     -5.7987035078e-01 cdv_33
                      4.4484574988e-01 cdv_34
                      9.2530619722e-01 cdv_35
                      4.7059591693e+00 cdv_36
                     -7.3312807886e-01 cdv_37
                      1.7214901382e+00 cdv_38
                      2.0970478882e+00 cdv_39
                     -3.6618145761e+00 cdv_40
                     -4.4362958884e+00 cdv_41
                      2.1585000776e+00 cdv_42
                     -2.1740311963e+00 cdv_43
                     -2.2022545158e+00 cdv_44
                     -1.1800771949e+00 cdv_45
                     -5.2599127608e-01 cdv_46
                      3.1637866946e+00 cdv_47
                      1.9573609704e+00 cdv_48
                     -8.4508801364e-01 cdv_49
                      2.0110421437e+00 cdv_50
                     -9.1704599385e-01 cdv_51
                      3.9181933245e+00 cdv_52
                     -2.5764322781e+00 cdv_53
                      3.5978164937e+00 cdv_54
                     -3.7092692065e+00 cdv_55
                      3.7378623702e+00 cdv_56
                     -3.2973224124e+00 cdv_57
                     -3.7159167452e+00 cdv_58
                      2.9336594868e+00 cdv_59
                      3.4027886072e-01 cdv_60
                      8.4204695721e-01 cdv_61
                      3.3515855660e+00 cdv_62
                      4.3483870525e+00 cdv_63
                      2.8627771242e+00 cdv_64
                     -3.5792476051e+00 cdv_65
                     -8.3091841904e-01 cdv_66
                     -3.1509884274e+00 cdv_67
                      1.9837027968e+00 cdv_68
                     -3.6105062167e+00 cdv_69
                      2.9519323386e-01 cdv_70
                      3.4173619497e-01 cdv_71
                      1.0536702751e+00 cdv_72
                      4.8182247136e+00 cdv_73
                     -3.8466369902e+00 cdv_74
                      2.2897751575e-02 cdv_75
                      6.5868520547e-01 cdv_76
                     -4.6741026436e+00 cdv_77
                      1.8853701721e+00 cdv_78
                      3.6596435123e+00 cdv_79
                     -3.8927188819e+00 cdv_80
                     -7.7010254182e-01 cdv_81
                      3.6741486353e-01 cdv_82
                      5.0830946430e-01 cdv_83
                     -1.6470976096e-01 cdv_84
                      2.5705354390e+00 cdv_85
                     -2.6842102024e+00 cdv_86
                      4.0016677559e+00 cdv_87
                     -9.4037464374e-01 cdv_88
                     -8.4315321117e-01 cdv_89
                      1.3894173745e+00 cdv_90
                      1.0711271646e+00 cdv_91
                     -4.0421922096e+00 cdv_92
                      2.5369739298e+00 cdv_93
                      3.0026478412e+00 cdv_94
                     -3.6802572661e+00 cdv_95
                      4.0245425315e-01 cdv_96
<<<<< Best objective function  =
                      1.5508022341e+04
<<<<< Best constraint values   =
                      2.0487191724e+01
                      2.3697560946e+01
<<<<< Best data captured at function evaluation 9217
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      2.3210895832e+00 cdv_1
                     -2.4860202053e+00 cdv_2
                      3.6640436823e+00 cdv_3
                      3.1530596994e+00 cdv_4
                     -2.5893941259e+00 cdv_5
                      4.7338669050e+00 cdv_6
                     -4.3508385437e+00 cdv_7
                     -4.2153127754e-01 cdv_8
                     -1.5196891613e+00 cdv_9
                     -3.5225224229e+00 cdv_10
                     -4.1893986610e+00 cdv_11
                     -1.4424238879e+00 cdv_12
                     -1.9852607499e+00 cdv_13
                     -2.2081557216e+00 cdv_14
                      6.1406493216e-01 cdv_15
                      2.2819566550e+00 cdv_16
                     -1.4629697983e+00 cdv_17
                      9.5062641174e-01 cdv_18
                     -4.4604166067e+00 cdv_19
                      1.8914126804e+00 cdv_20
                      8.4127653778e-01 cdv_21
                      5.4311761184e+00 cdv_22
                      3.3855879274e+00 cdv_23
                      1.1057050917e+00 cdv_24
                     -5.5172369389e-01 cdv_25
                      1.8293448572e+00 cdv_26
                     -1.4249118309e+00 cdv_27
                      2.8479293289e+00 cdv_28
                     -3.3056887002e+00 cdv_29
                     -4.9074045483e-02 cdv_30
                     -3.2980009475e+00 cdv_31
                      1.6037888165e+00 cdv_32
                      2.7272846525e+00 cdv_33
                     -2.5759115842e+00 cdv_34
                     -4.4034023197e-01 cdv_35
                      3.7612226727e+00 cdv_36
                      7.4309528718e-01 cdv_37
                     -3.2456508119e+00 cdv_38
                     -1.4060178927e+00 cdv_39
                      2.4743456293e+00 cdv_40
                     -3.4914131499e+00 cdv_41
                     -5.1496608406e-01 cdv_42
                      1.7549992568e-01 cdv_43
                     -2.4484696344e+00 cdv_44
                     -7.8034072232e-01 cdv_45
                     -2.6114909385e+00 cdv_46
                      3.4197394547e+00 cdv_47
                      4.2069233536e+00 cdv_48
                      5.3262691728e+00 cdv_49
                     -1.8720413687e+00 cdv_50
                      2.6181064660e+00 cdv_51
                      2.6148929357e-01 cdv_52
                     -2.0830306267e-02 cdv_53
                      1.2826086349e+00 cdv_54
                     -3.2944967104e+00 cdv_55
                      2.9196722086e+00 cdv_56
                      5.2164819131e+00 cdv_57
                      2.7314714012e+00 cdv_58
                     -4.3974985452e+00 cdv_59
                     -4.4220004930e-01 cdv_60
                      3.7725601655e+00 cdv_61
                      1.8060685976e+00 cdv_62
                     -2.2160873265e+00 cdv_63
                     -3.1661589819e+00 cdv_64
                     -2.5247339363e+00 cdv_65
                      3.9785219884e+00 cdv_66
                      3.1877902178e+00 cdv_67
                      1.5393716445e+00 cdv_68
                      8.1504217543e-01 cdv_69
                      3.3456761646e+00 cdv_70
                     -2.0694262921e+00 cdv_71
                      1.0196848692e+00 cdv_72
                     -3.9270450982e-01 cdv_73
                     -4.0471312595e+00 cdv_74
                      1.7199467871e+00 cdv_75
                      5.2873643076e+00 cdv_76
                     -3.4051288110e+00 cdv_77
                      3.7886017528e+00 cdv_78
                      6.1969010951e-02 cdv_79
                     -1.8730651395e+00 cdv_80
                     -1.9605224606e+00 cdv_81
                      2.1420143048e+00 cdv_82
                     -2.2674920198e+00 cdv_83
                     -1.0071828099e+00 cdv_84
                     -1.2765745080e-01 cdv_85
                      3.4759236416e+00 cdv_86
                      1.0199166002e+00 cdv_87
                      4.7876203271e+00 cdv_88
                     -3.1757628188e+00 cdv_89
                      3.6392531040e+00 cdv_90
                     -1.5455985855e+00 cdv_91
                      1.6736451186e+00 cdv_92
                     -2.8772338019e+00 cdv_93
                     -2.3006097783e+00 cdv_94
                      4.4559786192e+00 cdv_95
                      3.5281838518e+00 cdv_96
<<<<< Best objective function  =
                      1.2044504691e+04
<<<<< Best constraint values   =
                      6.6304669557e+00
                      5.0197516694e+00
<<<<< Best data captured at function evaluation 11278
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      3.4446397787e+00 cdv_1
                      2.2948802363e+00 cdv_2
                     -3.7572551297e+00 cdv_3
                     -1.6133196851e+00 cdv_4
                      3.3398259510e+00 cdv_5
                      1.5647598283e+00 cdv_6
                      4.7505299592e+00 cdv_7
                     -7.2410099189e-02 cdv_8
                      1.9853004167e+00 cdv_9
                      1.7388752488e+00 cdv_10
                      1.6407262915e+00 cdv_11
                      7.4288038062e-01 cdv_12
                      1.3708590958e+00 cdv_13
                     -3.3408294364e-01 cdv_14
                      2.1043236543e+00 cdv_15
                     -3.5288559089e-01 cdv_16
                     -4.5976512386e+00 cdv_17
                     -6.7265279290e-01 cdv_18
                      1.2445682371e+00 cdv_19
                     -1.4940841523e+00 cdv_20
                      2.9048058427e+00 cdv_21
                      3.0357793364e+00 cdv_22
                      4.3882234981e+00 cdv_23
                     -4.2223384062e+00 cdv_24
                      1.8623590473e+00 cdv_25
                      2.2464192952e+00 cdv_26
                      2.7868482853e+00 cdv_27
                     -4.2728200912e+00 cdv_28
                     -6.7814915654e-01 cdv_29
                      2.3546662123e+00 cdv_30
                     -3.4301269313e+00 cdv_31
                     -1.2681699912e+00 cdv_32
                     -3.5412523614e-01 cdv_33
                      3.4533475102e+00 cdv_34
                     -3.5741367480e+00 cdv_35
                     -1.3906127054e+00 cdv_36
                     -4.1612573744e-01 cdv_37
                      7.8417807003e-01 cdv_38
                     -3.2484323277e+00 cdv_39
                     -3.6173960388e-01 cdv_40
                      2.9379455818e+00 cdv_41
                     -3.0422326906e+00 cdv_42
                     -1.0175384560e+00 cdv_43
                      9.9286075846e-01 cdv_44
                      6.3350684669e-01 cdv_45
                      1.0150503625e+00 cdv_46
                      4.6984968616e+00 cdv_47
                      1.4518245481e+00 cdv_48
                     -2.3466704926e+00 cdv_49
                      9.1287921280e-01 cdv_50
                      1.1312766640e+00 cdv_51
                     -3.1587116391e+00 cdv_52
                      4.6271044945e-01 cdv_53
                     -1.2855986955e+00 cdv_54
                      4.0513244264e+00 cdv_55
                     -2.0133327147e+00 cdv_56
                     -2.6888175190e+00 cdv_57
                      4.1508161764e+00 cdv_58
                      6.5557572244e-01 cdv_59
                      2.2486156099e+00 cdv_60
                      2.9085125070e+00 cdv_61
                      4.2134152759e+00 cdv_62
                      4.6866394814e+00 cdv_63
                      2.1767491243e+00 cdv_64
                      1.5167280603e+00 cdv_65
                     -2.7558585338e+00 cdv_66
                     -4.5478705517e+00 cdv_67
                      2.7839710183e+00 cdv_68
                     -4.8191579230e+00 cdv_69
                     -1.2625882221e+00 cdv_70
                     -1.6630205773e+00 cdv_71
                      4.0938062753e+00 cdv_72
                      3.7840275461e+00 cdv_73
                     -1.0457413820e+00 cdv_74
                     -2.3397693566e-01 cdv_75
                      3.7674530445e+00 cdv_76
                      3.5318033186e+00 cdv_77
                     -3.9302791479e+00 cdv_78
                     -1.3240132876e+00 cdv_79
                      2.3915387767e+00 cdv_80
                      3.3963192819e+00 cdv_81
                     -4.3452956001e+00 cdv_82
                      3.5347344920e+00 cdv_83
                      2.3899438084e+00 cdv_84
                      3.5601104581e-01 cdv_85
                      1.3424683233e+00 cdv_86
                     -3.7325026545e-02 cdv_87
                     -4.2789389760e+00 cdv_88
                     -4.8756416612e+00 cdv_89
                     -3.8516727409e+00 cdv_90
                     -7.7032736318e-01 cdv_91
                      3.5800381869e+00 cdv_92
                      2.7848046428e-01 cdv_93
                      4.2303691884e+00 cdv_94
                      4.5024961355e+00 cdv_95
                      2.4875080617e+00 cdv_96
<<<<< Best objective function  =
                      1.3532898330e+04
<<<<< Best constraint values   =
                      1.0718103087e+01
                      3.5441554098e+00
<<<<< Best data captured at function evaluation 12289
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      2.7828028290e+00 cdv_1
                     -2.9479532311e+00 cdv_2
                     -2.4032076054e+00 cdv_3
                      1.8918567749e+00 cdv_4
                      2.2272369263e+00 cdv_5
                     -2.5041631766e-01 cdv_6
                     -2.0375169412e+00 cdv_7
                     -4.5445428923e+00 cdv_8
                      3.0282097740e+00 cdv_9
                      3.6710214858e+00 cdv_10
                      2.3660391934e+00 cdv_11
                     -1.9482859893e+00 cdv_12
                     -1.1621952704e+00 cdv_13
                      3.1142078890e+00 cdv_14
                      3.9200751800e+00 cdv_15
                     -2.2725587233e+00 cdv_16
                     -3.5617781354e+00 cdv_17
                      3.0848691244e+00 cdv_18
                     -1.9534392642e+00 cdv_19
                     -5.9410935630e-01 cdv_20
                      4.5197860691e+00 cdv_21
                      3.9743734876e+00 cdv_22
                      5.9300656272e-01 cdv_23
                      4.1530825398e+00 cdv_24
                      1.4130688213e+00 cdv_25
                     -3.3867795244e+00 cdv_26
                      2.0330117385e+00 cdv_27
                     -4.4201434082e+00 cdv_28
                      1.4620817372e+00 cdv_29
                     -1.9149551336e+00 cdv_30
                     -1.5471192148e+00 cdv_31
                     -2.3068130501e+00 cdv_32
                      4.2417849653e+00 cdv_33
                      1.3988545864e+00 cdv_34
                      4.1915949593e+00 cdv_35
                     -4.4378233936e+00 cdv_36
                     -3.4895771586e+00 cdv_37
                      7.6181755320e-01 cdv_38
                      4.0746659196e+00 cdv_39
                     -1.3961525861e+00 cdv_40
                      1.3390958072e+00 cdv_41
                     -1.5365694938e+00 cdv_42
                     -2.6321873898e+00 cdv_43
                      5.0726631735e+00 cdv_44
                      4.8629298875e+00 cdv_45
                     -3.1630104541e+00 cdv_46
                     -1.3375297162e-02 cdv_47
                     -2.6678090919e+00 cdv_48
                      2.5248749073e-02 cdv_49
                      3.4988718898e+00 cdv_50
                     -2.4217092798e+00 cdv_51
                      6.0122352255e-01 cdv_52
                     -3.2792203787e+00 cdv_53
                     -1.3580646718e+00 cdv_54
                     -1.2976825103e+00 cdv_55
                     -9.4250833881e-01 cdv_56
                     -2.0320257900e+00 cdv_57
                      3.1283991292e+00 cdv_58
                     -1.3962637330e+00 cdv_59
                      4.3005394371e+00 cdv_60
                      4.3285979496e+00 cdv_61
                     -3.5329791589e+00 cdv_62
                     -3.6589524124e+00 cdv_63
                     -3.9997768407e-01 cdv_64
                      4.6032858555e+00 cdv_65
                      1.7778681734e+00 cdv_66
                     -3.4003475625e+00 cdv_67
                      3.7471254758e+00 cdv_68
                     -1.8028554680e+00 cdv_69
                     -4.4332050835e+00 cdv_70
                      3.2877550528e+00 cdv_71
                     -3.6490516467e+00 cdv_72
                     -3.1125689696e+00 cdv_73
                     -2.2284968603e+00 cdv_74
                     -1.1533164228e+00 cdv_75
                     -3.9064815414e+00 cdv_76
                      2.3914155469e+00 cdv_77
                      2.5519777910e+00 cdv_78
                      2.4558206320e+00 cdv_79
                     -2.0752788779e+00 cdv_80
                      3.0294529647e+00 cdv_81
                     -2.3495967941e+00 cdv_82
                      5.2775909811e-01 cdv_83
                     -2.1974886154e+00 cdv_84
                     -2.8271349768e+00 cdv_85
                      1.3766251803e+00 cdv_86
                      6.1208683422e-01 cdv_87
                      3.9436134637e+00 cdv_88
                      5.2885455575e+00 cdv_89
                      1.1037610668e+00 cdv_90
                     -3.3108548627e+00 cdv_91
                      2.0471403507e+00 cdv_92
                      1.5858362806e+00 cdv_93
                     -3.9441820960e+00 cdv_94
                     -1.3151443287e+00 cdv_95
                     -4.4024556144e+00 cdv_96
<<<<< Best objective function  =
                      1.4635085492e+04
<<<<< Best constraint values   =
                      9.2179682009e+00
                      7.2990268381e+00
<<<<< Best data captured at function evaluation 14275
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -2.9970304075e+00 cdv_1
                      2.8309428714e+00 cdv_2
                      5.7796816129e+00 cdv_3
                     -3.6338114423e+00 cdv_4
                      2.6889594940e+00 cdv_5
                     -2.1917587691e-01 cdv_6
                     -2.7946728448e-01 cdv_7
                     -8.4557982095e-01 cdv_8
                      1.3274482071e+00 cdv_9
                      3.3932742846e-01 cdv_10
                      2.2244121663e+00 cdv_11
                      4.7654842833e+00 cdv_12
                     -2.9437658109e+00 cdv_13
                      2.8492330478e+00 cdv_14
                     -6.3687957340e-01 cdv_15
                      5.6793057712e+00 cdv_16
                      1.5525113586e-01 cdv_17
                     -5.0631650832e-01 cdv_18
                      3.2936979986e+00 cdv_19
                      2.2357576795e+00 cdv_20
                     -7.0417001020e-01 cdv_21
                      5.8454107286e-02 cdv_22
                     -3.5525664026e+00 cdv_23
                     -3.6816050974e+00 cdv_24
                     -3.1209161326e+00 cdv_25
                     -3.3353723280e+00 cdv_26
                      5.7719645340e+00 cdv_27
                      5.8797148070e+00 cdv_28
                      5.2264239285e+00 cdv_29
                     -1.7100487794e+00 cdv_30
                      1.1837814389e+00 cdv_31
                      1.8548332589e+00 cdv_32
                      2.0860373102e+00 cdv_33
                      9.9620928288e-01 cdv_34
                     -9.7718971775e-02 cdv_35
                      5.0674997597e+00 cdv_36
                      5.3027104450e+00 cdv_37
                      2.2495973079e+00 cdv_38
                     -2.9591250296e+00 cdv_39
                      2.0137305535e+00 cdv_40
                      3.2868560714e+00 cdv_41
                      5.1331801733e+00 cdv_42
                      3.2467123570e+00 cdv_43
                      2.1101792615e+00 cdv_44
                     -1.2007378280e+00 cdv_45
                      4.7883907090e+00 cdv_46
                      2.6874926584e+00 cdv_47
                     -1.3922436415e+00 cdv_48
                      5.2323472529e+00 cdv_49
                     -5.0712863955e-01 cdv_50
                     -3.0764097440e+00 cdv_51
                      2.8422514621e+00 cdv_52
                      2.4947857638e-01 cdv_53
                      3.9192272631e+00 cdv_54
                      3.7018153148e+00 cdv_55
                      5.1771138942e+00 cdv_56
                     -3.7558266865e-01 cdv_57
                     -5.3469099940e-01 cdv_58
                      3.8246775122e+00 cdv_59
                      4.5949590693e+00 cdv_60
                      8.2628479401e-01 cdv_61
                      5.3193917450e+00 cdv_62
                      1.4920271860e+00 cdv_63
                     -3.3059915586e+00 cdv_64
                     -1.0464333173e+00 cdv_65
                     -2.0927885425e+00 cdv_66
                     -9.6563491448e-01 cdv_67
                     -2.4878369844e+00 cdv_68
                      5.3860656651e+00 cdv_69
                      2.1170552301e+00 cdv_70
                      5.1857298990e+00 cdv_71
                      3.5629228315e+00 cdv_72
                     -1.0332082556e+00 cdv_73
                      1.5803332875e+00 cdv_74
                      5.9886694882e+00 cdv_75
                      4.2611107340e+00 cdv_76
                      9.3261055540e-01 cdv_77
                      9.8086336743e-01 cdv_78
                     -1.9683808517e+00 cdv_79
                      2.3676424784e+00 cdv_80
                      2.2889964614e+00 cdv_81
                      1.7623589007e+00 cdv_82
                      3.1422828187e+00 cdv_83
                      2.3627871618e+00 cdv_84
                      5.9630792199e+00 cdv_85
                     -2.4172666215e+00 cdv_86
                      5.7920641303e-01 cdv_87
                      3.3986424848e+00 cdv_88
                      1.1448922774e+00 cdv_89
                      6.0722640324e+00 cdv_90
                     -2.3648238118e+00 cdv_91
                     -5.6024389236e-01 cdv_92
                     -9.6034294908e-01 cdv_93
                      2.7355925614e+00 cdv_94
                      9.7081431962e-01 cdv_95
                     -2.2260183049e+00 cdv_96
<<<<< Best objective function  =
                      1.2290948817e+04
<<<<< Best constraint values   =
                      7.5667198280e+00
                      9.5127527449e+00
<<<<< Best data captured at function evaluation 16646
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      3.3085621020e+00 cdv_1
                      3.0614183864e+00 cdv_2
                      2.3206810302e-01 cdv_3
                     -4.3636184596e+00 cdv_4
                     -2.6948542140e+00 cdv_5
                     -1.7754759882e+00 cdv_6
                      1.0903436985e+00 cdv_7
                     -1.3454515543e+00 cdv_8
                      4.3734590426e-01 cdv_9
                      2.6333578808e+00 cdv_10
                      3.8680838811e+00 cdv_11
                      2.4402510247e+00 cdv_12
                     -2.0376826433e-01 cdv_13
                     -3.5762348749e+00 cdv_14
                     -1.4731848830e+00 cdv_15
                      4.6470779027e+00 cdv_16
                      1.0866023888e+00 cdv_17
                      2.4523915463e+00 cdv_18
                      4.8886363621e+00 cdv_19
                     -3.8779799832e+00 cdv_20
                      4.8174513038e+00 cdv_21
                     -1.6965325685e+00 cdv_22
                      8.1508138042e-01 cdv_23
                     -1.5641251715e-02 cdv_24
                      4.6130981641e+00 cdv_25
                     -2.6819073960e+00 cdv_26
                      3.4973139093e+00 cdv_27
                     -1.4133332995e+00 cdv_28
                     -2.7465872125e+00 cdv_29
                      4.9071574239e+00 cdv_30
                      2.9194688531e-01 cdv_31
                      2.8951864489e+00 cdv_32
                     -4.8341315334e+00 cdv_33
                     -7.2625154688e-01 cdv_34
                      4.0948280560e-01 cdv_35
                      4.4699933154e+00 cdv_36
                     -1.2115402371e+00 cdv_37
                      4.5082249761e+00 cdv_38
                     -4.1022498498e+00 cdv_39
                     -4.9188826780e+00 cdv_40
                     -2.8411868372e+00 cdv_41
                     -2.8909314573e+00 cdv_42
                      2.5471980398e+00 cdv_43
                     -1.1285767964e+00 cdv_44
                      2.1177492044e+00 cdv_45
                      2.2142744315e+00 cdv_46
                     -2.2385684111e+00 cdv_47
                     -2.3591451718e+00 cdv_48
                     -1.5495323005e+00 cdv_49
                     -5.2922205864e-01 cdv_50
                     -7.7261700023e-01 cdv_51
                     -4.7943579980e+00 cdv_52
                      2.7086055641e+00 cdv_53
                      1.6150549377e+00 cdv_54
                      9.2181298523e-01 cdv_55
                     -8.9882426565e-01 cdv_56
                     -3.5045289921e+00 cdv_57
                      1.0620204634e+00 cdv_58
                     -3.9817850170e+00 cdv_59
                      4.1800665637e+00 cdv_60
                     -4.1952819621e+00 cdv_61
                     -1.2901736287e+00 cdv_62
                     -3.3632180615e-01 cdv_63
                      3.0445432515e+00 cdv_64
                      2.5983590843e+00 cdv_65
                     -1.4547765256e+00 cdv_66
                      4.9418040337e+00 cdv_67
                      1.3766104555e+00 cdv_68
                      9.1038282718e-01 cdv_69
                     -3.7043021691e+00 cdv_70
                     -1.7100399312e+00 cdv_71
                      4.5461243384e+00 cdv_72
                     -4.7919665400e+00 cdv_73
                      3.2936988854e+00 cdv_74
                     -4.0317983404e+00 cdv_75
                     -3.1823153488e+00 cdv_76
                      4.2744329414e+00 cdv_77
                     -4.1848205881e+00 cdv_78
                      1.4452570467e+00 cdv_79
                     -1.0844207924e+00 cdv_80
                     -3.0700794044e+00 cdv_81
                      2.7891500760e+00 cdv_82
                      4.3373381752e+00 cdv_83
                      1.3082961668e-01 cdv_84
                     -4.0076897790e-01 cdv_85
                      3.8424018761e+00 cdv_86
                     -2.2434557575e+00 cdv_87
                     -2.6513844302e+00 cdv_88
                      2.4368406124e+00 cdv_89
                     -3.3790382900e+00 cdv_90
                      3.0011765451e+00 cdv_91
                     -3.5048260326e+00 cdv_92
                      1.3672468077e+00 cdv_93
                      6.2034700328e-01 cdv_94
                     -4.7619705926e+00 cdv_95
                     -3.3217607658e-01 cdv_96
<<<<< Best objective function  =
                      1.7655597363e+04
<<<<< Best constraint values   =
                      9.4158739898e+00
                      7.7180014853e+00
<<<<< Best data captured at function evaluation 16897
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -4.9536661124e-01 cdv_1
                     -2.6858179479e+00 cdv_2
                     -3.0070701400e+00 cdv_3
                      5.2080266577e+00 cdv_4
                     -2.5050395061e+00 cdv_5
                      3.9899393537e+00 cdv_6
                      2.0471328585e+00 cdv_7
                      1.8566500974e+00 cdv_8
                      6.3527353155e+00 cdv_9
                     -2.7435205352e+00 cdv_10
                      4.7767298006e+00 cdv_11
                      4.6615332488e-02 cdv_12
                      2.7798984348e+00 cdv_13
                      3.7118630860e+00 cdv_14
                      4.4250834643e+00 cdv_15
                      3.0858093316e+00 cdv_16
                     -1.3277745497e+00 cdv_17
                      4.7069738811e+00 cdv_18
                      4.7254196194e+00 cdv_19
                     -2.4221148124e-01 cdv_20
                      9.0480458073e-01 cdv_21
                     -2.0565088860e+00 cdv_22
                      3.9247321608e+00 cdv_23
                      2.8098609676e+00 cdv_24
                     -3.1355674474e+00 cdv_25
                     -1.2998709315e-01 cdv_26
                      9.6122924030e-01 cdv_27
                      5.0974067569e+00 cdv_28
                      3.2278788236e+00 cdv_29
                     -2.0102151241e+00 cdv_30
                      3.5462784437e+00 cdv_31
                      6.5193667990e+00 cdv_32
                      4.3945292452e-01 cdv_33
                      1.5677649669e+00 cdv_34
                      3.2075778088e+00 cdv_35
                      1.9074799295e+00 cdv_36
                     -2.1281237327e+00 cdv_37
                      1.0665866653e+00 cdv_38
                      9.0045096260e-03 cdv_39
                      6.1262924416e+00 cdv_40
                     -3.1398548717e+00 cdv_41
                      6.0813301243e+00 cdv_42
                      4.6076589449e+00 cdv_43
                     -2.0446909680e+00 cdv_44
                      4.8091655326e+00 cdv_45
                     -1.3187525728e+00 cdv_46
                      1.0510455414e-01 cdv_47
                      8.4700410899e-01 cdv_48
                     -2.7996919766e+00 cdv_49
                      2.1011126722e+00 cdv_50
                      2.9422808192e+00 cdv_51
                     -1.9594078877e+00 cdv_52
                      3.0803598645e+00 cdv_53
                     -2.4723580278e+00 cdv_54
                      4.7111565824e-01 cdv_55
                      1.4019591483e+00 cdv_56
                      5.8422727608e+00 cdv_57
                      6.3387035851e+00 cdv_58
                      3.3263772488e-01 cdv_59
                     -2.7649914870e+00 cdv_60
                      1.4829292289e+00 cdv_61
                     -2.0497447468e+00 cdv_62
                      3.5973742504e+00 cdv_63
                     -3.4207259437e-03 cdv_64
                      2.0216636847e+00 cdv_65
                     -3.0446310203e-01 cdv_66
                      1.8045894627e+00 cdv_67
                      6.1825544209e+00 cdv_68
                     -2.7613073699e+00 cdv_69
                      6.0229730605e+00 cdv_70
                     -2.1778405636e+00 cdv_71
                      1.7831307540e+00 cdv_72
                     -2.7425153570e+00 cdv_73
                     -9.3682854256e-02 cdv_74
                     -2.7379405862e+00 cdv_75
                      4.2160632754e+00 cdv_76
                      5.2323217741e-01 cdv_77
                      2.9868193363e-01 cdv_78
                     -8.0927989761e-01 cdv_79
                     -3.3090133205e+00 cdv_80
                      4.6101028148e+00 cdv_81
                     -2.0145427361e+00 cdv_82
                      1.3821230216e-01 cdv_83
                     -2.2761690804e+00 cdv_84
                      4.7636684175e+00 cdv_85
                      1.8448434573e+00 cdv_86
                      5.2608823380e+00 cdv_87
                      1.5626957882e+00 cdv_88
                      2.3772730410e+00 cdv_89
                      5.3355393674e-01 cdv_90
                      6.4306953713e+00 cdv_91
                      5.3061632725e+00 cdv_92
                      3.9198417213e+00 cdv_93
                      2.4696938536e+00 cdv_94
                      3.2711572300e-01 cdv_95
                     -2.9266832152e+00 cdv_96
<<<<< Best objective function  =
                      1.4054221831e+04
<<<<< Best constraint values   =
                      1.5882970535e+00
                      7.4613013551e+00
<<<<< Best data captured at function evaluation 19968
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      8.0372351212e-01 cdv_1
                     -6.3652588860e-01 cdv_2
                     -4.9473237679e+00 cdv_3
                      1.0931762420e-02 cdv_4
                     -1.9027059289e+00 cdv_5
                     -3.5203247296e+00 cdv_6
                      2.1904351207e+00 cdv_7
                     -4.1607308863e+00 cdv_8
                     -4.5261742205e+00 cdv_9
                      8.3126633088e-01 cdv_10
                     -2.3537752770e+00 cdv_11
                      2.5299575254e+00 cdv_12
                      2.3642873766e+00 cdv_13
                     -4.9895232563e-01 cdv_14
                      9.9971938122e-01 cdv_15
                     -9.8718158687e-01 cdv_16
                      2.3207039529e+00 cdv_17
                     -3.0985238635e+00 cdv_18
                      3.3345262269e+00 cdv_19
                     -2.1864367262e+00 cdv_20
                      1.1801259734e+00 cdv_21
                      4.3829446962e+00 cdv_22
                     -4.4547417693e+00 cdv_23
                     -2.6759110923e+00 cdv_24
                      3.9031682900e+00 cdv_25
                      3.3993670692e+00 cdv_26
                     -3.9757420021e+00 cdv_27
                      4.5483170996e+00 cdv_28
                      4.3459309784e+00 cdv_29
                     -2.0395536320e+00 cdv_30
                      2.9259980094e+00 cdv_31
                      2.2288629675e+00 cdv_32
                      2.0484597355e+00 cdv_33
                      2.9316184876e+00 cdv_34
                     -2.7984221632e+00 cdv_35
                     -1.1040969959e+00 cdv_36
                     -4.5611633680e+00 cdv_37
                      3.5696338330e+00 cdv_38
                      4.0152655406e+00 cdv_39
                      3.7640967637e+00 cdv_40
                      4.2798093100e+00 cdv_41
                      1.7637329922e+00 cdv_42
                      1.3576405954e+00 cdv_43
                     -1.6746280860e+00 cdv_44
                      3.5444789388e+00 cdv_45
                      2.6503406958e+00 cdv_46
                      4.3626169786e+00 cdv_47
                     -2.6700868368e-01 cdv_48
                     -4.6364176037e+00 cdv_49
                     -9.0479759034e-01 cdv_50
                      2.9742557711e-01 cdv_51
                      2.8654441725e+00 cdv_52
                      1.2105409230e+00 cdv_53
                     -3.6130382909e+00 cdv_54
                      1.2592519390e+00 cdv_55
                     -2.8897971202e+00 cdv_56
                     -7.0903951292e-01 cdv_57
                      3.0357247411e+00 cdv_58
                      4.0838912141e+00 cdv_59
                     -1.8761316187e+00 cdv_60
                      2.2378485355e+00 cdv_61
                      3.0097860283e+00 cdv_62
                      9.0806670060e-01 cdv_63
                      1.6825727146e+00 cdv_64
                     -9.2372896984e-01 cdv_65
                      3.0660238700e+00 cdv_66
                      1.6109908540e+00 cdv_67
                      3.7147085329e+00 cdv_68
                     -1.8339626093e-01 cdv_69
                      3.0845377780e+00 cdv_70
                     -4.9254636167e+00 cdv_71
                     -2.6305985751e+00 cdv_72
                     -3.2963952837e+00 cdv_73
                      4.1434975925e+00 cdv_74
                      3.4248872381e+00 cdv_75
                     -4.8625836973e-01 cdv_76
                      1.1747201022e-01 cdv_77
                     -2.3811797652e+00 cdv_78
                     -4.0353199101e+00 cdv_79
                      7.1988963037e-01 cdv_80
                      4.8143888763e+00 cdv_81
                     -1.7948043414e+00 cdv_82
                     -4.4490478125e+00 cdv_83
                     -1.0978463794e+00 cdv_84
                      4.3929325353e+00 cdv_85
                     -1.4246499087e+00 cdv_86
                      3.0601810057e+00 cdv_87
                      1.8951579841e+00 cdv_88
                      3.8617207959e+00 cdv_89
                     -2.3185392503e+00 cdv_90
                     -1.2835064955e+00 cdv_91
                     -4.3707310476e+00 cdv_92
                      3.4490742519e+00 cdv_93
                     -2.1349369413e+00 cdv_94
                      2.0531257917e+00 cdv_95
                     -4.0290184324e+00 cdv_96
<<<<< Best objective function  =
                      1.5864233478e+04
<<<<< Best constraint values   =
                      9.6423442823e-01
                      3.3034507946e-03
<<<<< Best data captured at function evaluation 19969
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -2.0961005236e+00 cdv_1
                      2.6852956230e+00 cdv_2
                     -3.5846019543e+00 cdv_3
                      2.1851557134e+00 cdv_4
                     -1.5579769231e+00 cdv_5
                     -3.1454097368e+00 cdv_6
                     -3.1266865192e+00 cdv_7
                     -3.4134940584e+00 cdv_8
                     -3.1018616228e+00 cdv_9
                     -2.1244184233e+00 cdv_10
                      3.4912691947e+00 cdv_11
                      2.0310568372e+00 cdv_12
                      2.7741268652e+00 cdv_13
                     -1.2615367351e+00 cdv_14
                      4.4435105416e+00 cdv_15
                     -1.8493372752e+00 cdv_16
                     -2.4825933081e+00 cdv_17
                     -5.8666925373e-02 cdv_18
                      2.2216044567e+00 cdv_19
                     -1.3461759324e-01 cdv_20
                      3.4072220699e+00 cdv_21
                      2.6137949830e+00 cdv_22
                     -2.6749678351e+00 cdv_23
                      1.2192319981e+00 cdv_24
                      3.0919063680e+00 cdv_25
                      2.7316369369e+00 cdv_26
                     -8.9050663994e-01 cdv_27
                     -2.3504835815e-01 cdv_28
                      4.9005812429e+00 cdv_29
                      9.4488722379e-01 cdv_30
                     -2.8700726324e+00 cdv_31
                      1.3381293813e+00 cdv_32
                     -2.8304453389e+00 cdv_33
                     -1.4506582606e+00 cdv_34
                      3.9038375204e+00 cdv_35
                      9.3826197680e-01 cdv_36
                      2.7846457366e+00 cdv_37
                     -4.6646933869e+00 cdv_38
                      1.8587140234e+00 cdv_39
                      4.5020578636e+00 cdv_40
                     -2.4730247859e+00 cdv_41
                     -7.6748545214e-01 cdv_42
                     -4.0360906200e+00 cdv_43
                      3.5396751909e+00 cdv_44
                     -2.0717104397e+00 cdv_45
                     -4.0651854949e+00 cdv_46
                     -1.2020421687e+00 cdv_47
                     -3.8139763353e+00 cdv_48
                      3.1184830577e+00 cdv_49
                      1.4104980316e+00 cdv_50
                     -4.8892314860e+00 cdv_51
                     -5.1119788113e-01 cdv_52
                     -4.1546302958e+00 cdv_53
                      4.1188900708e+00 cdv_54
                      4.5750893388e+00 cdv_55
                     -3.8077821429e+00 cdv_56
                      8.7147667383e-01 cdv_57
                      4.5272806433e+00 cdv_58
                      4.9447241515e+00 cdv_59
                      4.7817924705e+00 cdv_60
                      4.7672447603e-01 cdv_61
                      8.9109596593e-01 cdv_62
                     -2.4635631137e+00 cdv_63
                      2.0006906988e-01 cdv_64
                     -4.0843320359e+00 cdv_65
                      2.1488596904e+00 cdv_66
                     -7.4302387453e-01 cdv_67
                     -2.0824498305e+00 cdv_68
                     -5.4124122495e-01 cdv_69
                     -5.7163066221e-01 cdv_70
                     -4.1291746338e+00 cdv_71
                      3.2587620243e+00 cdv_72
                     -3.8045087429e+00 cdv_73
                     -9.7872542974e-02 cdv_74
                     -1.0693770256e+00 cdv_75
                      2.2922526568e+00 cdv_76
                      1.1292922505e+00 cdv_77
                      1.2659579673e+00 cdv_78
                      2.2451106468e+00 cdv_79
                      3.9875700224e+00 cdv_80
                     -2.6986647873e+00 cdv_81
                      4.8842246548e+00 cdv_82
                      2.2754671686e+00 cdv_83
                     -4.2857076956e+00 cdv_84
                     -1.0827505989e+00 cdv_85
                      4.3472121264e+00 cdv_86
                      1.2226488123e+00 cdv_87
                      3.7977796844e+00 cdv_88
                     -3.9051312799e+00 cdv_89
                      4.5065559544e+00 cdv_90
                     -8.7620526096e-01 cdv_91
                     -1.4104676773e+00 cdv_92
                     -3.9157967281e+00 cdv_93
                      7.7270232141e-02 cdv_94
                      1.1347118418e+00 cdv_95
                     -2.6752256034e+00 cdv_96
<<<<< Best objective function  =
                      1.5303394070e+04
<<<<< Best constraint values   =
                      3.0509895935e+00
                      8.2588628446e+00
<<<<< Best data captured at function evaluation 21505
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -1.6873548118e-01 cdv_1
                      1.1164827867e+00 cdv_2
                     -2.9506019556e+00 cdv_3
                      4.0475379802e+00 cdv_4
                      4.6294468022e+00 cdv_5
                      3.6917667157e-01 cdv_6
                     -3.7622967492e-01 cdv_7
                     -4.7480081645e-01 cdv_8
                     -3.4981698911e+00 cdv_9
                      4.7155124706e+00 cdv_10
                     -1.8940860664e+00 cdv_11
                      4.8167979555e+00 cdv_12
                     -7.5287418799e-01 cdv_13
                      2.0038230642e+00 cdv_14
                     -8.0901880399e-01 cdv_15
                      3.0921186092e+00 cdv_16
                      1.8321134469e+00 cdv_17
                      4.2376182638e+00 cdv_18
                      2.5637284017e+00 cdv_19
                     -4.3519574004e-01 cdv_20
                      1.9459962922e+00 cdv_21
                      1.7376397082e+00 cdv_22
                     -3.8551893200e+00 cdv_23
                      2.0332865343e+00 cdv_24
                     -3.0393868889e+00 cdv_25
                      4.3654652198e+00 cdv_26
                     -4.2011600093e+00 cdv_27
                      2.5993252003e+00 cdv_28
                      3.7175561673e+00 cdv_29
                     -4.8771575144e+00 cdv_30
                     -4.3331034179e+00 cdv_31
                      3.6575184814e+00 cdv_32
                      3.0247845616e+00 cdv_33
                      4.9627662430e+00 cdv_34
                     -4.3953298440e+00 cdv_35
                      1.4135108257e+00 cdv_36
                     -1.9956314864e+00 cdv_37
                     -1.0243955372e+00 cdv_38
                      2.7575212929e+00 cdv_39
                     -3.2780973026e+00 cdv_40
                      2.3199883764e+00 cdv_41
                     -4.6060571341e+00 cdv_42
                     -4.7633193535e+00 cdv_43
                     -1.0379402607e-01 cdv_44
                     -8.3052082055e-01 cdv_45
                      1.9174145481e+00 cdv_46
                     -3.0906856863e+00 cdv_47
                     -4.3117191716e+00 cdv_48
                      1.2377807168e+00 cdv_49
                     -2.8931019596e+00 cdv_50
                     -2.4957347559e+00 cdv_51
                      4.7133525771e+00 cdv_52
                      1.8027518056e+00 cdv_53
                     -5.4471908380e-01 cdv_54
                     -4.7361346060e+00 cdv_55
                      4.8010370645e+00 cdv_56
                      2.0167185258e+00 cdv_57
                      3.7133717479e+00 cdv_58
                     -1.6231153879e+00 cdv_59
                      3.5748426451e+00 cdv_60
                     -8.4113479505e-01 cdv_61
                      7.3229922564e-01 cdv_62
                      3.3234265477e+00 cdv_63
                      7.4524208185e-01 cdv_64
                     -1.9049299047e+00 cdv_65
                      4.3717992733e+00 cdv_66
                      7.6636166215e-01 cdv_67
                      4.9451522238e-01 cdv_68
                     -2.8960167923e+00 cdv_69
                     -4.0689770933e+00 cdv_70
                     -3.2011459167e+00 cdv_71
                      1.7132256817e+00 cdv_72
                      1.9108026909e-01 cdv_73
                      1.9461596432e+00 cdv_74
                      1.7624774274e+00 cdv_75
                     -2.0788169146e-01 cdv_76
                      3.7805191349e+00 cdv_77
                     -1.4085400534e+00 cdv_78
                      4.0205124145e+00 cdv_79
                     -3.0891780316e+00 cdv_80
                     -3.6797664925e+00 cdv_81
                     -2.2764562920e-01 cdv_82
                     -3.3839548157e+00 cdv_83
                     -1.6753964368e+00 cdv_84
                      1.5956043916e+00 cdv_85
                     -6.4062341388e-01 cdv_86
                     -8.7519543604e-01 cdv_87
                     -3.6850912896e+00 cdv_88
                      8.7701663530e-02 cdv_89
                     -3.2675811303e-01 cdv_90
                      4.5059782240e+00 cdv_91
                      2.3566878142e+00 cdv_92
                     -7.3117624182e-01 cdv_93
                     -4.2315166240e-01 cdv_94
                      6.8549551186e-01 cdv_95
                     -3.2343209670e+00 cdv_96
<<<<< Best objective function  =
                      1.5903980253e+04
<<<<< Best constraint values   =
                     -5.2976973074e-01
                      1.3309015536e+00
<<<<< Best data captured at function evaluation 23041
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      1.6056050412e+00 cdv_1
                     -1.3072820782e+00 cdv_2
                      9.2082529911e-01 cdv_3
                     -3.3157516759e+00 cdv_4
                     -4.8659006602e+00 cdv_5
                      3.4010968137e+00 cdv_6
                      1.5748117909e+00 cdv_7
                     -2.7567237664e+00 cdv_8
                     -1.3899522534e+00 cdv_9
                      4.4539257707e+00 cdv_10
                      2.3636382029e+00 cdv_11
                     -3.3475477974e+00 cdv_12
                     -3.1439868206e+00 cdv_13
                      3.7495666754e+00 cdv_14
                      1.6056107837e+00 cdv_15
                     -2.2502336806e+00 cdv_16
                      1.6399883848e+00 cdv_17
                      1.5754740410e+00 cdv_18
                      4.0010515684e+00 cdv_19
                      3.9111019208e+00 cdv_20
                      1.5322618633e+00 cdv_21
                      3.8218982816e+00 cdv_22
                      1.1070528595e+00 cdv_23
                     -2.2551636483e+00 cdv_24
                      2.4911867213e+00 cdv_25
                     -4.4186416216e+00 cdv_26
                      9.5073949148e-01 cdv_27
                     -3.5746899431e+00 cdv_28
                      3.2510021208e+00 cdv_29
                      1.7409831509e-01 cdv_30
                      3.7894088464e+00 cdv_31
                     -1.9396306842e+00 cdv_32
                      2.8669346791e+00 cdv_33
                      1.9092724787e+00 cdv_34
                     -7.6685328366e-01 cdv_35
                      3.6344191633e+00 cdv_36
                     -4.8779434749e+00 cdv_37
                      3.9481582694e+00 cdv_38
                      4.5780336299e+00 cdv_39
                     -2.6973755615e+00 cdv_40
                      3.3389026306e+00 cdv_41
                      1.4401782939e+00 cdv_42
                     -2.5645612475e+00 cdv_43
                      2.3847240387e+00 cdv_44
                     -4.7811305533e+00 cdv_45
                      6.9931496691e-01 cdv_46
                      9.5725524530e-01 cdv_47
                      5.3949936080e-01 cdv_48
                     -4.1377526194e+00 cdv_49
                      4.4434745010e+00 cdv_50
                      4.8671927208e+00 cdv_51
                     -1.7851269929e+00 cdv_52
                     -1.9871266579e+00 cdv_53
                     -4.7303071123e+00 cdv_54
                      4.8370168104e+00 cdv_55
                     -3.5625532369e+00 cdv_56
                      3.3535223026e+00 cdv_57
                     -6.4150817634e-02 cdv_58
                     -1.3141433456e-01 cdv_59
                     -3.3040991325e-01 cdv_60
                      4.9976349474e+00 cdv_61
                      4.7879129156e+00 cdv_62
                      2.1371082741e+00 cdv_63
                     -7.7932023531e-01 cdv_64
                      2.2856232314e+00 cdv_65
                      2.5890943515e+00 cdv_66
                     -1.9156898226e-01 cdv_67
                     -1.4597236786e+00 cdv_68
                      4.1843094910e+00 cdv_69
                     -2.0815475212e+00 cdv_70
                     -3.7521999261e-01 cdv_71
                     -3.0966067732e+00 cdv_72
                     -2.9024532843e+00 cdv_73
                      4.6238956629e+00 cdv_74
                      1.2818282655e+00 cdv_75
                      1.8495795738e+00 cdv_76
                      4.9651029810e+00 cdv_77
                     -3.0347637247e+00 cdv_78
                     -4.8604066977e+00 cdv_79
                     -6.8349873909e-01 cdv_80
                      6.4967130078e-01 cdv_81
                      3.8685734929e+00 cdv_82
                      4.1657743655e+00 cdv_83
                      1.3585540814e+00 cdv_84
                     -1.5555914417e+00 cdv_85
                     -1.1621705178e+00 cdv_86
                      1.7021278161e+00 cdv_87
                     -3.7922423066e+00 cdv_88
                      2.5934275979e+00 cdv_89
                     -2.9157491056e+00 cdv_90
                      4.7024014377e-01 cdv_91
                      2.6336341890e+00 cdv_92
                      1.7320702343e+00 cdv_93
                     -1.2048013134e+00 cdv_94
                     -2.4749121202e+00 cdv_95
                     -1.8342466480e+00 cdv_96
<<<<< Best objective function  =
                      1.4902437866e+04
<<<<< Best constraint values   =
                      3.2316085873e+00
                      9.0618391139e-01
<<<<< Best data captured at function evaluation 24577
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      4.6625282033e+00 cdv_1
                      5.3115610111e-02 cdv_2
                      2.2255935249e+00 cdv_3
                     -6.0799339321e-01 cdv_4
                     -6.0902328832e-01 cdv_5
                      3.9778617860e+00 cdv_6
                      1.7215195051e+00 cdv_7
                      4.1610417041e+00 cdv_8
                      4.4113782986e+00 cdv_9
                     -1.9753398243e+00 cdv_10
                     -2.5300383672e+00 cdv_11
                     -3.0264106142e+00 cdv_12
                     -1.1213758931e+00 cdv_13
                     -2.0972118553e+00 cdv_14
                     -2.6089913913e+00 cdv_15
                     -4.0011115729e+00 cdv_16
                      2.5364305192e+00 cdv_17
                      4.9160436669e+00 cdv_18
                     -3.1340799102e+00 cdv_19
                      4.8751869298e+00 cdv_20
                      2.9931099636e+00 cdv_21
                      8.5396968042e-01 cdv_22
                      1.7979700812e+00 cdv_23
                     -8.1197367224e-01 cdv_24
                      4.9493601352e-01 cdv_25
                     -1.1433203927e+00 cdv_26
                     -2.6507738492e+00 cdv_27
                     -4.1107549252e+00 cdv_28
                     -1.9439822522e+00 cdv_29
                     -1.0047497505e+00 cdv_30
                     -4.6838461262e+00 cdv_31
                     -6.2813394548e-01 cdv_32
                     -1.7410406042e+00 cdv_33
                     -3.7465049383e+00 cdv_34
                      4.3822554785e+00 cdv_35
                     -3.8178793459e+00 cdv_36
                      2.9655710954e+00 cdv_37
                     -2.3307581552e+00 cdv_38
                     -3.9930046846e-01 cdv_39
                     -2.2812398162e+00 cdv_40
                      2.4588231463e-03 cdv_41
                     -1.4381488438e+00 cdv_42
                     -1.4629886964e+00 cdv_43
                     -4.4588871192e+00 cdv_44
                     -3.5323163428e+00 cdv_45
                     -1.0343271431e+00 cdv_46
                      4.1473417418e+00 cdv_47
                     -1.9699212955e+00 cdv_48
                      2.1750952890e+00 cdv_49
                      1.9244153664e-01 cdv_50
                     -3.4149779419e+00 cdv_51
                      3.5216572938e+00 cdv_52
                     -2.1449311481e+00 cdv_53
                     -2.3329136907e+00 cdv_54
                     -2.8800840672e+00 cdv_55
                     -4.4305369546e+00 cdv_56
                      3.0773328117e+00 cdv_57
                      1.7224537522e+00 cdv_58
                      1.2563679628e+00 cdv_59
                     -4.0543775595e+00 cdv_60
                     -2.3232103504e+00 cdv_61
                     -2.3747202843e+00 cdv_62
                      7.1693244448e-01 cdv_63
                     -2.3077533228e+00 cdv_64
                     -2.7072567590e+00 cdv_65
                     -4.9072175408e+00 cdv_66
                      3.5513797935e+00 cdv_67
                     -3.7477789106e+00 cdv_68
                      3.2602543378e+00 cdv_69
                      2.0144423851e+00 cdv_70
                     -4.3738826773e+00 cdv_71
                     -1.2360662143e+00 cdv_72
                     -1.8394441157e+00 cdv_73
                      2.3999012889e+00 cdv_74
                     -3.4279156864e+00 cdv_75
                     -2.5596751904e+00 cdv_76
                      3.2921314101e+00 cdv_77
                      2.6697851864e+00 cdv_78
                     -1.1122139033e+00 cdv_79
                     -1.3272162663e+00 cdv_80
                     -1.2536281687e+00 cdv_81
                     -2.2772313581e+00 cdv_82
                     -4.8407027834e+00 cdv_83
                      4.0578515346e+00 cdv_84
                      3.7390925547e+00 cdv_85
                     -2.4299410344e+00 cdv_86
                      2.1358328511e+00 cdv_87
                      1.1758454619e+00 cdv_88
                     -2.7391550033e+00 cdv_89
                      1.1463399312e+00 cdv_90
                      2.8956386031e+00 cdv_91
                     -4.7877481616e+00 cdv_92
                      2.9914728592e+00 cdv_93
                     -4.7349687172e+00 cdv_94
                      2.7983324461e+00 cdv_95
                      5.5285682989e-01 cdv_96
<<<<< Best objective function  =
                      1.8142447467e+04
<<<<< Best constraint values   =
                      2.1712611442e+01
                     -2.3284428336e+00
<<<<< Best data captured at function evaluation 26113
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      3.8278916557e+00 cdv_1
                      3.6233242278e+00 cdv_2
                     -4.0733267107e-01 cdv_3
                     -8.4209293787e-01 cdv_4
                      4.2908215779e-01 cdv_5
                     -3.7675586016e+00 cdv_6
                      4.0109592216e+00 cdv_7
                      1.8713092097e+00 cdv_8
                      1.5272066184e+00 cdv_9
                      1.0660498052e+00 cdv_10
                     -4.0833052061e+00 cdv_11
                     -1.2452736591e+00 cdv_12
                      3.7596232497e+00 cdv_13
                      4.5511079238e+00 cdv_14
                      1.7333820069e+00 cdv_15
                     -6.1895901192e-01 cdv_16
                      1.2914722446e-01 cdv_17
                     -4.4324442721e+00 cdv_18
                      4.0778628318e-04 cdv_19
                      2.9230842940e+00 cdv_20
                     -1.4583025302e-01 cdv_21
                     -2.4132851892e+00 cdv_22
                     -3.3218135737e-01 cdv_23
                      4.5557290755e+00 cdv_24
                     -2.6926704294e+00 cdv_25
                      3.9083415682e+00 cdv_26
                      2.2567362107e+00 cdv_27
                      2.7611511371e-01 cdv_28
                     -1.1464463957e+00 cdv_29
                      3.7562443030e+00 cdv_30
                      3.5712767349e+00 cdv_31
                     -3.7044950551e+00 cdv_32
                      1.1478903285e+00 cdv_33
                     -4.7387531790e+00 cdv_34
                      2.6453897549e+00 cdv_35
                      8.1573465335e-01 cdv_36
                      4.7081076568e+00 cdv_37
                     -4.5223459793e+00 cdv_38
                     -1.1391315182e+00 cdv_39
                      3.5760838020e+00 cdv_40
                     -3.5129597412e+00 cdv_41
                      2.7581817684e-01 cdv_42
                     -4.3842329898e+00 cdv_43
                      4.0360953707e-01 cdv_44
                      4.8564919928e+00 cdv_45
                     -4.0852154275e-01 cdv_46
                      2.4192960907e+00 cdv_47
                     -1.6626178497e+00 cdv_48
                      1.3501201995e+00 cdv_49
                     -4.9311553720e+00 cdv_50
                     -1.4522211081e+00 cdv_51
                      5.5472001511e-01 cdv_52
                      2.4875731237e+00 cdv_53
                      3.2546680438e+00 cdv_54
                     -1.6528291089e+00 cdv_55
                     -3.1275341683e+00 cdv_56
                      7.8914059171e-01 cdv_57
                      2.2591021853e-01 cdv_58
                     -3.7249692976e+00 cdv_59
                     -8.1630943256e-01 cdv_60
                      4.2485228757e+00 cdv_61
                     -5.2725280761e-01 cdv_62
                     -4.3129401314e+00 cdv_63
                     -3.9321389295e+00 cdv_64
                     -4.3575494974e+00 cdv_65
                      4.6627605730e+00 cdv_66
                      3.3104452978e+00 cdv_67
                     -4.6568218325e+00 cdv_68
                     -1.8992556891e+00 cdv_69
                     -2.6320298969e+00 cdv_70
                     -2.3030413585e+00 cdv_71
                     -1.8835267525e+00 cdv_72
                      1.7685053720e+00 cdv_73
                     -4.4238486793e-01 cdv_74
                      4.3678096949e+00 cdv_75
                     -1.6415223649e+00 cdv_76
                     -2.9028277672e+00 cdv_77
                      3.8993387981e+00 cdv_78
                     -2.8048510584e+00 cdv_79
                      4.1954992037e+00 cdv_80
                     -3.9445309727e+00 cdv_81
                      1.9683293117e+00 cdv_82
                      3.3059632954e+00 cdv_83
                      2.7953336625e+00 cdv_84
                      1.1951931697e+00 cdv_85
                      4.2587596816e-01 cdv_86
                      2.5922588192e+00 cdv_87
                     -5.0680808219e-01 cdv_88
                     -3.0596496995e+00 cdv_89
                     -3.1588476980e+00 cdv_90
                      1.2758261989e+00 cdv_91
                      4.8979008808e+00 cdv_92
                     -1.4125762673e+00 cdv_93
                     -2.0722960138e+00 cdv_94
                     -3.8563295428e+00 cdv_95
                     -8.3222293741e-01 cdv_96
<<<<< Best objective function  =
                      1.6602080092e+04
<<<<< Best constraint values   =
                      1.2841092414e+01
                      1.1214532632e+01
<<<<< Best data captured at function evaluation 27649
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -1.7310090758e+00 cdv_1
                     -8.2975854501e-01 cdv_2
                     -5.0328839187e-01 cdv_3
                     -9.5197246047e-01 cdv_4
                      1.7516659455e+00 cdv_5
                     -9.6128823183e-01 cdv_6
                     -1.1339757650e+00 cdv_7
                      4.9692974605e+00 cdv_8
                      3.6953772418e+00 cdv_9
                      5.2080356826e+00 cdv_10
                      2.3503720400e+00 cdv_11
                      4.5876245487e+00 cdv_12
                      5.9776422516e+00 cdv_13
                      5.4721607453e-01 cdv_14
                     -2.7120866180e+00 cdv_15
                      2.5282997249e+00 cdv_16
                      4.8091484349e+00 cdv_17
                      4.9959224161e+00 cdv_18
                      5.0086407092e-01 cdv_19
                     -1.8690202143e+00 cdv_20
                     -2.7224906886e+00 cdv_21
                     -1.5854749388e+00 cdv_22
                     -6.7706913702e-01 cdv_23
                     -3.0095314457e-01 cdv_24
                      4.8854476381e+00 cdv_25
                      6.3274309742e+00 cdv_26
                      6.2360546078e+00 cdv_27
                      9.3846123166e-01 cdv_28
                      2.8077911975e+00 cdv_29
                      2.7981932141e+00 cdv_30
                      2.8658284607e+00 cdv_31
                     -3.1332820286e+00 cdv_32
                      5.0841501852e+00 cdv_33
                     -2.8252338822e+00 cdv_34
                      4.8501304078e+00 cdv_35
                     -4.2786964356e-01 cdv_36
                      3.6396525384e+00 cdv_37
                      4.0791644353e+00 cdv_38
                      3.1638056462e+00 cdv_39
                      4.5224388410e+00 cdv_40
                      7.5145655667e-02 cdv_41
                      4.5770382366e+00 cdv_42
                      2.5355435321e+00 cdv_43
                     -1.3486868310e+00 cdv_44
                      5.5132651966e+00 cdv_45
                      5.7615140824e+00 cdv_46
                      5.1945765136e+00 cdv_47
                      5.4871566906e+00 cdv_48
                     -1.3420898868e+00 cdv_49
                     -2.1152218132e+00 cdv_50
                      5.2930367327e+00 cdv_51
                     -2.4569759335e+00 cdv_52
                      4.7584597464e+00 cdv_53
                      3.7824544785e+00 cdv_54
                     -6.1620089619e-01 cdv_55
                      5.8371349889e+00 cdv_56
                     -4.1323979808e-01 cdv_57
                     -2.5018036195e+00 cdv_58
                      1.9432674049e+00 cdv_59
                      2.9795866646e+00 cdv_60
                     -2.3546898550e+00 cdv_61
                     -1.4457882972e+00 cdv_62
                     -3.1944374083e+00 cdv_63
                     -1.7493120833e+00 cdv_64
                      8.6006067795e-01 cdv_65
                      1.3727086638e+00 cdv_66
                      5.7579271461e+00 cdv_67
                     -7.7295463081e-01 cdv_68
                     -8.7514312912e-02 cdv_69
                      1.1783928265e+00 cdv_70
                      2.9488481952e+00 cdv_71
                      7.7147904691e-01 cdv_72
                      4.1285684447e+00 cdv_73
                      2.4387328068e+00 cdv_74
                      4.6983163952e+00 cdv_75
                      5.8761573576e-01 cdv_76
                     -9.2407082446e-01 cdv_77
                     -3.2971756219e+00 cdv_78
                     -1.7869005004e-01 cdv_79
                      1.6909681715e+00 cdv_80
                      5.5308446946e+00 cdv_81
                      3.6627618837e+00 cdv_82
                     -2.2916011613e+00 cdv_83
                     -3.3544160827e+00 cdv_84
                      3.2851553091e+00 cdv_85
                      5.1416975771e+00 cdv_86
                     -9.5229597116e-02 cdv_87
                     -1.7445010375e+00 cdv_88
                     -2.6861801360e+00 cdv_89
                      1.9184410758e+00 cdv_90
                     -1.3500279837e+00 cdv_91
                      4.5277162654e+00 cdv_92
                      6.4710080647e+00 cdv_93
                      3.2278137955e+00 cdv_94
                      3.6296215080e+00 cdv_95
                      1.8875379023e-01 cdv_96
<<<<< Best objective function  =
                      1.3451180517e+04
<<<<< Best constraint values   =
                      3.4112716931e+00
                      1.5540037809e+00
<<<<< Best data captured at function evaluation 30720
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      3.5900879263e-01 cdv_1
                      1.7982894451e+00 cdv_2
                     -1.4251808291e+00 cdv_3
                      1.9439722378e+00 cdv_4
                      4.1543533575e+00 cdv_5
                     -3.9259440052e-01 cdv_6
                     -4.3010917560e+00 cdv_7
                      2.5783208402e+00 cdv_8
                      3.2452916598e+00 cdv_9
                      2.3385449064e+00 cdv_10
                     -1.1113244291e+00 cdv_11
                      1.4735315872e+00 cdv_12
                     -4.9161385115e+00 cdv_13
                      3.2550964903e+00 cdv_14
                     -3.8479166337e+00 cdv_15
                      4.8938339091e-01 cdv_16
                     -3.4371654865e+00 cdv_17
                      1.7602046249e+00 cdv_18
                     -5.6392556735e-01 cdv_19
                     -2.6813067829e+00 cdv_20
                     -3.1919886593e+00 cdv_21
                     -4.7741962361e+00 cdv_22
                     -1.5990286685e+00 cdv_23
                      2.3666765458e+00 cdv_24
                      2.5936889493e+00 cdv_25
                     -2.9230415123e+00 cdv_26
                     -4.6073638601e+00 cdv_27
                      1.3523274095e+00 cdv_28
                      8.2783947660e-01 cdv_29
                      4.1896949161e+00 cdv_30
                      4.2965314788e-01 cdv_31
                      3.6646183638e-01 cdv_32
                     -3.3343285256e+00 cdv_33
                      1.6199971970e+00 cdv_34
                     -3.9796499732e+00 cdv_35
                      2.6475560009e+00 cdv_36
                      4.4214249799e+00 cdv_37
                     -1.5707935404e+00 cdv_38
                     -2.5923097661e+00 cdv_39
                     -5.6358468001e-01 cdv_40
                     -2.7452112311e-02 cdv_41
                     -4.5198206190e+00 cdv_42
                      8.1974253660e-01 cdv_43
                     -7.9884159398e-01 cdv_44
                     -4.5429119737e+00 cdv_45
                      3.8515591111e-01 cdv_46
                     -4.4523556012e+00 cdv_47
                      2.8841393991e+00 cdv_48
                      4.5394682780e+00 cdv_49
                      2.2067348384e+00 cdv_50
                     -2.0352059866e+00 cdv_51
                     -1.4721416418e+00 cdv_52
                     -6.4769020052e-02 cdv_53
                      1.9526094276e+00 cdv_54
                     -4.5461978853e+00 cdv_55
                      1.0818463990e+00 cdv_56
                      1.5336380276e+00 cdv_57
                     -4.6407502256e+00 cdv_58
                     -2.6267162224e+00 cdv_59
                      1.0963226440e+00 cdv_60
                     -1.9905290985e+00 cdv_61
                      2.4123427298e+00 cdv_62
                     -7.0265127967e-01 cdv_63
                      3.6398048115e+00 cdv_64
                      1.1811270840e+00 cdv_65
                      5.3068105772e-01 cdv_66
                     -3.6435520549e+00 cdv_67
                     -9.3754009741e-01 cdv_68
                      3.6070818296e+00 cdv_69
                      1.5855466199e+00 cdv_70
                      5.3029120706e-01 cdv_71
                      4.9049517581e+00 cdv_72
                     -1.2938743545e+00 cdv_73
                     -1.6860418199e+00 cdv_74
                     -1.7648932261e+00 cdv_75
                      1.5380883052e+00 cdv_76
                     -3.1778764697e+00 cdv_77
                     -2.5319031154e+00 cdv_78
                      3.3036956344e+00 cdv_79
                     -3.4184120110e+00 cdv_80
                      1.8871127541e+00 cdv_81
                     -3.1983649367e+00 cdv_82
                     -3.7992812984e-01 cdv_83
                      4.9554825322e+00 cdv_84
                     -4.4002569154e+00 cdv_85
                     -3.8560370884e+00 cdv_86
                     -3.9129627770e+00 cdv_87
                     -1.5839844374e+00 cdv_88
                      2.0022427809e+00 cdv_89
                     -4.8982407611e+00 cdv_90
                     -4.2086230084e+00 cdv_91
                      6.3854384052e-01 cdv_92
                     -3.8592653786e-01 cdv_93
                      2.1185435338e+00 cdv_94
                     -8.0282968479e-01 cdv_95
                      4.5161916252e+00 cdv_96
<<<<< Best objective function  =
                      1.9309607752e+04
<<<<< Best constraint values   =
                     -7.7025740936e-01
                      3.0543405320e+00
<<<<< Best data captured at function evaluation 30721
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      4.3043818483e+00 cdv_1
                     -4.4706552859e+00 cdv_2
                     -2.1215982645e+00 cdv_3
                     -1.8650475221e-01 cdv_4
                     -1.0565683819e-01 cdv_5
                      2.9750637234e+00 cdv_6
                     -3.5697820809e+00 cdv_7
                      7.1272983060e-01 cdv_8
                      1.0157877714e-01 cdv_9
                     -5.3739451862e-01 cdv_10
                     -4.2219533877e+00 cdv_11
                      4.1332532262e+00 cdv_12
                      3.7419917042e-01 cdv_13
                     -3.7929199914e+00 cdv_14
                      4.7558666245e+00 cdv_15
                      4.2324479706e+00 cdv_16
                     -1.2468350577e+00 cdv_17
                      1.3404428683e+00 cdv_18
                      4.5267935269e+00 cdv_19
                      4.7000079281e+00 cdv_20
                      2.5599944419e+00 cdv_21
                     -2.7673473683e+00 cdv_22
                      4.2983834842e+00 cdv_23
                     -3.5952366705e+00 cdv_24
                      4.7190467039e+00 cdv_25
                     -2.1802934512e+00 cdv_26
                     -2.0775265854e+00 cdv_27
                      5.8875725119e-01 cdv_28
                      2.9425192288e+00 cdv_29
                      1.9847273296e+00 cdv_30
                      4.8138480156e+00 cdv_31
                      3.4196272809e+00 cdv_32
                     -3.9413941492e+00 cdv_33
                     -9.7289767573e-01 cdv_34
                     -2.8915698299e+00 cdv_35
                     -4.1392081345e+00 cdv_36
                     -2.4315724797e+00 cdv_37
                      3.4230089984e+00 cdv_38
                     -5.6803559090e-01 cdv_39
                      1.2063531276e+00 cdv_40
                     -3.0474028175e+00 cdv_41
                      8.4241422834e-01 cdv_42
                     -3.5570481242e+00 cdv_43
                      3.3860740718e+00 cdv_44
                      2.5600059549e-01 cdv_45
                     -4.4726421090e+00 cdv_46
                      1.8504453219e+00 cdv_47
                      2.5612997571e+00 cdv_48
                      5.1959777670e-02 cdv_49
                      4.2806446649e+00 cdv_50
                      3.6648881675e+00 cdv_51
                     -8.9368265647e-01 cdv_52
                      4.6212385245e+00 cdv_53
                     -8.7200624714e-01 cdv_54
                      2.9366285170e+00 cdv_55
                     -2.2931800784e+00 cdv_56
                      3.1683718494e-01 cdv_57
                     -2.5353691783e+00 cdv_58
                     -4.4254417863e+00 cdv_59
                     -3.5538718317e+00 cdv_60
                      2.1300920682e-01 cdv_61
                     -4.7193535621e+00 cdv_62
                      3.5861288752e+00 cdv_63
                      4.0210350016e+00 cdv_64
                     -2.6680610182e-01 cdv_65
                     -4.2881060943e+00 cdv_66
                      4.2457744924e+00 cdv_67
                     -4.1592209512e+00 cdv_68
                     -2.8661207035e+00 cdv_69
                      3.7270830262e+00 cdv_70
                      3.5367776866e+00 cdv_71
                      1.5441756618e+00 cdv_72
                     -3.7367971291e-02 cdv_73
                      4.5364897179e+00 cdv_74
                      2.9057931641e+00 cdv_75
                      1.0293708539e+00 cdv_76
                      2.8169715380e+00 cdv_77
                     -3.3305568088e-01 cdv_78
                      4.5495239808e+00 cdv_79
                      2.9131306544e+00 cdv_80
                      2.5607510286e+00 cdv_81
                      3.5083226907e+00 cdv_82
                     -4.7016592387e-01 cdv_83
                      3.2947105886e+00 cdv_84
                      9.6730828071e-01 cdv_85
                      2.9496054848e+00 cdv_86
                     -1.6148111306e+00 cdv_87
                     -1.6420308719e+00 cdv_88
                      3.5392413323e+00 cdv_89
                      4.2100836278e+00 cdv_90
                      2.2066507193e+00 cdv_91
                      1.8652460954e+00 cdv_92
                      4.7184801181e+00 cdv_93
                     -1.1604419953e+00 cdv_94
                     -4.2363871233e+00 cdv_95
                      2.0731756417e+00 cdv_96
<<<<< Best objective function  =
                      1.5116607654e+04
<<<<< Best constraint values   =
                      2.0763030739e+01
                      1.7834567761e+01
<<<<< Best data captured at function evaluation 32394
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                     -1.9113530892e+00 cdv_1
                      1.7481927676e+00 cdv_2
                      2.5727596521e+00 cdv_3
                     -2.5860200791e+00 cdv_4
                      5.4401394893e+00 cdv_5
                      1.9744326814e+00 cdv_6
                      4.5564575470e-01 cdv_7
                      2.3089410980e+00 cdv_8
                      4.8115436683e+00 cdv_9
                     -2.6827132147e+00 cdv_10
                     -2.2921477802e+00 cdv_11
                      3.6510235300e-01 cdv_12
                      1.7794785554e+00 cdv_13
                     -2.0802144956e+00 cdv_14
                      5.0078930002e+00 cdv_15
                      4.4727335148e+00 cdv_16
                      4.6972569356e+00 cdv_17
                      1.0449357304e+00 cdv_18
                     -2.5239009666e+00 cdv_19
                     -3.6330013989e+00 cdv_20
                      5.3547907577e+00 cdv_21
                     -3.5990386711e+00 cdv_22
                     -5.0150831816e-02 cdv_23
                     -2.8463842758e+00 cdv_24
                     -2.4954173574e+00 cdv_25
                      8.6386005859e-01 cdv_26
                      2.9112173884e+00 cdv_27
                     -1.9005372345e-01 cdv_28
                     -2.3709172214e+00 cdv_29
                      4.5463427735e+00 cdv_30
                     -1.2476734852e+00 cdv_31
                      7.5498581931e-01 cdv_32
                      2.4926224058e+00 cdv_33
                      4.7778747930e+00 cdv_34
                     -3.6932290672e+00 cdv_35
                      2.9362359579e-01 cdv_36
                      2.4152034318e+00 cdv_37
                      5.7939626726e+00 cdv_38
                     -1.1395215250e+00 cdv_39
                     -3.1489960276e+00 cdv_40
                      1.5684423695e+00 cdv_41
                     -3.0800459420e+00 cdv_42
                      5.0019541508e+00 cdv_43
                      5.3936067256e+00 cdv_44
                      2.4532780365e+00 cdv_45
                     -1.3917862993e+00 cdv_46
                      1.5532096707e+00 cdv_47
                      1.2126592218e+00 cdv_48
                      2.7306393083e+00 cdv_49
                     -3.4088410780e+00 cdv_50
                      4.2543788078e+00 cdv_51
                      5.2922076022e+00 cdv_52
                     -2.2856890231e+00 cdv_53
                      1.3293785092e+00 cdv_54
                      4.1459709117e+00 cdv_55
                      1.1632810533e+00 cdv_56
                      3.1304296170e+00 cdv_57
                     -4.3448333406e-01 cdv_58
                     -2.3484164367e+00 cdv_59
                     -2.1764371602e+00 cdv_60
                     -1.8907590892e+00 cdv_61
                      1.1828987429e+00 cdv_62
                      2.5063092908e+00 cdv_63
                      5.4407651484e+00 cdv_64
                      4.2446071577e+00 cdv_65
                      1.2433762131e+00 cdv_66
                     -6.5293635077e-01 cdv_67
                     -2.1721411283e+00 cdv_68
                      5.8149691926e+00 cdv_69
                     -1.2620346763e+00 cdv_70
                      2.1864505911e+00 cdv_71
                     -1.5056191594e+00 cdv_72
                      1.3888966010e-01 cdv_73
                      4.6047566183e+00 cdv_74
                      5.0664246270e+00 cdv_75
                     -3.7259696007e+00 cdv_76
                      2.4540653499e+00 cdv_77
                      1.2510638260e+00 cdv_78
                      5.8415392808e+00 cdv_79
                     -9.1092794455e-01 cdv_80
                     -1.6903605633e-01 cdv_81
                      3.9727144399e+00 cdv_82
                     -1.1610783473e+00 cdv_83
                      2.7997391099e+00 cdv_84
                      3.2056577823e+00 cdv_85
                     -3.5737411943e+00 cdv_86
                      2.4090108728e+00 cdv_87
                      4.0234288337e+00 cdv_88
                     -1.0929918353e+00 cdv_89
                      4.3839815337e+00 cdv_90
                      4.9731490254e+00 cdv_91
                      1.3253118828e+00 cdv_92
                      1.6103769680e+00 cdv_93
                     -2.3117367658e+00 cdv_94
                     -2.3159706627e+00 cdv_95
                      4.5104884896e+00 cdv_96
<<<<< Best objective function  =
                      1.1992702993e+04
<<<<< Best constraint values   =
                      2.7791742477e+00
                      4.0118544975e+00
<<<<< Best data captured at function evaluation 34751
<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate)
<<<<< Best parameters          =
                      2.7641803539e+00 cdv_1
                     -1.7379970078e+00 cdv_2
                      7.4830211350e-01 cdv_3
                      4.8402343830e+00 cdv_4
                      3.3136564879e+00 cdv_5
                      4.9469974723e+00 cdv_6
                      4.3269410255e+00 cdv_7
                      9.1395388396e-01 cdv_8
                      3.5778567567e+00 cdv_9
                     -1.8851639169e-01 cdv_10
                      1.9123696829e-01 cdv_11
                      3.6348099073e-01 cdv_12
                      4.6163781296e+00 cdv_13
                      4.1286864460e+00 cdv_14
                     -4.6087133063e+00 cdv_15
                      2.1299294607e+00 cdv_16
                      4.2849764854e+00 cdv_17
                     -1.2595458677e+00 cdv_18
                     -1.4669728411e+00 cdv_19
                     -4.2965553978e+00 cdv_20
                      7.4628923011e-01 cdv_21
                     -1.4937569005e+00 cdv_22
                     -3.2367947156e+00 cdv_23
                      3.7535401567e+00 cdv_24
                     -2.4674259380e+00 cdv_25
                      1.8967103244e+00 cdv_26
                     -1.4791223298e+00 cdv_27
                     -1.8380397163e+00 cdv_28
                     -3.6234905367e+00 cdv_29
                      7.5802832871e-01 cdv_30
                     -6.2807949066e-01 cdv_31
                      4.4110255094e+00 cdv_32
                      4.8875969946e+00 cdv_33
                     -2.5362042414e+00 cdv_34
                      1.3968758557e+00 cdv_35
                     -3.4018500916e+00 cdv_36
                     -1.6078512409e+00 cdv_37
                     -3.3531822692e+00 cdv_38
                      4.1816208706e-01 cdv_39
                      2.6002834495e+00 cdv_40
                     -5.2397991870e-01 cdv_41
                      3.5006577685e+00 cdv_42
                     -5.2532922797e-01 cdv_43
                      2.7992796088e+00 cdv_44
                      1.7896468993e+00 cdv_45
                      1.3450353646e+00 cdv_46
                      9.1340636427e-02 cdv_47
                      3.1127231945e+00 cdv_48
                      2.9800334916e-01 cdv_49
                     -1.4263884010e+00 cdv_50
                     -4.0464124606e+00 cdv_51
                      1.0336540349e+00 cdv_52
                      1.8087857354e-01 cdv_53
                     -3.0324078139e+00 cdv_54
                      3.3907977730e+00 cdv_55
                     -4.6885199684e+00 cdv_56
                     -4.6116761364e+00 cdv_57
                     -4.5799290416e+00 cdv_58
                     -7.2388641497e-01 cdv_59
                     -4.9312376208e+00 cdv_60
                     -3.0820665692e+00 cdv_61
                     -4.2381995465e+00 cdv_62
                     -3.0982694454e+00 cdv_63
                      1.5730831931e+00 cdv_64
                      1.7286514565e+00 cdv_65
                      1.9821868460e+00 cdv_66
                      2.2590302875e+00 cdv_67
                      4.3566940027e+00 cdv_68
                     -3.8330478585e+00 cdv_69
                     -9.2401767741e-01 cdv_70
                      3.0490458694e+00 cdv_71
                      3.4682772425e+00 cdv_72
                      1.3197985328e+00 cdv_73
                     -4.8232295506e+00 cdv_74
                     -4.4359543972e-01 cdv_75
                      4.5271192322e+00 cdv_76
                     -1.8696780961e+00 cdv_77
                      3.3738551755e+00 cdv_78
                      9.0788515440e-01 cdv_79
                      3.1490051134e+00 cdv_80
                      4.2001591534e+00 cdv_81
                     -7.9512275367e-01 cdv_82
                      4.8320700953e+00 cdv_83
                      4.1958509701e+00 cdv_84
                     -1.8549164143e+00 cdv_85
                      4.9210820816e+00 cdv_86
                     -4.8720923943e+00 cdv_87
                      1.5519423598e+00 cdv_88
                      3.0187918117e+00 cdv_89
                      2.2473989821e+00 cdv_90
                      3.6111815561e-01 cdv_91
                     -5.9371791916e-01 cdv_92
                     -2.7355812155e+00 cdv_93
                      4.8792226684e+00 cdv_94
                      2.6953712377e-01 cdv_95
                      8.9434740657e-01 cdv_96
<<<<< Best objective function  =
                      1.6565134480e+04
<<<<< Best constraint values   =
                      8.5096915330e+00
                      1.6385434222e+00
<<<<< Best data captured at function evaluation 35329
<<<<< Results summary:
   set_id          cdv_1          cdv_2          cdv_3          cdv_4          cdv_5          cdv_6          cdv_7          cdv_8          cdv_9         cdv_10         cdv_11         cdv_12         cdv_13         cdv_14         cdv_15         cdv_16         cdv_17         cdv_18         cdv_19         cdv_20         cdv_21         cdv_22         cdv_23         cdv_24         cdv_25         cdv_26         cdv_27         cdv_28         cdv_29         cdv_30         cdv_31         cdv_32         cdv_33         cdv_34         cdv_35         cdv_36         cdv_37         cdv_38         cdv_39         cdv_40         cdv_41         cdv_42         cdv_43         cdv_44         cdv_45         cdv_46         cdv_47         cdv_48         cdv_49         cdv_50         cdv_51         cdv_52         cdv_53         cdv_54         cdv_55         cdv_56         cdv_57         cdv_58         cdv_59         cdv_60         cdv_61         cdv_62         cdv_63         cdv_64         cdv_65         cdv_66         cdv_67         cdv_68         cdv_69         cdv_70         cdv_71         cdv_72         cdv_73         cdv_74         cdv_75         cdv_76         cdv_77         cdv_78         cdv_79         cdv_80         cdv_81         cdv_82         cdv_83         cdv_84         cdv_85         cdv_86         cdv_87         cdv_88         cdv_89         cdv_90         cdv_91         cdv_92         cdv_93         cdv_94         cdv_95         cdv_96         cdv_1*         cdv_2*         cdv_3*         cdv_4*         cdv_5*         cdv_6*         cdv_7*         cdv_8*         cdv_9*        cdv_10*        cdv_11*        cdv_12*        cdv_13*        cdv_14*        cdv_15*        cdv_16*        cdv_17*        cdv_18*        cdv_19*        cdv_20*        cdv_21*        cdv_22*        cdv_23*        cdv_24*        cdv_25*        cdv_26*        cdv_27*        cdv_28*        cdv_29*        cdv_30*        cdv_31*        cdv_32*        cdv_33*        cdv_34*        cdv_35*        cdv_36*        cdv_37*        cdv_38*        cdv_39*        cdv_40*        cdv_41*        cdv_42*        cdv_43*        cdv_44*        cdv_45*        cdv_46*        cdv_47*        cdv_48*        cdv_49*        cdv_50*        cdv_51*        cdv_52*        cdv_53*        cdv_54*        cdv_55*        cdv_56*        cdv_57*        cdv_58*        cdv_59*        cdv_60*        cdv_61*        cdv_62*        cdv_63*        cdv_64*        cdv_65*        cdv_66*        cdv_67*        cdv_68*        cdv_69*        cdv_70*        cdv_71*        cdv_72*        cdv_73*        cdv_74*        cdv_75*        cdv_76*        cdv_77*        cdv_78*        cdv_79*        cdv_80*        cdv_81*        cdv_82*        cdv_83*        cdv_84*        cdv_85*        cdv_86*        cdv_87*        cdv_88*        cdv_89*        cdv_90*        cdv_91*        cdv_92*        cdv_93*        cdv_94*        cdv_95*        cdv_96*         obj_fn nln_ineq_con_1 nln_ineq_con_2 
        1   -4.025650064     3.97465823  -0.8831809604   -1.855457834    1.061216636   -2.835621002    3.233527075    4.881268134    1.198332364   -3.210920605   -1.616630388   -4.467791682    1.968575941   -4.594634206   0.6980140019  0.04502530996   -3.172934787   -3.782130265   -1.828345677   -3.007152591   -3.374173918  0.09278703879  -0.5511287854  -0.9889586289  -0.3128729173  -0.6541342358  -0.2491913029   -2.566598133   -4.375624841    2.939967552   -1.075868728    1.784037635   -2.289685556    4.208743119   -1.931045736    1.702284091    -3.07499268    2.095053498  0.05659952401  0.05984240687    4.772554869    2.681940702   0.1044912088    -4.66610531    2.530645649    4.956543986   -1.790229792    4.978554477   0.4472799324    3.550290546    1.738212704   -2.815786019   -4.477599061    4.724216321    -3.08954951    1.290105081    2.834675047    1.264828896    4.382765663     1.69375105    -1.45270511   -1.096394384   -3.573388459    4.966929879     4.97305929   -3.241608261    2.042045698   -2.871160282    1.339184144    1.182562681    4.464887974    -4.20226675     2.45728246     2.88095599   -2.189245122   -2.296499382   -3.717276795   -3.658112152   0.3342814855    1.308978205    1.280572453   -3.904808477    1.138318383   -3.016115515   -2.328678359   -3.244877566    4.602842753    2.612274071    1.418605871   -2.008655584    3.678269867   -3.072462437   -4.843716135    4.145179504    3.595414807    4.123048581   -4.025650064     3.97465823  -0.8831809604   -1.855457834    1.061216636   -2.835621002    3.233527075    4.881268134    1.198332364   -3.210920605   -1.616630388   -4.467791682    1.968575941   -4.594634206   0.6980140019  0.04502530996   -3.172934787   -3.782130265   -1.828345677   -3.007152591   -3.374173918  0.09278703879  -0.5511287854  -0.9889586289  -0.3128729173  -0.6541342358  -0.2491913029   -2.566598133   -4.375624841    2.939967552   -1.075868728    1.784037635   -2.289685556    4.208743119   -1.931045736    1.702284091    -3.07499268    2.095053498  0.05659952401  0.05984240687    4.772554869    2.681940702   0.1044912088    -4.66610531    2.530645649    4.956543986   -1.790229792    4.978554477   0.4472799324    3.550290546    1.738212704   -2.815786019   -4.477599061    4.724216321    -3.08954951    1.290105081    2.834675047    1.264828896    4.382765663     1.69375105    -1.45270511   -1.096394384   -3.573388459    4.966929879     4.97305929   -3.241608261    2.042045698   -2.871160282    1.339184144    1.182562681    4.464887974    -4.20226675     2.45728246     2.88095599   -2.189245122   -2.296499382   -3.717276795   -3.658112152   0.3342814855    1.308978205    1.280572453   -3.904808477    1.138318383   -3.016115515   -2.328678359   -3.244877566    4.602842753    2.612274071    1.418605871   -2.008655584    3.678269867   -3.072462437   -4.843716135    4.145179504    3.595414807    4.123048581    17123.44292    14.21852933    17.81073308 
        2  -0.7274436012    4.316519167   -0.571326516    1.120422303   -3.677514775   0.7798492875   -4.166405917    4.397437183   -1.181570429   0.2169965872 -0.04573019095    4.230608607   -2.123581186   -1.787619163    2.964983641   -4.672414493   0.5330971295   -4.685661443   -4.373795474    0.615861197   -2.342951033    1.440378059     3.53438609    2.754143161   -4.074855511   0.4321895874   -2.945577647   0.9937586069   -2.401328052   -3.750770701    2.859347099   -3.957185995   -1.562955791    2.889720919 -0.04663462401   -2.374768073    3.705717277 -0.08105710653    1.048817757    2.234642847   -1.870354819   -3.568217879     4.51027154    3.959124855   -3.924909462    4.045652699     -3.8864576   -3.633960767    2.836527952   -4.130995861    4.304753745   -4.287473006    4.869581343   -2.703618238    1.865752213    3.132328102   -3.842127493    -3.12684257    2.401413015    2.645293816    3.666194886    2.044638906    2.763320041   -4.518101377   -4.902186865   -1.205446292   -1.939007588    2.206711271    2.807877418    4.146430403     1.81462528   -1.524342928    3.411858064   0.8039166307   0.6552927659   -3.887088291   -1.574834841    4.682628599   -0.341653489    3.662112279  -0.2805649917   -1.038057999    1.362278525   -0.716966209    3.817360583    2.232676247   -3.069060785    4.864695542    0.676246642   -1.519442449   -3.275493461   -1.212543551   -2.992280697   -3.779847462    2.975428026    1.549225226  -0.7274436012    4.316519167   -0.571326516    1.120422303   -3.677514775   0.7798492875   -4.166405917    4.397437183   -1.181570429   0.2169965872 -0.04573019095    4.230608607   -2.123581186   -1.787619163    2.964983641   -4.672414493   0.5330971295   -4.685661443   -4.373795474    0.615861197   -2.342951033    1.440378059     3.53438609    2.754143161   -4.074855511   0.4321895874   -2.945577647   0.9937586069   -2.401328052   -3.750770701    2.859347099   -3.957185995   -1.562955791    2.889720919 -0.04663462401   -2.374768073    3.705717277 -0.08105710653    1.048817757    2.234642847   -1.870354819   -3.568217879     4.51027154    3.959124855   -3.924909462    4.045652699     -3.8864576   -3.633960767    2.836527952   -4.130995861    4.304753745   -4.287473006    4.869581343   -2.703618238    1.865752213    3.132328102   -3.842127493    -3.12684257    2.401413015    2.645293816    3.666194886    2.044638906    2.763320041   -4.518101377   -4.902186865   -1.205446292   -1.939007588    2.206711271    2.807877418    4.146430403     1.81462528   -1.524342928    3.411858064   0.8039166307   0.6552927659   -3.887088291   -1.574834841    4.682628599   -0.341653489    3.662112279  -0.2805649917   -1.038057999    1.362278525   -0.716966209    3.817360583    2.232676247   -3.069060785    4.864695542    0.676246642   -1.519442449   -3.275493461   -1.212543551   -2.992280697   -3.779847462    2.975428026    1.549225226    17709.04985    -1.62908539    18.99605952 
        3   -1.057467672   -2.817364113    3.875600413   0.6583350645    2.710333274    1.787958392   0.4030645359   -4.517177939  -0.4480697252    3.908385012    4.949540238   0.9363556097    2.933537312    4.621624857  -0.2552553538    -3.56968196    4.583833472    3.927040184   -2.632939153    1.750125253   -4.877407109  -0.3104931326    4.903204901  0.06343663486  -0.7969497464   -1.822488469    3.982077355    2.061235631  -0.2938768333    2.822796014     1.06642436   -4.242769624   -3.032049034   -1.668258601    2.324222952 -0.07637437365    1.968170345   -2.538213432   -4.669141235    1.443752323    3.758476552    1.032984571    3.388544079   -1.547730025   -3.164616722   -2.083152643   -3.542354752   -4.956673892   -3.618573668   -3.096583051   0.5431733259    3.209987841   -1.315447708  -0.1138148786  -0.1835295803   0.5483012794  -0.2604055362  -0.4477232831   -2.103459258   0.7613741471   -3.686178807 -0.09970047744   -1.760376761   -1.879559095    4.411933223    -3.79513013   -2.666746347  -0.4269781724    2.000207277    2.189736195    4.645823308    2.623724284    1.067220426   -2.371012473   -4.984047975    3.561647781   0.5619615195   0.9704550629   -3.401667174 -0.04835660453   -4.391229003     4.45487831   -3.301333252   -3.358585588   -4.624511583    -1.82210484    4.496041874   0.7374225459   -2.379563388    1.695061856   -4.837437505    4.204112157   -4.286503925    3.692504882    -2.58618879  -0.8758930985    0.477532328   -1.282364113    5.410600413    2.193335064    4.245333274    3.322958392    1.938064536   -2.982177939    1.086930275    5.443385012    6.484540238     2.47135561    4.468537312    6.156624857    1.279744646    -2.03468196    6.118833472    5.462040184   -1.097939153    3.285125253   -3.342407109    1.224506867    6.438204901    1.598436635   0.7380502536  -0.2874884686    5.517077355    3.596235631    1.241123167    4.357796014     2.60142436   -2.707769624   -1.497049034  -0.1332586007    3.859222952    1.458625626    3.503170345   -1.003213432   -3.134141235    2.978752323    5.293476552    2.567984571    4.923544079 -0.01273002471   -1.629616722  -0.5481526431   -2.007354752   -3.421673892   -2.083573668   -1.561583051    2.078173326    4.744987841   0.2195522918    1.421185121     1.35147042    2.083301279    1.274594464    1.087276717   -0.568459258    2.296374147   -2.151178807    1.435299523  -0.2253767611  -0.3445590951    5.946933223    -2.26013013   -1.131746347    1.108021828    3.535207277    3.724736195    6.180823308    4.158724284    2.602220426   -0.836012473   -3.449047975    5.096647781     2.09696152    2.505455063   -1.866667174    1.486643395   -2.856229003     5.98987831   -1.766333252   -1.823585588   -3.089511583  -0.2871048402    6.031041874    2.272422546  -0.8445633882    3.230061856   -3.302437505    5.739112157   -2.751503925    5.227504882    -1.05118879   0.6591069015    13923.10278   0.8692191809    1.405691555 
        4   -3.357367649   -3.874121654    1.837604337    3.259453428    2.192177328    2.976376081    2.663573414    3.258909777   -2.868175737   -4.866401662   -3.449407435   -4.086108612    -1.87685381   0.6192111832   -2.940947389   -4.200721579    3.979214808   -0.837828638   -4.091994034    3.714936071   -2.594435852    2.230678025    1.250734656    3.039496161    1.540349561   -3.609857158   0.3872205683    -2.48467887    -1.41357747   -2.761674086    2.421776501    4.164835808   0.2013811748   -4.020673021   -2.359656003    -3.14332541   0.7870562245   -2.047561326    4.765915955   -4.447501535   -1.065861425    -2.45818206    2.462408316   -4.031513336   0.9156013118   -1.321147776   -0.173431973   0.9695619753    -1.93526257 -0.08720571748    2.590574365     1.76936682    3.493538278    4.515564963  -0.4981927248    2.077911479    3.852077171   -2.297917402   0.8466628533   -1.437058278    1.748938943   -2.684358717    -1.43475942   -2.787501808   0.3945673105    3.800381286   -4.944171406  -0.1515898322   -1.136988786   -3.018315752    2.327110397  -0.2126758527   0.5294895051   -3.555939676   -2.713704523  0.09974859257    2.138093779    4.523207816   0.4615646541   -4.207533958  0.03688320498   0.9846994051   -1.038044045   -2.148078549   -3.967013799    1.851360388   -3.454385206   -4.825668469   -1.505800202  -0.7466384269    2.443396991  -0.1079175787   -2.039352485   -3.472726068    4.709858609   -2.310850093   -1.822367649   -2.339121654    3.372604337    4.794453428    3.727177328    4.511376081    4.198573414    4.793909777   -1.333175737   -3.331401662   -1.914407435   -2.551108612  -0.3418538096    2.154211183   -1.405947389   -2.665721579    5.514214808    0.697171362   -2.556994034    5.249936071   -1.059435852    3.765678025    2.785734656    4.574496161    3.075349561   -2.074857158    1.922220568  -0.9496788702   0.1214225304   -1.226674086    3.956776501    5.699835808    1.736381175   -2.485673021  -0.8246560032    -1.60832541    2.322056224   -0.512561326    6.300915955   -2.912501535   0.4691385749  -0.9231820603    3.997408316   -2.496513336    2.450601312    0.213852224    1.361568027    2.504561975  -0.4002625701    1.447794283    4.125574365     3.30436682    5.028538278    6.050564963    1.036807275    3.612911479    5.387077171  -0.7629174023    2.381662853  0.09794172244    3.283938943   -1.149358717   0.1002405803   -1.252501808     1.92956731    5.335381286   -3.409171406    1.383410168   0.3980112138   -1.483315752    3.862110397    1.322324147    2.064489505   -2.020939676   -1.178704523    1.634748593    3.673093779    6.058207816    1.996564654   -2.672533958    1.571883205    2.519699405   0.4969559549  -0.6130785492   -2.432013799    3.386360388   -1.919385206   -3.290668469  0.02919979767   0.7883615731    3.978396991    1.427082421   -0.504352485   -1.937726068    6.244858609  -0.7758500925    10034.84521    4.490584677    6.382673937 
        5   -1.413907143  -0.9987824775    4.778968207   -2.532589999   -4.320460171   -4.705820761   -2.026392177   -1.765152906   -4.087689248    1.381917886    2.584537743   -2.871120078   -3.733824098   -4.271171233   -3.425103983   -1.347219366  -0.3338506922   -3.531389383    1.619371447   0.2306727854   -3.951593953  -0.6868247351    3.086394889   -1.406547324   -2.075021408    3.155592492   0.4219919132   -2.951696935   -4.676161149   -1.552736787   -3.096825069   -3.252228883    -4.28594982   -2.202295943   0.6353156884   -2.817251144   -2.280991854    1.374187823    3.043988271  -0.9719926857    1.292526576    4.766636974    4.802100277    1.671094223   -2.563297367   -4.501434459   -2.530473308    4.333312971   -3.194628313    4.723254954  -0.3464288872   -2.238751414   -4.928442825     1.24016513   0.5884880388    2.611500777  -0.9102403764   0.6213146272    3.638352209   -2.224589613    -4.69589287    2.695506818    4.155601714    1.054906957     3.71977538   0.9548980074   0.9930957961  0.07283538376    2.160524499   -4.581865642   -1.243494405     -3.4362029    4.193423185   -3.318073108    2.220187943   -3.406776114  -0.7887384088   0.6271585545    2.560623394    4.588815603   -1.757948901   -1.537908484     2.81051346    3.443542513   -2.833074154   -4.837060647   -4.266152003  -0.2476016185    4.384493371    2.622629678 -0.01655667002    -2.61575591  -0.8958452855 -0.008613690249   -1.523546351    2.874102553  -0.1649071435   0.2502175225    6.027968207   -1.283589999   -3.071460171   -3.456820761  -0.7773921765  -0.5161529064   -2.838689248    2.630917886    3.833537743   -1.622120078   -2.484824098   -3.022171233   -2.176103983 -0.09821936561   0.9151493078   -2.282389383    2.868371447    1.479672785   -2.702593953   0.5621752649    4.335394889  -0.1575473239  -0.8260214076    4.404592492    1.670991913   -1.702696935   -3.427161149  -0.3037367865   -1.847825069   -2.003228883    -3.03694982  -0.9532959433    1.884315688   -1.568251144   -1.031991854    2.623187823    4.292988271   0.2770073143    2.541526576    6.015636974    6.051100277    2.920094223   -1.314297367   -3.252434459   -1.281473308    5.582312971   -1.945628313    5.972254954   0.9025711128  -0.9897514137   -3.679442825     2.48916513    1.837488039    3.860500777   0.3387596236    1.870314627    4.887352209  -0.9755896127    -3.44689287    3.944506818    5.404601714    2.303906957     4.96877538    2.203898007    2.242095796    1.321835384    3.409524499   -3.332865642 0.005505595229     -2.1872029    5.442423185   -2.069073108    3.469187943   -2.157776114   0.4602615912    1.876158554    3.809623394    5.837815603  -0.5089489014  -0.2889084844     4.05951346    4.692542513   -1.584074154   -3.588060647   -3.017152003    1.001398382    5.633493371    3.871629678     1.23244333    -1.36675591   0.3531547145     1.24038631  -0.2745463512    4.123102553    11969.54173 -0.09791439528   0.1450623803 
        6    1.055330129 -0.06344441819    3.459956152    4.300454289   -1.027162477   -4.287764764    3.498123083     2.20472893   -2.133806441    -1.60447931    4.442036892   -4.639721287    3.639644135    1.226820885  -0.8844096497   -3.211663123    -4.40505597   -2.683020213   0.7973359857    2.259274507  -0.9041914809   0.8322623031   -3.718557303   -3.155718283   0.2084681597   0.1469556634    2.960413474     3.21049562  0.01298045177 -0.09920668614    4.360224285  -0.9891509802    4.494552864    2.427359153    4.750200926    2.097886788    1.012204447   -3.137673493   -3.586838275   -1.517924169    2.625205805  -0.3890611204   -1.781835153    1.569006388  -0.2824316747     3.09927486   -4.974201122   -1.174200956    3.346785419     2.55652157   -2.985116594    2.329527441    3.901576133    -4.47412683   0.3091444315  -0.7390429742   -4.539708478  -0.9270094667    1.801917001   -2.743442035    1.354201826   -1.683443881   -1.187078391  -0.2525258173   -1.526148383   -2.422168284  -0.9253567396    3.851581588   0.5847822051    4.774613357  -0.5876060159   -4.819306076    3.221760127    1.283287153    -3.13983534   -1.896345264   -4.393831406   -1.827579092   -4.475077885     1.77465073   -4.853436165   -4.913253325   -1.755514955   0.7735685115   -3.570728399 -0.002431645213   -2.903510643   -2.084643021  -0.7745529459   -4.313671733   -2.194178272   -2.105816963    3.961998218    2.676340975    1.283860216    4.966703159    1.055330129 -0.06344441819    3.459956152    4.300454289   -1.027162477   -4.287764764    3.498123083     2.20472893   -2.133806441    -1.60447931    4.442036892   -4.639721287    3.639644135    1.226820885  -0.8844096497   -3.211663123    -4.40505597   -2.683020213   0.7973359857    2.259274507  -0.9041914809   0.8322623031   -3.718557303   -3.155718283   0.2084681597   0.1469556634    2.960413474     3.21049562  0.01298045177 -0.09920668614    4.360224285  -0.9891509802    4.494552864    2.427359153    4.750200926    2.097886788    1.012204447   -3.137673493   -3.586838275   -1.517924169    2.625205805  -0.3890611204   -1.781835153    1.569006388  -0.2824316747     3.09927486   -4.974201122   -1.174200956    3.346785419     2.55652157   -2.985116594    2.329527441    3.901576133    -4.47412683   0.3091444315  -0.7390429742   -4.539708478  -0.9270094667    1.801917001   -2.743442035    1.354201826   -1.683443881   -1.187078391  -0.2525258173   -1.526148383   -2.422168284  -0.9253567396    3.851581588   0.5847822051    4.774613357  -0.5876060159   -4.819306076    3.221760127    1.283287153    -3.13983534   -1.896345264   -4.393831406   -1.827579092   -4.475077885     1.77465073   -4.853436165   -4.913253325   -1.755514955   0.7735685115   -3.570728399 -0.002431645213   -2.903510643   -2.084643021  -0.7745529459   -4.313671733   -2.194178272   -2.105816963    3.961998218    2.676340975    1.283860216    4.966703159    18078.46848    1.145443891  -0.5236398705 
        7   -4.774447378    4.616312084    2.794715794   -3.891599271   -2.087625209   -1.143502423   -1.066619389   -2.993349284   -4.745415711   -2.561906614  -0.5458583672 -0.04801723408   -4.017692064    0.173032402   -2.168895428    2.808701513  -0.4382982711   -2.320314176  -0.2409689026    2.542988833   -1.608672133   -3.954417787   -1.679830814     4.76172711   -1.508383694   0.8800909912   -3.359075336    3.819749371    2.176269005   -4.364030955   -1.648853062   -2.228447918  -0.5798703508   0.4448457499   0.9253061972    4.705959169  -0.7331280789    1.721490138    2.097047888   -3.661814576   -4.436295888    2.158500078   -2.174031196   -2.202254516   -1.180077195  -0.5259912761    3.163786695     1.95736097  -0.8450880136    2.011042144  -0.9170459938    3.918193325   -2.576432278    3.597816494   -3.709269207     3.73786237   -3.297322412   -3.715916745    2.933659487   0.3402788607   0.8420469572    3.351585566    4.348387052    2.862777124   -3.579247605   -0.830918419   -3.150988427    1.983702797   -3.610506217   0.2951932339    0.341736195    1.053670275    4.818224714    -3.84663699  0.02289775158   0.6586852055   -4.674102644    1.885370172    3.659643512   -3.892718882  -0.7701025418   0.3674148635   0.5083094643   -0.164709761    2.570535439   -2.684210202    4.001667756  -0.9403746437  -0.8431532112    1.389417375    1.071127165    -4.04219221     2.53697393    3.002647841   -3.680257266   0.4024542532   -4.774447378    4.616312084    2.794715794   -3.891599271   -2.087625209   -1.143502423   -1.066619389   -2.993349284   -4.745415711   -2.561906614  -0.5458583672 -0.04801723408   -4.017692064    0.173032402   -2.168895428    2.808701513  -0.4382982711   -2.320314176  -0.2409689026    2.542988833   -1.608672133   -3.954417787   -1.679830814     4.76172711   -1.508383694   0.8800909912   -3.359075336    3.819749371    2.176269005   -4.364030955   -1.648853062   -2.228447918  -0.5798703508   0.4448457499   0.9253061972    4.705959169  -0.7331280789    1.721490138    2.097047888   -3.661814576   -4.436295888    2.158500078   -2.174031196   -2.202254516   -1.180077195  -0.5259912761    3.163786695     1.95736097  -0.8450880136    2.011042144  -0.9170459938    3.918193325   -2.576432278    3.597816494   -3.709269207     3.73786237   -3.297322412   -3.715916745    2.933659487   0.3402788607   0.8420469572    3.351585566    4.348387052    2.862777124   -3.579247605   -0.830918419   -3.150988427    1.983702797   -3.610506217   0.2951932339    0.341736195    1.053670275    4.818224714    -3.84663699  0.02289775158   0.6586852055   -4.674102644    1.885370172    3.659643512   -3.892718882  -0.7701025418   0.3674148635   0.5083094643   -0.164709761    2.570535439   -2.684210202    4.001667756  -0.9403746437  -0.8431532112    1.389417375    1.071127165    -4.04219221     2.53697393    3.002647841   -3.680257266   0.4024542532    15508.02234    20.48719172    23.69756095 
        8    1.796089583   -3.011020205    3.139043682    2.628059699   -3.114394126    4.208866905   -4.875838544  -0.9465312775   -2.044689161   -4.047522423   -4.714398661   -1.967423888    -2.51026075   -2.733155722  0.08906493216    1.756956655   -1.987969798   0.4256264117   -4.985416607     1.36641268   0.3162765378    4.906176118    2.860587927   0.5807050917   -1.076723694    1.304344857   -1.949911831    2.322929329     -3.8306887  -0.5740740455   -3.823000947    1.078788817    2.202284653   -3.100911584   -0.965340232    3.236222673   0.2180952872   -3.770650812   -1.931017893    1.949345629    -4.01641315   -1.039966084  -0.3495000743   -2.973469634   -1.305340722   -3.136490938    2.894739455    3.681923354    4.801269173   -2.397041369    2.093106466  -0.2635107064  -0.5458303063   0.7576086349    -3.81949671    2.394672209    4.691481913    2.206471401   -4.922498545  -0.9672000493    3.247560165    1.281068598   -2.741087327   -3.691158982   -3.049733936    3.453521988    2.662790218    1.014371645   0.2900421754    2.820676165   -2.594426292   0.4946848692  -0.9177045098   -4.572131259    1.194946787    4.762364308   -3.930128811    3.263601753   -0.463030989    -2.39806514   -2.485522461    1.617014305    -2.79249202    -1.53218281  -0.6526574508    2.950923642   0.4949166002    4.262620327   -3.700762819    3.114253104   -2.070598586    1.148645119   -3.402233802   -2.825609778    3.930978619    3.003183852    2.321089583   -2.486020205    3.664043682    3.153059699   -2.589394126    4.733866905   -4.350838544  -0.4215312775   -1.519689161   -3.522522423   -4.189398661   -1.442423888    -1.98526075   -2.208155722   0.6140649322    2.281956655   -1.462969798   0.9506264117   -4.460416607     1.89141268   0.8412765378    5.431176118    3.385587927    1.105705092  -0.5517236939    1.829344857   -1.424911831    2.847929329     -3.3056887 -0.04907404548   -3.298000947    1.603788817    2.727284653   -2.575911584   -0.440340232    3.761222673   0.7430952872   -3.245650812   -1.406017893    2.474345629    -3.49141315  -0.5149660841   0.1754999257   -2.448469634  -0.7803407223   -2.611490938    3.419739455    4.206923354    5.326269173   -1.872041369    2.618106466   0.2614892936 -0.02083030627    1.282608635    -3.29449671    2.919672209    5.216481913    2.731471401   -4.397498545  -0.4422000493    3.772560165    1.806068598   -2.216087327   -3.166158982   -2.524733936    3.978521988    3.187790218    1.539371645   0.8150421754    3.345676165   -2.069426292    1.019684869  -0.3927045098   -4.047131259    1.719946787    5.287364308   -3.405128811    3.788601753  0.06196901095    -1.87306514   -1.960522461    2.142014305    -2.26749202    -1.00718281  -0.1276574508    3.475923642      1.0199166    4.787620327   -3.175762819    3.639253104   -1.545598586    1.673645119   -2.877233802   -2.300609778    4.455978619    3.528183852    12044.50469    6.630466956    5.019751669 
        9    3.444639779    2.294880236    -3.75725513   -1.613319685    3.339825951    1.564759828    4.750529959 -0.07241009919    1.985300417    1.738875249    1.640726292   0.7428803806    1.370859096  -0.3340829436    2.104323654  -0.3528855909   -4.597651239  -0.6726527929    1.244568237   -1.494084152    2.904805843    3.035779336    4.388223498   -4.222338406    1.862359047    2.246419295    2.786848285   -4.272820091  -0.6781491565    2.354666212   -3.430126931   -1.268169991  -0.3541252361     3.45334751   -3.574136748   -1.390612705  -0.4161257374     0.78417807   -3.248432328  -0.3617396039    2.937945582   -3.042232691   -1.017538456   0.9928607585   0.6335068467    1.015050363    4.698496862    1.451824548   -2.346670493   0.9128792128    1.131276664   -3.158711639   0.4627104495   -1.285598695    4.051324426   -2.013332715   -2.688817519    4.150816176   0.6555757224     2.24861561    2.908512507    4.213415276    4.686639481    2.176749124     1.51672806   -2.755858534   -4.547870552    2.783971018   -4.819157923   -1.262588222   -1.663020577    4.093806275    3.784027546   -1.045741382  -0.2339769357    3.767453045    3.531803319   -3.930279148   -1.324013288    2.391538777    3.396319282     -4.3452956    3.534734492    2.389943808   0.3560110458    1.342468323 -0.03732502655   -4.278938976   -4.875641661   -3.851672741  -0.7703273632    3.580038187   0.2784804643    4.230369188    4.502496136    2.487508062    3.444639779    2.294880236    -3.75725513   -1.613319685    3.339825951    1.564759828    4.750529959 -0.07241009919    1.985300417    1.738875249    1.640726292   0.7428803806    1.370859096  -0.3340829436    2.104323654  -0.3528855909   -4.597651239  -0.6726527929    1.244568237   -1.494084152    2.904805843    3.035779336    4.388223498   -4.222338406    1.862359047    2.246419295    2.786848285   -4.272820091  -0.6781491565    2.354666212   -3.430126931   -1.268169991  -0.3541252361     3.45334751   -3.574136748   -1.390612705  -0.4161257374     0.78417807   -3.248432328  -0.3617396039    2.937945582   -3.042232691   -1.017538456   0.9928607585   0.6335068467    1.015050363    4.698496862    1.451824548   -2.346670493   0.9128792128    1.131276664   -3.158711639   0.4627104495   -1.285598695    4.051324426   -2.013332715   -2.688817519    4.150816176   0.6555757224     2.24861561    2.908512507    4.213415276    4.686639481    2.176749124     1.51672806   -2.755858534   -4.547870552    2.783971018   -4.819157923   -1.262588222   -1.663020577    4.093806275    3.784027546   -1.045741382  -0.2339769357    3.767453045    3.531803319   -3.930279148   -1.324013288    2.391538777    3.396319282     -4.3452956    3.534734492    2.389943808   0.3560110458    1.342468323 -0.03732502655   -4.278938976   -4.875641661   -3.851672741  -0.7703273632    3.580038187   0.2784804643    4.230369188    4.502496136    2.487508062    13532.89833    10.71810309     3.54415541 
       10    2.332802829   -3.397953231   -2.853207605    1.441856775    1.777236926  -0.7004163177   -2.487516941   -4.994542892    2.578209774    3.221021486    1.916039193   -2.398285989    -1.61219527    2.664207889     3.47007518   -2.722558723   -4.011778135    2.634869124   -2.403439264   -1.044109356    4.069786069    3.524373488   0.1430065627     3.70308254   0.9630688213   -3.836779524    1.583011738   -4.870143408    1.012081737   -2.364955134   -1.997119215    -2.75681305    3.791784965   0.9488545864    3.741594959   -4.887823394   -3.939577159   0.3118175532     3.62466592   -1.846152586   0.8890958072   -1.986569494    -3.08218739    4.622663173    4.412929887   -3.613010454  -0.4633752972   -3.117809092  -0.4247512509     3.04887189    -2.87170928   0.1512235226   -3.729220379   -1.808064672    -1.74768251   -1.392508339    -2.48202579    2.678399129   -1.846263733    3.850539437     3.87859795   -3.982979159   -4.108952412  -0.8499776841    4.153285856    1.327868173   -3.850347562    3.297125476   -2.252855468   -4.883205084    2.837755053   -4.099051647    -3.56256897    -2.67849686   -1.603316423   -4.356481541    1.941415547    2.101977791    2.005820632   -2.525278878    2.579452965   -2.799596794  0.07775909811   -2.647488615   -3.277134977   0.9266251803   0.1620868342    3.493613464    4.838545557   0.6537610668   -3.760854863    1.597140351    1.135836281   -4.394182096   -1.765144329   -4.852455614    2.782802829   -2.947953231   -2.403207605    1.891856775    2.227236926  -0.2504163177   -2.037516941   -4.544542892    3.028209774    3.671021486    2.366039193   -1.948285989    -1.16219527    3.114207889     3.92007518   -2.272558723   -3.561778135    3.084869124   -1.953439264  -0.5941093563    4.519786069    3.974373488   0.5930065627     4.15308254    1.413068821   -3.386779524    2.033011738   -4.420143408    1.462081737   -1.914955134   -1.547119215    -2.30681305    4.241784965    1.398854586    4.191594959   -4.437823394   -3.489577159   0.7618175532     4.07466592   -1.396152586    1.339095807   -1.536569494    -2.63218739    5.072663173    4.862929887   -3.163010454 -0.01337529716   -2.667809092  0.02524874907     3.49887189    -2.42170928   0.6012235226   -3.279220379   -1.358064672    -1.29768251  -0.9425083388    -2.03202579    3.128399129   -1.396263733    4.300539437     4.32859795   -3.532979159   -3.658952412  -0.3999776841    4.603285856    1.777868173   -3.400347562    3.747125476   -1.802855468   -4.433205084    3.287755053   -3.649051647    -3.11256897    -2.22849686   -1.153316423   -3.906481541    2.391415547    2.551977791    2.455820632   -2.075278878    3.029452965   -2.349596794   0.5277590981   -2.197488615   -2.827134977     1.37662518   0.6120868342    3.943613464    5.288545557    1.103761067   -3.310854863    2.047140351    1.585836281   -3.944182096   -1.315144329   -4.402455614    14635.08549    9.217968201    7.299026838 
       11   -4.282030408    1.545942871    4.494681613   -4.918811442    1.403959494   -1.504175877   -1.564467284   -2.130579821   0.0424482071  -0.9456725715   0.9394121663    3.480484283   -4.228765811    1.564233048   -1.921879573    4.394305771   -1.129748864   -1.791316508    2.008697999   0.9507576795    -1.98917001   -1.226545893   -4.837566403   -4.966605097   -4.405916133   -4.620372328    4.486964534    4.594714807    3.941423928   -2.995048779  -0.1012185611   0.5698332589   0.8010373102  -0.2887907171   -1.382718972     3.78249976    4.017710445   0.9645973079    -4.24412503   0.7287305535    2.001856071    3.848180173    1.961712357   0.8251792615   -2.485737828    3.503390709    1.402492658   -2.677243642    3.947347253    -1.79212864   -4.361409744    1.557251462   -1.035521424    2.634227263    2.416815315    3.892113894   -1.660582669   -1.819690999    2.539677512    3.309959069   -0.458715206    4.034391745    0.207027186   -4.590991559   -2.331433317   -3.377788543   -2.250634914   -3.772836984    4.101065665   0.8320552301    3.900729899    2.277922832   -2.318208256   0.2953332875    4.703669488    2.976110734  -0.3523894446  -0.3041366326   -3.253380852    1.082642478    1.003996461   0.4773589007    1.857282819    1.077787162     4.67807922   -3.702266622   -0.705793587    2.113642485  -0.1401077226    4.787264032   -3.649823812   -1.845243892   -2.245342949    1.450592561  -0.3141856804   -3.511018305   -2.997030408    2.830942871    5.779681613   -3.633811442    2.688959494  -0.2191758769  -0.2794672845   -0.845579821    1.327448207   0.3393274285    2.224412166    4.765484283   -2.943765811    2.849233048  -0.6368795734    5.679305771   0.1552511359  -0.5063165083    3.293697999     2.23575768  -0.7041700102  0.05845410729   -3.552566403   -3.681605097   -3.120916133   -3.335372328    5.771964534    5.879714807    5.226423928   -1.710048779    1.183781439    1.854833259     2.08603731   0.9962092829 -0.09771897178     5.06749976    5.302710445    2.249597308    -2.95912503    2.013730554    3.286856071    5.133180173    3.246712357    2.110179262   -1.200737828    4.788390709    2.687492658   -1.392243642    5.232347253  -0.5071286395   -3.076409744    2.842251462   0.2494785764    3.919227263    3.701815315    5.177113894  -0.3755826687  -0.5346909994    3.824677512    4.594959069    0.826284794    5.319391745    1.492027186   -3.305991559   -1.046433317   -2.092788543  -0.9656349145   -2.487836984    5.386065665     2.11705523    5.185729899    3.562922832   -1.033208256    1.580333288    5.988669488    4.261110734   0.9326105554   0.9808633674   -1.968380852    2.367642478    2.288996461    1.762358901    3.142282819    2.362787162     5.96307922   -2.417266622    0.579206413    3.398642485    1.144892277    6.072264032   -2.364823812  -0.5602438924  -0.9603429491    2.735592561   0.9708143196   -2.226018305    12290.94882    7.566719828    9.512752745 
       12    3.308562102    3.061418386    0.232068103    -4.36361846   -2.694854214   -1.775475988    1.090343699   -1.345451554   0.4373459043    2.633357881    3.868083881    2.440251025  -0.2037682643   -3.576234875   -1.473184883    4.647077903    1.086602389    2.452391546    4.888636362   -3.877979983    4.817451304   -1.696532569   0.8150813804 -0.01564125171    4.613098164   -2.681907396    3.497313909   -1.413333299   -2.746587213    4.907157424   0.2919468853    2.895186449   -4.834131533  -0.7262515469   0.4094828056    4.469993315   -1.211540237    4.508224976    -4.10224985   -4.918882678   -2.841186837   -2.890931457     2.54719804   -1.128576796    2.117749204    2.214274431   -2.238568411   -2.359145172     -1.5495323  -0.5292220586  -0.7726170002   -4.794357998    2.708605564    1.615054938   0.9218129852  -0.8988242657   -3.504528992    1.062020463   -3.981785017    4.180066564   -4.195281962   -1.290173629  -0.3363218061    3.044543251    2.598359084   -1.454776526    4.941804034    1.376610456   0.9103828272   -3.704302169   -1.710039931    4.546124338    -4.79196654    3.293698885    -4.03179834   -3.182315349    4.274432941   -4.184820588    1.445257047   -1.084420792   -3.070079404    2.789150076    4.337338175   0.1308296167  -0.4007689779    3.842401876   -2.243455757    -2.65138443    2.436840612    -3.37903829    3.001176545   -3.504826033    1.367246808   0.6203470033   -4.761970593  -0.3321760766    3.308562102    3.061418386    0.232068103    -4.36361846   -2.694854214   -1.775475988    1.090343699   -1.345451554   0.4373459043    2.633357881    3.868083881    2.440251025  -0.2037682643   -3.576234875   -1.473184883    4.647077903    1.086602389    2.452391546    4.888636362   -3.877979983    4.817451304   -1.696532569   0.8150813804 -0.01564125171    4.613098164   -2.681907396    3.497313909   -1.413333299   -2.746587213    4.907157424   0.2919468853    2.895186449   -4.834131533  -0.7262515469   0.4094828056    4.469993315   -1.211540237    4.508224976    -4.10224985   -4.918882678   -2.841186837   -2.890931457     2.54719804   -1.128576796    2.117749204    2.214274431   -2.238568411   -2.359145172     -1.5495323  -0.5292220586  -0.7726170002   -4.794357998    2.708605564    1.615054938   0.9218129852  -0.8988242657   -3.504528992    1.062020463   -3.981785017    4.180066564   -4.195281962   -1.290173629  -0.3363218061    3.044543251    2.598359084   -1.454776526    4.941804034    1.376610456   0.9103828272   -3.704302169   -1.710039931    4.546124338    -4.79196654    3.293698885    -4.03179834   -3.182315349    4.274432941   -4.184820588    1.445257047   -1.084420792   -3.070079404    2.789150076    4.337338175   0.1308296167  -0.4007689779    3.842401876   -2.243455757    -2.65138443    2.436840612    -3.37903829    3.001176545   -3.504826033    1.367246808   0.6203470033   -4.761970593  -0.3321760766    17655.59736     9.41587399    7.718001485 
       13   -2.030366611   -4.220817948    -4.54207014    3.673026658   -4.040039506    2.454939354   0.5121328585   0.3216500974    4.817735315   -4.278520535    3.241729801   -1.488384668    1.244898435    2.176863086    2.890083464    1.550809332    -2.86277455    3.171973881    3.190419619   -1.777211481  -0.6301954193   -3.591508886    2.389732161    1.274860968   -4.670567447   -1.664987093  -0.5737707597    3.562406757    1.692878824   -3.545215124    2.011278444    4.984366799   -1.095547075  0.03276496689    1.672577809   0.3724799295   -3.663123733  -0.4684133347    -1.52599549    4.591292442   -4.674854872    4.546330124    3.072658945   -3.579690968    3.274165533   -2.853752573   -1.429895446   -0.687995891   -4.334691977   0.5661126722    1.407280819   -3.494407888    1.545359865   -4.007358028   -1.063884342  -0.1330408517    4.307272761    4.803703585   -1.202362275   -4.299991487 -0.05207077115   -3.584744747     2.06237425   -1.538420726   0.4866636847   -1.839463102   0.2695894627    4.647554421    -4.29630737     4.48797306   -3.712840564    0.248130754   -4.277515357   -1.628682854   -4.272940586    2.681063275   -1.011767823   -1.236318066   -2.344279898    -4.84401332    3.075102815   -3.549542736   -1.396787698    -3.81116908    3.228668418   0.3098434573    3.725882338  0.02769578821    0.842273041   -1.001446063    4.895695371    3.771163273    2.384841721   0.9346938536   -1.207884277   -4.461683215  -0.4953666112   -2.685817948    -3.00707014    5.208026658   -2.505039506    3.989939354    2.047132858    1.856650097    6.352735315   -2.743520535    4.776729801  0.04661533249    2.779898435    3.711863086    4.425083464    3.085809332    -1.32777455    4.706973881    4.725419619  -0.2422114812   0.9048045807   -2.056508886    3.924732161    2.809860968   -3.135567447  -0.1299870931   0.9612292403    5.097406757    3.227878824   -2.010215124    3.546278444    6.519366799   0.4394529245    1.567764967    3.207577809     1.90747993   -2.128123733    1.066586665 0.009004509626    6.126292442   -3.139854872    6.081330124    4.607658945   -2.044690968    4.809165533   -1.318752573   0.1051045541    0.847004109   -2.799691977    2.101112672    2.942280819   -1.959407888    3.080359865   -2.472358028   0.4711156582    1.401959148    5.842272761    6.338703585   0.3326377249   -2.764991487    1.482929229   -2.049744747     3.59737425 -0.003420725944    2.021663685   -0.304463102    1.804589463    6.182554421    -2.76130737     6.02297306   -2.177840564    1.783130754   -2.742515357 -0.09368285426   -2.737940586    4.216063275   0.5232321774   0.2986819336  -0.8092798976    -3.30901332    4.610102815   -2.014542736   0.1382123022    -2.27616908    4.763668418    1.844843457    5.260882338    1.562695788    2.377273041   0.5335539367    6.430695371    5.306163273    3.919841721    2.469693854    0.327115723   -2.926683215    14054.22183    1.588297053    7.461301355 
       14   0.8037235121  -0.6365258886   -4.947323768  0.01093176242   -1.902705929    -3.52032473    2.190435121   -4.160730886    -4.52617422   0.8312663309   -2.353775277    2.529957525    2.364287377  -0.4989523256   0.9997193812  -0.9871815869    2.320703953   -3.098523863    3.334526227   -2.186436726    1.180125973    4.382944696   -4.454741769   -2.675911092     3.90316829    3.399367069   -3.975742002      4.5483171    4.345930978   -2.039553632    2.925998009    2.228862967    2.048459736    2.931618488   -2.798422163   -1.104096996   -4.561163368    3.569633833    4.015265541    3.764096764     4.27980931    1.763732992    1.357640595   -1.674628086    3.544478939    2.650340696    4.362616979  -0.2670086837   -4.636417604  -0.9047975903   0.2974255771    2.865444173    1.210540923   -3.613038291    1.259251939    -2.88979712  -0.7090395129    3.035724741    4.083891214   -1.876131619    2.237848535    3.009786028   0.9080667006    1.682572715  -0.9237289698     3.06602387    1.610990854    3.714708533  -0.1833962609    3.084537778   -4.925463617   -2.630598575   -3.296395284    4.143497592    3.424887238  -0.4862583697   0.1174720102   -2.381179765    -4.03531991   0.7198896304    4.814388876   -1.794804341   -4.449047812   -1.097846379    4.392932535   -1.424649909    3.060181006    1.895157984    3.861720796    -2.31853925   -1.283506496   -4.370731048    3.449074252   -2.134936941    2.053125792   -4.029018432   0.8037235121  -0.6365258886   -4.947323768  0.01093176242   -1.902705929    -3.52032473    2.190435121   -4.160730886    -4.52617422   0.8312663309   -2.353775277    2.529957525    2.364287377  -0.4989523256   0.9997193812  -0.9871815869    2.320703953   -3.098523863    3.334526227   -2.186436726    1.180125973    4.382944696   -4.454741769   -2.675911092     3.90316829    3.399367069   -3.975742002      4.5483171    4.345930978   -2.039553632    2.925998009    2.228862967    2.048459736    2.931618488   -2.798422163   -1.104096996   -4.561163368    3.569633833    4.015265541    3.764096764     4.27980931    1.763732992    1.357640595   -1.674628086    3.544478939    2.650340696    4.362616979  -0.2670086837   -4.636417604  -0.9047975903   0.2974255771    2.865444173    1.210540923   -3.613038291    1.259251939    -2.88979712  -0.7090395129    3.035724741    4.083891214   -1.876131619    2.237848535    3.009786028   0.9080667006    1.682572715  -0.9237289698     3.06602387    1.610990854    3.714708533  -0.1833962609    3.084537778   -4.925463617   -2.630598575   -3.296395284    4.143497592    3.424887238  -0.4862583697   0.1174720102   -2.381179765    -4.03531991   0.7198896304    4.814388876   -1.794804341   -4.449047812   -1.097846379    4.392932535   -1.424649909    3.060181006    1.895157984    3.861720796    -2.31853925   -1.283506496   -4.370731048    3.449074252   -2.134936941    2.053125792   -4.029018432    15864.23348   0.9642344282 0.003303450795 
       15   -2.096100524    2.685295623   -3.584601954    2.185155713   -1.557976923   -3.145409737   -3.126686519   -3.413494058   -3.101861623   -2.124418423    3.491269195    2.031056837    2.774126865   -1.261536735    4.443510542   -1.849337275   -2.482593308 -0.05866692537    2.221604457  -0.1346175932     3.40722207    2.613794983   -2.674967835    1.219231998    3.091906368    2.731636937  -0.8905066399  -0.2350483582    4.900581243   0.9448872238   -2.870072632    1.338129381   -2.830445339   -1.450658261     3.90383752   0.9382619768    2.784645737   -4.664693387    1.858714023    4.502057864   -2.473024786  -0.7674854521    -4.03609062    3.539675191    -2.07171044   -4.065185495   -1.202042169   -3.813976335    3.118483058    1.410498032   -4.889231486  -0.5111978811   -4.154630296    4.118890071    4.575089339   -3.807782143   0.8714766738    4.527280643    4.944724151    4.781792471    0.476724476   0.8910959659   -2.463563114   0.2000690699   -4.084332036     2.14885969  -0.7430238745    -2.08244983   -0.541241225  -0.5716306622   -4.129174634    3.258762024   -3.804508743 -0.09787254297   -1.069377026    2.292252657     1.12929225    1.265957967    2.245110647    3.987570022   -2.698664787    4.884224655    2.275467169   -4.285707696   -1.082750599    4.347212126    1.222648812    3.797779684    -3.90513128    4.506555954   -0.876205261   -1.410467677   -3.915796728  0.07727023214    1.134711842   -2.675225603   -2.096100524    2.685295623   -3.584601954    2.185155713   -1.557976923   -3.145409737   -3.126686519   -3.413494058   -3.101861623   -2.124418423    3.491269195    2.031056837    2.774126865   -1.261536735    4.443510542   -1.849337275   -2.482593308 -0.05866692537    2.221604457  -0.1346175932     3.40722207    2.613794983   -2.674967835    1.219231998    3.091906368    2.731636937  -0.8905066399  -0.2350483582    4.900581243   0.9448872238   -2.870072632    1.338129381   -2.830445339   -1.450658261     3.90383752   0.9382619768    2.784645737   -4.664693387    1.858714023    4.502057864   -2.473024786  -0.7674854521    -4.03609062    3.539675191    -2.07171044   -4.065185495   -1.202042169   -3.813976335    3.118483058    1.410498032   -4.889231486  -0.5111978811   -4.154630296    4.118890071    4.575089339   -3.807782143   0.8714766738    4.527280643    4.944724151    4.781792471    0.476724476   0.8910959659   -2.463563114   0.2000690699   -4.084332036     2.14885969  -0.7430238745    -2.08244983   -0.541241225  -0.5716306622   -4.129174634    3.258762024   -3.804508743 -0.09787254297   -1.069377026    2.292252657     1.12929225    1.265957967    2.245110647    3.987570022   -2.698664787    4.884224655    2.275467169   -4.285707696   -1.082750599    4.347212126    1.222648812    3.797779684    -3.90513128    4.506555954   -0.876205261   -1.410467677   -3.915796728  0.07727023214    1.134711842   -2.675225603    15303.39407    3.050989593    8.258862845 
       16  -0.1687354812    1.116482787   -2.950601956     4.04753798    4.629446802   0.3691766716  -0.3762296749  -0.4748008164   -3.498169891    4.715512471   -1.894086066    4.816797956   -0.752874188    2.003823064   -0.809018804    3.092118609    1.832113447    4.237618264    2.563728402    -0.43519574    1.945996292    1.737639708    -3.85518932    2.033286534   -3.039386889     4.36546522   -4.201160009      2.5993252    3.717556167   -4.877157514   -4.333103418    3.657518481    3.024784562    4.962766243   -4.395329844    1.413510826   -1.995631486   -1.024395537    2.757521293   -3.278097303    2.319988376   -4.606057134   -4.763319354  -0.1037940261  -0.8305208206    1.917414548   -3.090685686   -4.311719172    1.237780717    -2.89310196   -2.495734756    4.713352577    1.802751806  -0.5447190838   -4.736134606    4.801037064    2.016718526    3.713371748   -1.623115388    3.574842645   -0.841134795   0.7322992256    3.323426548   0.7452420819   -1.904929905    4.371799273   0.7663616621   0.4945152224   -2.896016792   -4.068977093   -3.201145917    1.713225682   0.1910802691    1.946159643    1.762477427  -0.2078816915    3.780519135   -1.408540053    4.020512414   -3.089178032   -3.679766492  -0.2276456292   -3.383954816   -1.675396437    1.595604392  -0.6406234139   -0.875195436    -3.68509129  0.08770166353   -0.326758113    4.505978224    2.356687814  -0.7311762418  -0.4231516624   0.6854955119   -3.234320967  -0.1687354812    1.116482787   -2.950601956     4.04753798    4.629446802   0.3691766716  -0.3762296749  -0.4748008164   -3.498169891    4.715512471   -1.894086066    4.816797956   -0.752874188    2.003823064   -0.809018804    3.092118609    1.832113447    4.237618264    2.563728402    -0.43519574    1.945996292    1.737639708    -3.85518932    2.033286534   -3.039386889     4.36546522   -4.201160009      2.5993252    3.717556167   -4.877157514   -4.333103418    3.657518481    3.024784562    4.962766243   -4.395329844    1.413510826   -1.995631486   -1.024395537    2.757521293   -3.278097303    2.319988376   -4.606057134   -4.763319354  -0.1037940261  -0.8305208206    1.917414548   -3.090685686   -4.311719172    1.237780717    -2.89310196   -2.495734756    4.713352577    1.802751806  -0.5447190838   -4.736134606    4.801037064    2.016718526    3.713371748   -1.623115388    3.574842645   -0.841134795   0.7322992256    3.323426548   0.7452420819   -1.904929905    4.371799273   0.7663616621   0.4945152224   -2.896016792   -4.068977093   -3.201145917    1.713225682   0.1910802691    1.946159643    1.762477427  -0.2078816915    3.780519135   -1.408540053    4.020512414   -3.089178032   -3.679766492  -0.2276456292   -3.383954816   -1.675396437    1.595604392  -0.6406234139   -0.875195436    -3.68509129  0.08770166353   -0.326758113    4.505978224    2.356687814  -0.7311762418  -0.4231516624   0.6854955119   -3.234320967    15903.98025  -0.5297697307    1.330901554 
       17    1.605605041   -1.307282078   0.9208252991   -3.315751676    -4.86590066    3.401096814    1.574811791   -2.756723766   -1.389952253    4.453925771    2.363638203   -3.347547797   -3.143986821    3.749566675    1.605610784   -2.250233681    1.639988385    1.575474041    4.001051568    3.911101921    1.532261863    3.821898282     1.10705286   -2.255163648    2.491186721   -4.418641622   0.9507394915   -3.574689943    3.251002121   0.1740983151    3.789408846   -1.939630684    2.866934679    1.909272479  -0.7668532837    3.634419163   -4.877943475    3.948158269     4.57803363   -2.697375561    3.338902631    1.440178294   -2.564561248    2.384724039   -4.781130553   0.6993149669   0.9572552453   0.5394993608   -4.137752619    4.443474501    4.867192721   -1.785126993   -1.987126658   -4.730307112     4.83701681   -3.562553237    3.353522303 -0.06415081763  -0.1314143346  -0.3304099132    4.997634947    4.787912916    2.137108274  -0.7793202353    2.285623231    2.589094351  -0.1915689823   -1.459723679    4.184309491   -2.081547521  -0.3752199926   -3.096606773   -2.902453284    4.623895663    1.281828266    1.849579574    4.965102981   -3.034763725   -4.860406698  -0.6834987391   0.6496713008    3.868573493    4.165774366    1.358554081   -1.555591442   -1.162170518    1.702127816   -3.792242307    2.593427598   -2.915749106   0.4702401438    2.633634189    1.732070234   -1.204801313    -2.47491212   -1.834246648    1.605605041   -1.307282078   0.9208252991   -3.315751676    -4.86590066    3.401096814    1.574811791   -2.756723766   -1.389952253    4.453925771    2.363638203   -3.347547797   -3.143986821    3.749566675    1.605610784   -2.250233681    1.639988385    1.575474041    4.001051568    3.911101921    1.532261863    3.821898282     1.10705286   -2.255163648    2.491186721   -4.418641622   0.9507394915   -3.574689943    3.251002121   0.1740983151    3.789408846   -1.939630684    2.866934679    1.909272479  -0.7668532837    3.634419163   -4.877943475    3.948158269     4.57803363   -2.697375561    3.338902631    1.440178294   -2.564561248    2.384724039   -4.781130553   0.6993149669   0.9572552453   0.5394993608   -4.137752619    4.443474501    4.867192721   -1.785126993   -1.987126658   -4.730307112     4.83701681   -3.562553237    3.353522303 -0.06415081763  -0.1314143346  -0.3304099132    4.997634947    4.787912916    2.137108274  -0.7793202353    2.285623231    2.589094351  -0.1915689823   -1.459723679    4.184309491   -2.081547521  -0.3752199926   -3.096606773   -2.902453284    4.623895663    1.281828266    1.849579574    4.965102981   -3.034763725   -4.860406698  -0.6834987391   0.6496713008    3.868573493    4.165774366    1.358554081   -1.555591442   -1.162170518    1.702127816   -3.792242307    2.593427598   -2.915749106   0.4702401438    2.633634189    1.732070234   -1.204801313    -2.47491212   -1.834246648    14902.43787    3.231608587   0.9061839114 
       18    4.662528203  0.05311561011    2.225593525  -0.6079933932  -0.6090232883    3.977861786    1.721519505    4.161041704    4.411378299   -1.975339824   -2.530038367   -3.026410614   -1.121375893   -2.097211855   -2.608991391   -4.001111573    2.536430519    4.916043667    -3.13407991     4.87518693    2.993109964   0.8539696804    1.797970081  -0.8119736722   0.4949360135   -1.143320393   -2.650773849   -4.110754925   -1.943982252   -1.004749751   -4.683846126  -0.6281339455   -1.741040604   -3.746504938    4.382255479   -3.817879346    2.965571095   -2.330758155  -0.3993004685   -2.281239816 0.002458823146   -1.438148844   -1.462988696   -4.458887119   -3.532316343   -1.034327143    4.147341742   -1.969921296    2.175095289   0.1924415366   -3.414977942    3.521657294   -2.144931148   -2.332913691   -2.880084067   -4.430536955    3.077332812    1.722453752    1.256367963    -4.05437756    -2.32321035   -2.374720284   0.7169324445   -2.307753323   -2.707256759   -4.907217541    3.551379793   -3.747778911    3.260254338    2.014442385   -4.373882677   -1.236066214   -1.839444116    2.399901289   -3.427915686    -2.55967519     3.29213141    2.669785186   -1.112213903   -1.327216266   -1.253628169   -2.277231358   -4.840702783    4.057851535    3.739092555   -2.429941034    2.135832851    1.175845462   -2.739155003    1.146339931    2.895638603   -4.787748162    2.991472859   -4.734968717    2.798332446   0.5528568299    4.662528203  0.05311561011    2.225593525  -0.6079933932  -0.6090232883    3.977861786    1.721519505    4.161041704    4.411378299   -1.975339824   -2.530038367   -3.026410614   -1.121375893   -2.097211855   -2.608991391   -4.001111573    2.536430519    4.916043667    -3.13407991     4.87518693    2.993109964   0.8539696804    1.797970081  -0.8119736722   0.4949360135   -1.143320393   -2.650773849   -4.110754925   -1.943982252   -1.004749751   -4.683846126  -0.6281339455   -1.741040604   -3.746504938    4.382255479   -3.817879346    2.965571095   -2.330758155  -0.3993004685   -2.281239816 0.002458823146   -1.438148844   -1.462988696   -4.458887119   -3.532316343   -1.034327143    4.147341742   -1.969921296    2.175095289   0.1924415366   -3.414977942    3.521657294   -2.144931148   -2.332913691   -2.880084067   -4.430536955    3.077332812    1.722453752    1.256367963    -4.05437756    -2.32321035   -2.374720284   0.7169324445   -2.307753323   -2.707256759   -4.907217541    3.551379793   -3.747778911    3.260254338    2.014442385   -4.373882677   -1.236066214   -1.839444116    2.399901289   -3.427915686    -2.55967519     3.29213141    2.669785186   -1.112213903   -1.327216266   -1.253628169   -2.277231358   -4.840702783    4.057851535    3.739092555   -2.429941034    2.135832851    1.175845462   -2.739155003    1.146339931    2.895638603   -4.787748162    2.991472859   -4.734968717    2.798332446   0.5528568299    18142.44747    21.71261144   -2.328442834 
       19    3.827891656    3.623324228  -0.4073326711  -0.8420929379   0.4290821578   -3.767558602    4.010959222     1.87130921    1.527206618    1.066049805   -4.083305206   -1.245273659     3.75962325    4.551107924    1.733382007  -0.6189590119   0.1291472245   -4.432444272 0.0004077862832    2.923084294   -0.145830253   -2.413285189  -0.3321813574    4.555729076   -2.692670429    3.908341568    2.256736211   0.2761151137   -1.146446396    3.756244303    3.571276735   -3.704495055    1.147890329   -4.738753179    2.645389755   0.8157346533    4.708107657   -4.522345979   -1.139131518    3.576083802   -3.512959741   0.2758181768    -4.38423299   0.4036095371    4.856491993  -0.4085215428    2.419296091    -1.66261785    1.350120199   -4.931155372   -1.452221108   0.5547200151    2.487573124    3.254668044   -1.652829109   -3.127534168   0.7891405917   0.2259102185   -3.724969298  -0.8163094326    4.248522876  -0.5272528076   -4.312940131   -3.932138929   -4.357549497    4.662760573    3.310445298   -4.656821832   -1.899255689   -2.632029897   -2.303041359   -1.883526752    1.768505372  -0.4423848679    4.367809695   -1.641522365   -2.902827767    3.899338798   -2.804851058    4.195499204   -3.944530973    1.968329312    3.305963295    2.795333662     1.19519317   0.4258759682    2.592258819  -0.5068080822     -3.0596497   -3.158847698    1.275826199    4.897900881   -1.412576267   -2.072296014   -3.856329543  -0.8322229374    3.827891656    3.623324228  -0.4073326711  -0.8420929379   0.4290821578   -3.767558602    4.010959222     1.87130921    1.527206618    1.066049805   -4.083305206   -1.245273659     3.75962325    4.551107924    1.733382007  -0.6189590119   0.1291472245   -4.432444272 0.0004077862832    2.923084294   -0.145830253   -2.413285189  -0.3321813574    4.555729076   -2.692670429    3.908341568    2.256736211   0.2761151137   -1.146446396    3.756244303    3.571276735   -3.704495055    1.147890329   -4.738753179    2.645389755   0.8157346533    4.708107657   -4.522345979   -1.139131518    3.576083802   -3.512959741   0.2758181768    -4.38423299   0.4036095371    4.856491993  -0.4085215428    2.419296091    -1.66261785    1.350120199   -4.931155372   -1.452221108   0.5547200151    2.487573124    3.254668044   -1.652829109   -3.127534168   0.7891405917   0.2259102185   -3.724969298  -0.8163094326    4.248522876  -0.5272528076   -4.312940131   -3.932138929   -4.357549497    4.662760573    3.310445298   -4.656821832   -1.899255689   -2.632029897   -2.303041359   -1.883526752    1.768505372  -0.4423848679    4.367809695   -1.641522365   -2.902827767    3.899338798   -2.804851058    4.195499204   -3.944530973    1.968329312    3.305963295    2.795333662     1.19519317   0.4258759682    2.592258819  -0.5068080822     -3.0596497   -3.158847698    1.275826199    4.897900881   -1.412576267   -2.072296014   -3.856329543  -0.8322229374    16602.08009    12.84109241    11.21453263 
       20   -3.266009076   -2.364758545   -2.038288392    -2.48697246   0.2166659455   -2.496288232   -2.668975765     3.43429746    2.160377242    3.673035683     0.81537204    3.052624549    4.442642252  -0.9877839255   -4.247086618   0.9932997249    3.274148435    3.460922416   -1.034135929   -3.404020214   -4.257490689   -3.120474939   -2.212069137   -1.835953145    3.350447638    4.792430974    4.701054608  -0.5965387683    1.272791198    1.263193214    1.330828461   -4.668282029    3.549150185   -4.360233882    3.315130408   -1.962869644    2.104652538    2.544164435    1.628805646    2.987438841   -1.459854344    3.042038237    1.000543532   -2.883686831    3.978265197    4.226514082    3.659576514    3.952156691   -2.877089887   -3.650221813    3.758036733   -3.991975934    3.223459746    2.247454479   -2.151200896    4.302134989   -1.948239798    -4.03680362   0.4082674049    1.444586665   -3.889689855   -2.980788297   -4.729437408   -3.284312083  -0.6749393221  -0.1622913362    4.222927146   -2.307954631   -1.622514313  -0.3566071735    1.413848195  -0.7635209531    2.593568445   0.9037328068    3.163316395  -0.9473842642   -2.459070824   -4.832175622    -1.71369005   0.1559681715    3.995844695    2.127761884   -3.826601161   -4.889416083    1.750155309    3.606697577   -1.630229597   -3.279501038   -4.221180136   0.3834410758   -2.885027984    2.992716265    4.936008065    1.692813796    2.094621508    -1.34624621   -1.731009076   -0.829758545  -0.5032883919  -0.9519724605    1.751665945  -0.9612882318   -1.133975765     4.96929746    3.695377242    5.208035683     2.35037204    4.587624549    5.977642252   0.5472160745   -2.712086618    2.528299725    4.809148435    4.995922416   0.5008640709   -1.869020214   -2.722490689   -1.585474939   -0.677069137  -0.3009531446    4.885447638    6.327430974    6.236054608   0.9384612317    2.807791198    2.798193214    2.865828461   -3.133282029    5.084150185   -2.825233882    4.850130408  -0.4278696436    3.639652538    4.079164435    3.163805646    4.522438841  0.07514565567    4.577038237    2.535543532   -1.348686831    5.513265197    5.761514082    5.194576514    5.487156691   -1.342089887   -2.115221813    5.293036733   -2.456975934    4.758459746    3.782454479  -0.6162008962    5.837134989  -0.4132397981    -2.50180362    1.943267405    2.979586665   -2.354689855   -1.445788297   -3.194437408   -1.749312083   0.8600606779    1.372708664    5.757927146  -0.7729546308 -0.08751431291    1.178392827    2.948848195   0.7714790469    4.128568445    2.438732807    4.698316395   0.5876157358  -0.9240708245   -3.297175622    -0.17869005    1.690968172    5.530844695    3.662761884   -2.291601161   -3.354416083    3.285155309    5.141697577 -0.09522959712   -1.744501038   -2.686180136    1.918441076   -1.350027984    4.527716265    6.471008065    3.227813796    3.629621508   0.1887537902    13451.18052    3.411271693    1.554003781 
       21   0.3590087926    1.798289445   -1.425180829    1.943972238    4.154353358  -0.3925944005   -4.301091756     2.57832084     3.24529166    2.338544906   -1.111324429    1.473531587   -4.916138512     3.25509649   -3.847916634   0.4893833909   -3.437165486    1.760204625  -0.5639255674   -2.681306783   -3.191988659   -4.774196236   -1.599028669    2.366676546    2.593688949   -2.923041512    -4.60736386     1.35232741   0.8278394766    4.189694916   0.4296531479   0.3664618364   -3.334328526    1.619997197   -3.979649973    2.647556001     4.42142498    -1.57079354   -2.592309766    -0.56358468 -0.02745211231   -4.519820619   0.8197425366   -0.798841594   -4.542911974   0.3851559111   -4.452355601    2.884139399    4.539468278    2.206734838   -2.035205987   -1.472141642 -0.06476902005    1.952609428   -4.546197885    1.081846399    1.533638028   -4.640750226   -2.626716222    1.096322644   -1.990529099     2.41234273  -0.7026512797    3.639804811    1.181127084   0.5306810577   -3.643552055  -0.9375400974     3.60708183     1.58554662   0.5302912071    4.904951758   -1.293874354    -1.68604182   -1.764893226    1.538088305    -3.17787647   -2.531903115    3.303695634   -3.418412011    1.887112754   -3.198364937  -0.3799281298    4.955482532   -4.400256915   -3.856037088   -3.912962777   -1.583984437    2.002242781   -4.898240761   -4.208623008   0.6385438405  -0.3859265379    2.118543534  -0.8028296848    4.516191625   0.3590087926    1.798289445   -1.425180829    1.943972238    4.154353358  -0.3925944005   -4.301091756     2.57832084     3.24529166    2.338544906   -1.111324429    1.473531587   -4.916138512     3.25509649   -3.847916634   0.4893833909   -3.437165486    1.760204625  -0.5639255674   -2.681306783   -3.191988659   -4.774196236   -1.599028669    2.366676546    2.593688949   -2.923041512    -4.60736386     1.35232741   0.8278394766    4.189694916   0.4296531479   0.3664618364   -3.334328526    1.619997197   -3.979649973    2.647556001     4.42142498    -1.57079354   -2.592309766    -0.56358468 -0.02745211231   -4.519820619   0.8197425366   -0.798841594   -4.542911974   0.3851559111   -4.452355601    2.884139399    4.539468278    2.206734838   -2.035205987   -1.472141642 -0.06476902005    1.952609428   -4.546197885    1.081846399    1.533638028   -4.640750226   -2.626716222    1.096322644   -1.990529099     2.41234273  -0.7026512797    3.639804811    1.181127084   0.5306810577   -3.643552055  -0.9375400974     3.60708183     1.58554662   0.5302912071    4.904951758   -1.293874354    -1.68604182   -1.764893226    1.538088305    -3.17787647   -2.531903115    3.303695634   -3.418412011    1.887112754   -3.198364937  -0.3799281298    4.955482532   -4.400256915   -3.856037088   -3.912962777   -1.583984437    2.002242781   -4.898240761   -4.208623008   0.6385438405  -0.3859265379    2.118543534  -0.8028296848    4.516191625    19309.60775  -0.7702574094    3.054340532 
       22    4.167381848   -4.607655286   -2.258598265  -0.3235047522  -0.2426568382    2.838063723   -3.706782081   0.5757298306 -0.03542122286  -0.6743945186   -4.358953388    3.996253226   0.2371991704   -3.929919991    4.618866624    4.095447971   -1.383835058    1.203442868    4.389793527    4.563007928    2.422994442   -2.904347368    4.161383484   -3.732236671    4.582046704   -2.317293451   -2.214526585   0.4517572512    2.805519229     1.84772733    4.676848016    3.282627281   -4.078394149   -1.109897676    -3.02856983   -4.276208135    -2.56857248    3.286008998  -0.7050355909    1.069353128   -3.184402817   0.7054142283   -3.694048124    3.249074072   0.1190005955   -4.609642109    1.713445322    2.424299757 -0.08504022233    4.143644665    3.527888167   -1.030682656    4.484238524   -1.009006247    2.799628517   -2.430180078   0.1798371849   -2.672369178   -4.562441786   -3.690871832  0.07600920682   -4.856353562    3.449128875    3.884035002  -0.4038061018   -4.425106094    4.108774492   -4.296220951   -3.003120704    3.590083026    3.399777687    1.407175662  -0.1743679713    4.399489718    2.768793164   0.8923708539    2.679971538  -0.4700556809    4.412523981    2.776130654    2.423751029    3.371322691  -0.6071659239    3.157710589   0.8303082807    2.812605485   -1.751811131   -1.779030872    3.402241332    4.073083628    2.069650719    1.728246095    4.581480118   -1.297441995   -4.373387123    1.936175642    4.304381848   -4.470655286   -2.121598265  -0.1865047522  -0.1056568382    2.975063723   -3.569782081   0.7127298306   0.1015787771  -0.5373945186   -4.221953388    4.133253226   0.3741991704   -3.792919991    4.755866624    4.232447971   -1.246835058    1.340442868    4.526793527    4.700007928    2.559994442   -2.767347368    4.298383484   -3.595236671    4.719046704   -2.180293451   -2.077526585   0.5887572512    2.942519229     1.98472733    4.813848016    3.419627281   -3.941394149  -0.9728976757    -2.89156983   -4.139208135    -2.43157248    3.423008998  -0.5680355909    1.206353128   -3.047402817   0.8424142283   -3.557048124    3.386074072   0.2560005955   -4.472642109    1.850445322    2.561299757  0.05195977767    4.280644665    3.664888167  -0.8936826565    4.621238524  -0.8720062471    2.936628517   -2.293180078   0.3168371849   -2.535369178   -4.425441786   -3.553871832   0.2130092068   -4.719353562    3.586128875    4.021035002  -0.2668061018   -4.288106094    4.245774492   -4.159220951   -2.866120704    3.727083026    3.536777687    1.544175662 -0.03736797129    4.536489718    2.905793164    1.029370854    2.816971538  -0.3330556809    4.549523981    2.913130654    2.560751029    3.508322691  -0.4701659239    3.294710589   0.9673082807    2.949605485   -1.614811131   -1.642030872    3.539241332    4.210083628    2.206650719    1.865246095    4.718480118   -1.160441995   -4.236387123    2.073175642    15116.60765    20.76303074    17.83456776 
       23   -2.869353089   0.7901927676    1.614759652   -3.544020079    4.482139489    1.016432681  -0.5023542453    1.350941098    3.853543668   -3.640713215    -3.25014778   -0.592897647   0.8214785554   -3.038214496       4.049893    3.514733515    3.739256936  0.08693573036   -3.481900967   -4.591001399    4.396790758   -4.557038671   -1.008150832   -3.804384276   -3.453417357 -0.09413994141    1.953217388   -1.148053723   -3.328917221    3.588342774   -2.205673485  -0.2030141807    1.534622406    3.819874793   -4.651229067  -0.6643764042    1.457203432    4.835962673   -2.097521525   -4.106996028   0.6104423695   -4.038045942    4.043954151    4.435606726    1.495278036   -2.349786299   0.5952096707   0.2546592218    1.772639308   -4.366841078    3.296378808    4.334207602   -3.243689023   0.3713785092    3.187970912   0.2052810533    2.172429617   -1.392483334   -3.306416437    -3.13443716   -2.848759089   0.2248987429    1.548309291    4.482765148    3.286607158   0.2853762131   -1.610936351   -3.130141128    4.856969193   -2.220034676    1.228450591   -2.463619159  -0.8191103399    3.646756618    4.108424627   -4.683969601     1.49606535    0.293063826    4.883539281   -1.868927945   -1.127036056     3.01471444   -2.119078347     1.84173911    2.247657782   -4.531741194    1.451010873    3.065428834   -2.050991835    3.425981534    4.015149025   0.3673118828    0.652376968   -3.269736766   -3.273970663     3.55248849   -1.911353089    1.748192768    2.572759652   -2.586020079    5.440139489    1.974432681   0.4556457547    2.308941098    4.811543668   -2.682713215    -2.29214778    0.365102353    1.779478555   -2.080214496       5.007893    4.472733515    4.697256936     1.04493573   -2.523900967   -3.633001399    5.354790758   -3.599038671 -0.05015083182   -2.846384276   -2.495417357   0.8638600586    2.911217388  -0.1900537234   -2.370917221    4.546342774   -1.247673485   0.7549858193    2.492622406    4.777874793   -3.693229067   0.2936235958    2.415203432    5.793962673   -1.139521525   -3.148996028    1.568442369   -3.080045942    5.001954151    5.393606726    2.453278036   -1.391786299    1.553209671    1.212659222    2.730639308   -3.408841078    4.254378808    5.292207602   -2.285689023    1.329378509    4.145970912    1.163281053    3.130429617  -0.4344833341   -2.348416437    -2.17643716   -1.890759089    1.182898743    2.506309291    5.440765148    4.244607158    1.243376213  -0.6529363508   -2.172141128    5.814969193   -1.262034676    2.186450591   -1.505619159   0.1388896601    4.604756618    5.066424627   -3.725969601     2.45406535    1.251063826    5.841539281  -0.9109279445  -0.1690360563     3.97271444   -1.161078347     2.79973911    3.205657782   -3.573741194    2.409010873    4.023428834   -1.092991835    4.383981534    4.973149025    1.325311883    1.610376968   -2.311736766   -2.315970663     4.51048849    11992.70299    2.779174248    4.011854497 
       24    2.764180354   -1.737997008   0.7483021135    4.840234383    3.313656488    4.946997472    4.326941026    0.913953884    3.577856757  -0.1885163917   0.1912369683   0.3634809907     4.61637813    4.128686446   -4.608713306    2.129929461    4.284976485   -1.259545868   -1.466972841   -4.296555398   0.7462892301   -1.493756901   -3.236794716    3.753540157   -2.467425938    1.896710324    -1.47912233   -1.838039716   -3.623490537   0.7580283287  -0.6280794907    4.411025509    4.887596995   -2.536204241    1.396875856   -3.401850092   -1.607851241   -3.353182269   0.4181620871    2.600283449  -0.5239799187    3.500657768   -0.525329228    2.799279609    1.789646899    1.345035365  0.09134063643    3.112723195   0.2980033492   -1.426388401   -4.046412461    1.033654035   0.1808785735   -3.032407814    3.390797773   -4.688519968   -4.611676136   -4.579929042   -0.723886415   -4.931237621   -3.082066569   -4.238199547   -3.098269445    1.573083193    1.728651456    1.982186846    2.259030287    4.356694003   -3.833047858  -0.9240176774    3.049045869    3.468277243    1.319798533   -4.823229551  -0.4435954397    4.527119232   -1.869678096    3.373855176   0.9078851544    3.149005113    4.200159153  -0.7951227537    4.832070095     4.19585097   -1.854916414    4.921082082   -4.872092394     1.55194236    3.018791812    2.247398982   0.3611181556  -0.5937179192   -2.735581216    4.879222668   0.2695371238   0.8943474066    2.764180354   -1.737997008   0.7483021135    4.840234383    3.313656488    4.946997472    4.326941026    0.913953884    3.577856757  -0.1885163917   0.1912369683   0.3634809907     4.61637813    4.128686446   -4.608713306    2.129929461    4.284976485   -1.259545868   -1.466972841   -4.296555398   0.7462892301   -1.493756901   -3.236794716    3.753540157   -2.467425938    1.896710324    -1.47912233   -1.838039716   -3.623490537   0.7580283287  -0.6280794907    4.411025509    4.887596995   -2.536204241    1.396875856   -3.401850092   -1.607851241   -3.353182269   0.4181620871    2.600283449  -0.5239799187    3.500657768   -0.525329228    2.799279609    1.789646899    1.345035365  0.09134063643    3.112723195   0.2980033492   -1.426388401   -4.046412461    1.033654035   0.1808785735   -3.032407814    3.390797773   -4.688519968   -4.611676136   -4.579929042   -0.723886415   -4.931237621   -3.082066569   -4.238199547   -3.098269445    1.573083193    1.728651456    1.982186846    2.259030287    4.356694003   -3.833047858  -0.9240176774    3.049045869    3.468277243    1.319798533   -4.823229551  -0.4435954397    4.527119232   -1.869678096    3.373855176   0.9078851544    3.149005113    4.200159153  -0.7951227537    4.832070095     4.19585097   -1.854916414    4.921082082   -4.872092394     1.55194236    3.018791812    2.247398982   0.3611181556  -0.5937179192   -2.735581216    4.879222668   0.2695371238   0.8943474066    16565.13448    8.509691533    1.638543422 
dakota_apps.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 61 total (61 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0000000000e+00 x1
                      1.0000000000e+00 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      0.0000000000e+00
<<<<< Best data captured at function evaluation 25
Using test option MPIProcs = 2
Test Number 1 succeeded
<<<<< Function evaluation summary: 287 total (287 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      9.0039062500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      6.2598446631e-02
<<<<< Best constraint values   =
                     -2.0019531250e-01
<<<<< Best data captured at function evaluation 215
Using test option MPIProcs = 2
Test Number 2 succeeded
<<<<< Function evaluation summary: 24 total (24 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0000000000e+00 x1
                      1.0000000000e+00 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      0.0000000000e+00
<<<<< Best data captured at function evaluation 23
Using test option MPIProcs = 2
Test Number 3 succeeded
<<<<< Function evaluation summary: 98 total (98 new, 0 duplicate)
<<<<< Best parameters          =
                      6.2271967622e-01 x1
                      1.1761084488e+00 x2
                      1.5784521988e+00 x3
<<<<< Best objective function  =
                      1.3318448984e-01
<<<<< Best constraint values   =
                     -2.0027442923e-01
<<<<< Best data captured at function evaluation 74
Using test option MPIProcs = 2
Test Number 4 succeeded
<<<<< Function evaluation summary: 383 total (383 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      0.0000000000e+00 x3
<<<<< Best objective function  =
                      1.1250000000e+00
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data captured at function evaluation 24
Using test option MPIProcs = 2
Test Number 5 succeeded
<<<<< Function evaluation summary: 191 total (191 new, 0 duplicate)
<<<<< Best parameters          =
                      1.1091092410e+00 x1
                      1.0783907590e+00 x2
                      7.0339075897e-01 x3
<<<<< Best objective function  =
                      7.9194471793e-03
<<<<< Best constraint values   =
                      6.9092792906e-01
                      6.0837200851e-01
                      4.9475855980e-01
<<<<< Best data captured at function evaluation 17
Using test option MPIProcs = 2
Test Number 6 succeeded
<<<<< Function evaluation summary: 198 total (198 new, 0 duplicate)
<<<<< Best parameters          =
                      6.7187500000e-01 x1
                      1.3046875000e+00 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.0210210234e-02
<<<<< Best constraint values   =
                     -2.0092773438e-01
<<<<< Best data captured at function evaluation 143
Using test option MPIProcs = 2
Test Number 7 succeeded
<<<<< Function evaluation summary: 439 total (439 new, 0 duplicate)
<<<<< Best parameters          =
                      4.9882812500e-01 x1
                      4.9843750000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2637292040e-01
<<<<< Best constraint values   =
                     -3.8925170898e-04
                     -9.7412109375e-04
<<<<< Best data captured at function evaluation 370
Using test option MPIProcs = 2
Test Number 8 succeeded
<<<<< Function evaluation summary: 38 total (38 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0272044278e+00 x1
                      9.7498307224e-01 x2
                      9.7060807224e-01 x3
<<<<< Best objective function  =
                      1.6857017976e-06
<<<<< Best data captured at function evaluation 38
Using test option MPIProcs = 3
Test Number 9 succeeded
<<<<< Function evaluation summary: 99 total (99 new, 0 duplicate)
<<<<< Best parameters          =
                      3.6070719918e-01 x1
                      6.6019123832e-01 x2
                      2.6183943633e+00 x3
<<<<< Best objective function  =
                      7.0405754471e+00
<<<<< Best constraint values   =
                     -1.9998593562e-01
<<<<< Best data captured at function evaluation 73
Using test option MPIProcs = 3
Test Number 10 succeeded
<<<<< Function evaluation summary: 96 total (96 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0000000000e+00 x1
                      1.0000000000e+00 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      0.0000000000e+00
<<<<< Best data captured at function evaluation 20
Using test option MPIProcs = 2
Test Number 11 succeeded
<<<<< Function evaluation summary: 144 total (144 new, 0 duplicate)
<<<<< Best parameters          =
                      6.4121842688e-01 x1
                      1.2232346981e+00 x2
                      1.4943284481e+00 x3
<<<<< Best objective function  =
                      7.8765434761e-02
<<<<< Best constraint values   =
                     -2.0045627808e-01
<<<<< Best data captured at function evaluation 102
Using test option MPIProcs = 2
Test Number 12 succeeded
<<<<< Function evaluation summary: 34 total (34 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0000000000e+00 x1
                      1.0000000000e+00 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      0.0000000000e+00
<<<<< Best data captured at function evaluation 34
Using test option MPIProcs = 2
Test Number 13 succeeded
<<<<< Function evaluation summary: 244 total (244 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0215885294e-01 x1
                      5.0213802206e-01 x2
                      2.4935442721e+00 x3
<<<<< Best objective function  =
                      5.0987740624e+00
<<<<< Best constraint values   =
                      1.0945025633e-03
                      1.0631667211e-03
<<<<< Best data captured at function evaluation 241
Using test option MPIProcs = 2
Test Number 14 succeeded
<<<<< Function evaluation summary: 64 total (64 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 31
Using test option MPIProcs = 2
Test Number 15 succeeded
<<<<< Function evaluation summary: 71 total (71 new, 0 duplicate)
<<<<< Best parameters          =
                      1.1091092410e+00 x1
                      1.1096407590e+00 x2
                      6.7214075897e-01 x3
<<<<< Best objective function  =
                      1.1840693327e-02
<<<<< Best constraint values   =
                      6.7530292906e-01
                      6.7674799344e-01
                      4.5177319986e-01
<<<<< Best data captured at function evaluation 51
Using test option MPIProcs = 2
Test Number 16 succeeded
<<<<< Function evaluation summary: 206 total (206 new, 0 duplicate)
<<<<< Best parameters          =
                      9.9264820337e-01 x1
                      1.0073128318e+00 x2
                      1.0073907615e+00 x3
<<<<< Best objective function  =
                      8.7648399372e-09
<<<<< Best data captured at function evaluation 206
Using test option MPIProcs = 2
Test Number 17 succeeded
<<<<< Function evaluation summary: 224 total (224 new, 0 duplicate)
<<<<< Best parameters          =
                      4.9833152522e-01 x1
                      4.9737159978e-01 x2
                      2.5059653498e+00 x3
<<<<< Best objective function  =
                      5.2706769214e+00
<<<<< Best constraint values   =
                     -3.5149085931e-04
                     -1.7872543449e-03
<<<<< Best data captured at function evaluation 177
Using test option MPIProcs = 2
Test Number 18 succeeded
<<<<< Function evaluation summary: 250 total (250 new, 0 duplicate)
<<<<< Best parameters          =
                      1.1091092410e+00 x1
                      1.0783907590e+00 x2
                      7.0339075897e-01 x3
<<<<< Best objective function  =
                      7.9194471793e-03
<<<<< Best constraint values   =
                      6.9092792906e-01
                      6.0837200851e-01
                      4.9475855980e-01
<<<<< Best data captured at function evaluation 26
Using test option MPIProcs = 2
Test Number 19 succeeded
<<<<< Function evaluation summary: 64 total (64 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 35
Using test option MPIProcs = 2
Test Number 20 succeeded
<<<<< Function evaluation summary: 61 total (61 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 33
Using test option MPIProcs = 3
Test Number 21 succeeded
<<<<< Function evaluation summary: 320 total (320 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0439146078e-01 x1
                      5.0498353922e-01 x2
                      2.4862335392e+00 x3
<<<<< Best objective function  =
                      4.9995738850e+00
<<<<< Best constraint values   =
                      1.9189761028e-03
                      2.8126444882e-03
<<<<< Best data captured at function evaluation 281
Using test option MPIProcs = 2
Test Number 22 succeeded
<<<<< Function evaluation summary: 476 total (476 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 33
Using test option MPIProcs = 2
Test Number 23 succeeded
<<<<< Function evaluation summary: 476 total (476 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 33
Using test option MPIProcs = 3
Test Number 24 succeeded
<<<<< Function evaluation summary: 476 total (476 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 33
Using test option MPIProcs = 3
Test Number 25 succeeded
<<<<< Function evaluation summary: 476 total (476 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 33
Using test option MPIProcs = 2
Test Number 26 succeeded
<<<<< Function evaluation summary: 461 total (461 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 25
Using test option MPIProcs = 2
Test Number 27 succeeded
<<<<< Function evaluation summary: 449 total (449 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 28
Using test option MPIProcs = 3
Test Number 28 succeeded
<<<<< Function evaluation summary: 442 total (442 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 29
Using test option MPIProcs = 3
Test Number 29 succeeded
<<<<< Function evaluation summary: 444 total (444 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                     -0.0000000000e+00
                     -0.0000000000e+00
<<<<< Best data captured at function evaluation 28
dakota_cantilever_queso.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 1632 total (1632 new, 0 duplicate)
<<<<< Best parameters          =
                      2.8727141660e+07
                      2.5002397601e+00
<<<<< Best log posterior       =
                     -3.0473907151e+01
Test Number 1 succeeded
<<<<< Function evaluation summary: 1468 total (1468 new, 0 duplicate)
<<<<< Best parameters          =
                      2.8626895001e+07
                      2.5014413312e+00
<<<<< Best log posterior       =
                     -3.0545204301e+01
Test Number 2 succeeded
<<<<< Function evaluation summary: 1632 total (1632 new, 0 duplicate)
<<<<< Best parameters          =
                      2.8727141660e+07
                      2.5002397601e+00
<<<<< Best log posterior       =
                     -3.0473907151e+01
Test Number 3 succeeded
<<<<< Function evaluation summary: 1468 total (1468 new, 0 duplicate)
<<<<< Best parameters          =
                      2.8626895001e+07
                      2.5014413312e+00
<<<<< Best log posterior       =
                     -3.0545204301e+01
Test Number 4 succeeded
<<<<< Function evaluation summary: 1792 total (1792 new, 0 duplicate)
<<<<< Best parameters          =
                      2.8504617351e+07
                      2.5036481761e+00
<<<<< Best log posterior       =
                     -2.3458873114e+01
dakota_coliny_p.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 200 total (200 new, 0 duplicate)
<<<<< Best parameters          =
                      5.7893892864e-01 x1
                      5.7495736388e-01 x2
                      1.3050171516e+00 x3
<<<<< Best objective function  =
                      7.2726686137e-02
<<<<< Best constraint values   =
                      4.7691601150e-02
                      4.1106505960e-02
<<<<< Best data captured at function evaluation 68
Test Number 1 succeeded
<<<<< Function evaluation summary: 200 total (200 new, 0 duplicate)
<<<<< Best parameters          =
                      5.7893892864e-01 x1
                      5.7495736388e-01 x2
                      1.3050171516e+00 x3
<<<<< Best objective function  =
                      7.2726686137e-02
<<<<< Best constraint values   =
                      4.7691601150e-02
                      4.1106505960e-02
<<<<< Best data captured at function evaluation 68
Test Number 2 succeeded
<<<<< Function evaluation summary: 62 total (62 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      9.9988570533e-01 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      5.5511151231e-17
                     -1.1102230246e-16
<<<<< Best data captured at function evaluation 62
Test Number 3 succeeded
<<<<< Function evaluation summary: 62 total (62 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000000000e-01 x2
                      9.9988570533e-01 x3
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      5.5511151231e-17
                     -1.1102230246e-16
<<<<< Best data captured at function evaluation 62
Test Number 4 succeeded
<<<<< Function evaluation summary: 353 total (353 new, 0 duplicate)
<<<<< Best parameters          =
                      1.2294873749e-01 x1
                      2.0525326424e-01 x2
                      9.9984758421e-01 x3
<<<<< Best objective function  =
                      9.9064456572e-01
<<<<< Best constraint values   =
                     -8.7510240069e-02
                     -1.9345466264e-02
<<<<< Best data captured at function evaluation 322
Test Number 5 succeeded
<<<<< Function evaluation summary: 353 total (353 new, 0 duplicate)
<<<<< Best parameters          =
                      1.2294873749e-01 x1
                      2.0525326424e-01 x2
                      9.9984758421e-01 x3
<<<<< Best objective function  =
                      9.9064456572e-01
<<<<< Best constraint values   =
                     -8.7510240069e-02
                     -1.9345466264e-02
<<<<< Best data captured at function evaluation 322
Test Number 6 succeeded
<<<<< Function evaluation summary: 1030 total (1030 new, 0 duplicate)
<<<<< Best parameters          =
                     -4.5229303672e-02 x1
                     -1.6890680891e-01 x2
                      1.1832626589e+00 x3
<<<<< Best objective function  =
                      3.0615871485e+00
<<<<< Best constraint values   =
                      8.6499094365e-02
                      5.1144161932e-02
<<<<< Best data captured at function evaluation 485
Test Number 7 succeeded
<<<<< Function evaluation summary: 1030 total (1030 new, 0 duplicate)
<<<<< Best parameters          =
                     -4.5229303672e-02 x1
                     -1.6890680891e-01 x2
                      1.1832626589e+00 x3
<<<<< Best objective function  =
                      3.0615871485e+00
<<<<< Best constraint values   =
                      8.6499094365e-02
                      5.1144161932e-02
<<<<< Best data captured at function evaluation 485
Test Number 8 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 9 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 10 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 11 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 12 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 13 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 14 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 15 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 16 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 17 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 18 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
Test Number 19 succeeded
<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate)
<<<<< Best parameters          =
                      6.5507812500e-01 x1
                      6.5507812500e-01 x2
                      1.0000000000e+00 x3
<<<<< Best objective function  =
                      2.8308245201e-02
<<<<< Best constraint values   =
                      1.0158828735e-01
                      1.0158828735e-01
<<<<< Best data captured at function evaluation 132
dakota_dace.in
Test Number 0 succeeded
<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate)
<<<<< Best parameters          =
                      3.0625565391e-01 cdv_1
                      1.7966183297e-01 cdv_2
                      1.9281970958e-01 cdv_3
                      2.1916471235e+00 csv_1
<<<<< Best objective function  =
                      3.1254689919e+00
<<<<< Best constraint values   =
                      3.9616090681e-03
                     -1.2084945273e-01
<<<<< Best data captured at function evaluation 20
Simple Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  5.16495e-02  1.00000e+00 
       cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00 
       csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00 
      obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00 
nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00 
nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00 
Partial Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01 
       cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01 
       cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 
       csv_1  8.33463e-01  3.13943e-02  8.45201e-02 
Simple Rank Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  6.35714e-02  1.00000e+00 
       cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00 
       csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00 
      obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00 
nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00 
nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01 
       cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01 
       cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 
       csv_1  9.84183e-01 -8.66602e-02  1.95501e-01 
Test Number 1 succeeded
<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate)
<<<<< Best parameters          =
                      3.0625565391e-01 cdv_1
                      1.7966183297e-01 cdv_2
                      1.9281970958e-01 cdv_3
                      2.1916471235e+00 csv_1
<<<<< Best objective function  =
                      3.1254689919e+00
<<<<< Best constraint values   =
                      3.9616090681e-03
                     -1.2084945273e-01
<<<<< Best data captured at function evaluation 20
Simple Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  5.16495e-02  1.00000e+00 
       cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00 
       csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00 
      obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00 
nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00 
nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00 
Partial Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01 
       cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01 
       cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 
       csv_1  8.33463e-01  3.13943e-02  8.45201e-02 
Simple Rank Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  6.35714e-02  1.00000e+00 
       cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00 
       csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00 
      obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00 
nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00 
nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01 
       cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01 
       cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 
       csv_1  9.84183e-01 -8.66602e-02  1.95501e-01 
Test Number 2 succeeded
<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate)
<<<<< Best parameters          =
                      3.0625565391e-01 cdv_1
                      1.7966183297e-01 cdv_2
                      1.9281970958e-01 cdv_3
                      2.1916471235e+00 csv_1
<<<<< Best objective function  =
                      3.1254689919e+00
<<<<< Best constraint values   =
                      3.9616090681e-03
                     -1.2084945273e-01
<<<<< Best data captured at function evaluation 20
Simple Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  5.16495e-02  1.00000e+00 
       cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00 
       csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00 
      obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00 
nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00 
nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00 
Partial Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01 
       cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01 
       cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 
       csv_1  8.33463e-01  3.13943e-02  8.45201e-02 
Simple Rank Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  6.35714e-02  1.00000e+00 
       cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00 
       csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00 
      obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00 
nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00 
nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01 
       cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01 
       cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 
       csv_1  9.84183e-01 -8.66602e-02  1.95501e-01 
Test Number 3 succeeded
<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate)
<<<<< Best parameters          =
                      3.0625565391e-01 cdv_1
                      1.7966183297e-01 cdv_2
                      1.9281970958e-01 cdv_3
                      2.1916471235e+00 csv_1
<<<<< Best objective function  =
                      3.1254689919e+00
<<<<< Best constraint values   =
                      3.9616090681e-03
                     -1.2084945273e-01
<<<<< Best data captured at function evaluation 20
Simple Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  5.16495e-02  1.00000e+00 
       cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00 
       csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00 
      obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00 
nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00 
nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00 
Partial Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01 
       cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01 
       cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 
       csv_1  8.33463e-01  3.13943e-02  8.45201e-02 
Simple Rank Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  6.35714e-02  1.00000e+00 
       cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00 
       csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00 
      obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00 
nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00 
nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01 
       cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01 
       cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 
       csv_1  9.84183e-01 -8.66602e-02  1.95501e-01 
Test Number 4 succeeded
<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate)
<<<<< Best parameters          =
                      3.0625565391e-01 cdv_1
                      1.7966183297e-01 cdv_2
                      1.9281970958e-01 cdv_3
                      2.1916471235e+00 csv_1
<<<<< Best objective function  =
                      3.1254689919e+00
<<<<< Best constraint values   =
                      3.9616090681e-03
                     -1.2084945273e-01
<<<<< Best data captured at function evaluation 20
Simple Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  5.16495e-02  1.00000e+00 
       cdv_3 -2.47895e-02 -3.56150e-03  1.00000e+00 
       csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02  1.00000e+00 
      obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02  8.33132e-01  1.00000e+00 
nln_ineq_con_1  9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02  1.00000e+00 
nln_ineq_con_2 -1.82922e-01  9.50371e-01 -1.19377e-02  6.22073e-03 -1.68181e-02 -4.14859e-01  1.00000e+00 
Partial Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -1.84324e-02  9.71743e-01 -7.47542e-01 
       cdv_2 -4.85328e-02 -7.40946e-01  9.77858e-01 
       cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 
       csv_1  8.33463e-01  3.13943e-02  8.45201e-02 
Simple Rank Correlation Matrix among all inputs and outputs:
                    cdv_1        cdv_2        cdv_3        csv_1       obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1  1.00000e+00 
       cdv_2  6.35714e-02  1.00000e+00 
       cdv_3 -2.67347e-02  5.81633e-03  1.00000e+00 
       csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02  1.00000e+00 
      obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02  9.84082e-01  1.00000e+00 
nln_ineq_con_1  9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02  1.00000e+00 
nln_ineq_con_2 -2.45510e-01  9.31735e-01 -1.23469e-02  1.44898e-02  2.87755e-02 -4.73878e-01  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
                   obj_fn nln_ineq_con_1 nln_ineq_con_2 
       cdv_1 -3.10410e-03  9.82362e-01 -8.46657e-01 
       cdv_2  5.28573e-02 -8.22690e-01  9.80382e-01 
       cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 
       csv_1  9.84183e-01 -8.66602e-02  1.95501e-01 
dakota_drivers.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 1 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 2 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 3 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 4 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 5 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 6 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 7 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 8 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 9 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
Test Number 10 succeeded
<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      1.0000000000e+00 cdv_4
<<<<< Best objective function  =
                      1.2500000000e-01
<<<<< Best constraint values   =
                      2.1094237468e-15
                      2.1094237468e-15
<<<<< Best data captured at function evaluation 82
dakota_hybrid.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 405 total (405 new, 0 duplicate)
         obj_fn: 405 val (405 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
<<<<< Best parameters          (set 1) =
                      1.0527006153e+00 x1
                      1.0825664856e+00 x2
<<<<< Best objective function  (set 1) =
                      5.4188250571e-05
<<<<< Best data captured at function evaluation 12
<<<<< Best parameters          (set 2) =
                      3.5587762942e+00 x1
                      1.6449863703e+00 x2
<<<<< Best objective function  (set 2) =
                      4.3040672492e+01
<<<<< Best data captured at function evaluation 402
<<<<< Best parameters          (set 3) =
                      4.0522638270e+00 x1
                      1.1470223103e+00 x2
<<<<< Best objective function  (set 3) =
                      8.6794182534e+01
<<<<< Best data captured at function evaluation 403
<<<<< Function evaluation summary: 235 total (234 new, 1 duplicate)
         obj_fn: 235 val (234 n, 1 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
<<<<< Best parameters          =
                      1.0121224903e+00 x1
                      1.0117657044e+00 x2
<<<<< Best objective function  =
                      4.0759068116e-08
<<<<< Best data captured at function evaluation 640
<<<<< Function evaluation summary: 36 total (36 new, 0 duplicate)
         obj_fn: 13 val (13 n, 0 d), 13 grad (13 n, 0 d), 12 Hess (12 n, 0 d)
<<<<< Best parameters          =
                      1.0000934323e+00 x1
                      1.0000906824e+00 x2
<<<<< Best objective function  =
                      1.4382822838e-16
<<<<< Best data captured at function evaluation 675
<<<<< Best parameters          (set 1) =
                      1.0000934323e+00 x1
                      1.0000906824e+00 x2
<<<<< Best response functions  (set 1) =
                      1.4382822838e-16
<<<<< Best parameters          (set 2) =
                      1.0000727327e+00 x1
                      1.0000696574e+00 x2
<<<<< Best response functions  (set 2) =
                      5.1527961202e-17
<<<<< Best parameters          (set 3) =
                      9.9989470256e-01 x1
                      1.0001011503e+00 x2
<<<<< Best response functions  (set 3) =
                      2.2761478478e-16
dakota_lib_mode.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 9 total (9 new, 0 duplicate)
<<<<< Best parameters          =
                      4.9999868171e-01 x1
                      4.9999868171e-01 x2
<<<<< Best objective function  =
                      1.2500131830e-01
<<<<< Best constraint values   =
                     -6.5914342853e-07
                     -6.5914342853e-07
<<<<< Best data captured at function evaluation 9
Test Number 1 succeeded
<<<<< Function evaluation summary: 8 total (8 new, 0 duplicate)
<<<<< Best parameters          =
                      4.9988784831e-01 cdv_1
                      4.9988784831e-01 cdv_2
<<<<< Best objective function  =
                      1.2511218943e-01
<<<<< Best constraint values   =
                     -5.6063269127e-05
                     -5.6063269127e-05
<<<<< Best data captured at function evaluation 8
Test Number 2 succeeded
<<<<< Function evaluation summary: 51 total (51 new, 0 duplicate)
<<<<< Best parameters          =
                      6.0731615484e-01 x1
                      6.7978778969e-01 x2
<<<<< Best objective function  =
                      3.4291428244e-02
<<<<< Best constraint values   =
                      2.8939017086e-02
                      1.5845336159e-01
<<<<< Best data captured at function evaluation 51
Test Number 3 succeeded
<<<<< Function evaluation summary: 51 total (51 new, 0 duplicate)
<<<<< Best parameters          =
                      6.0731615484e-01 x1
                      6.7978778969e-01 x2
<<<<< Best objective function  =
                      3.4291428244e-02
<<<<< Best constraint values   =
                      2.8939017086e-02
                      1.5845336159e-01
<<<<< Best data captured at function evaluation 51
Test Number 4 succeeded
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   2.4400000000e+01   P0   P0
  -2.7200000000e+01   P1   P0
  -2.7200000000e+01   P0   P1
   2.5142857143e+01   P2   P0
   1.9748778859e-14   P1   P1
   2.5142857143e+01   P0   P2
  -1.2800000000e+01   P3   P0
  -9.4109365511e-15   P2   P1
   2.5802982791e-14   P1   P2
  -1.2800000000e+01   P0   P3
   3.6571428571e+00   P4   P0
   4.0275530571e-15   P3   P1
  -2.3670707157e-14   P2   P2
   7.8104578112e-15   P1   P3
   3.6571428571e+00   P0   P4
Coefficients of Polynomial Chaos Expansion for response_fn_2:
   1.3333333333e+00   P0   P0
   8.2798750542e-16   P1   P0
  -1.0000000000e+00   P0   P1
   2.6666666667e+00   P2   P0
   4.6723141239e-16   P1   P1
  -6.9567689974e-16   P0   P2
   8.4942063281e-16   P3   P0
   3.7191113481e-16   P2   P1
   6.6948679548e-16   P1   P2
   5.8541564114e-16   P0   P3
  -5.9280691228e-17   P4   P0
  -7.2002193986e-16   P3   P1
  -1.6063301579e-15   P2   P2
   3.7929163475e-17   P1   P3
  -4.8338713000e-16   P0   P4
Coefficients of Polynomial Chaos Expansion for response_fn_3:
   1.3333333333e+00   P0   P0
  -1.0000000000e+00   P1   P0
   3.7874639760e-16   P0   P1
  -5.4416270436e-16   P2   P0
   1.0789091509e-15   P1   P1
   2.6666666667e+00   P0   P2
  -1.3057324527e-16   P3   P0
  -6.9317566109e-16   P2   P1
   6.8613149481e-16   P1   P2
  -2.2589628213e-16   P0   P3
  -6.6845343851e-16   P4   P0
   1.2499701819e-15   P3   P1
  -8.1948220243e-16   P2   P2
   2.0108606728e-16   P1   P3
  -7.5960834714e-17   P0   P4
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
 response_fn_1  2.4400000000e+01  2.8211266465e+01
 response_fn_2  1.3333333333e+00  1.3249737943e+00
 response_fn_3  1.3333333333e+00  1.3249737943e+00
Test Number 5 succeeded
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   2.4400000000e+01   P0   P0
  -2.7200000000e+01   P1   P0
  -2.7200000000e+01   P0   P1
   2.5142857143e+01   P2   P0
   8.4720956249e-14   P1   P1
   2.5142857143e+01   P0   P2
  -1.2800000000e+01   P3   P0
   1.5128696592e-15   P2   P1
  -8.3208660345e-14   P1   P2
  -1.2800000000e+01   P0   P3
   3.6571428571e+00   P4   P0
  -6.2952416042e-15   P3   P1
  -4.6207748484e-14   P2   P2
   5.9841972106e-14   P1   P3
   3.6571428571e+00   P0   P4
Coefficients of Polynomial Chaos Expansion for response_fn_2:
   1.3333333333e+00   P0   P0
   9.7095416697e-16   P1   P0
  -1.0000000000e+00   P0   P1
   2.6666666667e+00   P2   P0
  -7.9821838141e-15   P1   P1
   8.3540715724e-17   P0   P2
   1.7963399535e-16   P3   P0
   3.1451763968e-15   P2   P1
   5.2428220949e-15   P1   P2
  -2.3828761258e-15   P0   P3
   1.5592166124e-16   P4   P0
  -1.9256033142e-15   P3   P1
  -5.2444377114e-15   P2   P2
  -6.7313804393e-15   P1   P3
   1.1633328191e-15   P0   P4
Coefficients of Polynomial Chaos Expansion for response_fn_3:
   1.3333333333e+00   P0   P0
  -1.0000000000e+00   P1   P0
   7.8574248280e-16   P0   P1
  -1.7978813607e-15   P2   P0
  -4.7301830009e-15   P1   P1
   2.6666666667e+00   P0   P2
   1.0778039721e-15   P3   P0
   2.4783193760e-15   P2   P1
   3.5938699844e-15   P1   P2
  -6.8236907238e-16   P0   P3
   7.3374899405e-17   P4   P0
  -1.0877807184e-15   P3   P1
  -4.4294237427e-15   P2   P2
  -3.0711923254e-15   P1   P3
   3.2718735537e-16   P0   P4
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
 response_fn_1  2.4400000000e+01  2.8211266465e+01
 response_fn_2  1.3333333333e+00  1.3249737943e+00
 response_fn_3  1.3333333333e+00  1.3249737943e+00
Test Number 6 succeeded
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   2.4400000000e+01   P0   P0
  -2.7200000000e+01   P1   P0
  -2.7200000000e+01   P0   P1
   2.5142857143e+01   P2   P0
   9.5614743803e-16   P1   P1
   2.5142857143e+01   P0   P2
  -1.2800000000e+01   P3   P0
  -1.2967461206e-14   P2   P1
  -2.2825421491e-14   P1   P2
  -1.2800000000e+01   P0   P3
   3.6571428571e+00   P4   P0
   1.3522303440e-14   P3   P1
   8.3004501543e-17   P2   P2
  -1.2712752760e-14   P1   P3
   3.6571428571e+00   P0   P4
Coefficients of Polynomial Chaos Expansion for response_fn_2:
   1.3333333333e+00   P0   P0
   1.8744255220e-17   P1   P0
  -1.0000000000e+00   P0   P1
   2.6666666667e+00   P2   P0
  -2.5895659780e-16   P1   P1
   1.5369216703e-16   P0   P2
  -6.5347457055e-16   P3   P0
  -1.4265861340e-15   P2   P1
  -2.5028802776e-16   P1   P2
   7.1716267008e-16   P0   P3
  -7.1707613732e-17   P4   P0
   7.2105536698e-16   P3   P1
   8.8659183211e-16   P2   P2
   3.3384329728e-18   P1   P3
   9.2581055882e-17   P0   P4
Coefficients of Polynomial Chaos Expansion for response_fn_3:
   1.3333333333e+00   P0   P0
  -1.0000000000e+00   P1   P0
  -3.0584577231e-16   P0   P1
   4.2503503706e-16   P2   P0
  -1.1155053444e-15   P1   P1
   2.6666666667e+00   P0   P2
  -3.1521412732e-16   P3   P0
  -1.3397504563e-15   P2   P1
  -1.6826975228e-16   P1   P2
  -5.3435649928e-16   P0   P3
  -3.8023986139e-16   P4   P0
  -7.7806904716e-16   P3   P1
   3.3409311871e-16   P2   P2
  -2.5973008528e-15   P1   P3
   6.1720703921e-16   P0   P4
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
 response_fn_1  2.4400000000e+01  2.8211266465e+01
 response_fn_2  1.3333333333e+00  1.3249737943e+00
 response_fn_3  1.3333333333e+00  1.3249737943e+00
Test Number 7 succeeded
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   2.4400000000e+01   P0   P0
  -2.7200000000e+01   P1   P0
  -2.7200000000e+01   P0   P1
   2.5142857143e+01   P2   P0
   2.9395296813e-14   P1   P1
   2.5142857143e+01   P0   P2
  -1.2800000000e+01   P3   P0
  -2.8489542805e-14   P2   P1
   6.6871234535e-15   P1   P2
  -1.2800000000e+01   P0   P3
   3.6571428571e+00   P4   P0
   1.0816535790e-14   P3   P1
  -3.6015212665e-14   P2   P2
  -1.0765096469e-14   P1   P3
   3.6571428571e+00   P0   P4
Coefficients of Polynomial Chaos Expansion for response_fn_2:
   1.3333333333e+00   P0   P0
  -6.0310136886e-16   P1   P0
  -1.0000000000e+00   P0   P1
   2.6666666667e+00   P2   P0
  -5.9990401659e-16   P1   P1
  -7.2930596784e-16   P0   P2
  -1.0621491414e-15   P3   P0
  -4.7482571341e-16   P2   P1
  -1.9106067010e-15   P1   P2
  -4.4900253151e-16   P0   P3
   2.5068705287e-16   P4   P0
  -7.2110238600e-16   P3   P1
  -2.1265263760e-15   P2   P2
  -8.9278877588e-16   P1   P3
   5.2989217730e-16   P0   P4
Coefficients of Polynomial Chaos Expansion for response_fn_3:
   1.3333333333e+00   P0   P0
  -1.0000000000e+00   P1   P0
   0.0000000000e+00   P0   P1
   3.9789532661e-16   P2   P0
   1.9121940529e-15   P1   P1
   2.6666666667e+00   P0   P2
   2.5258424704e-16   P3   P0
   1.8465444411e-16   P2   P1
   1.2472015965e-15   P1   P2
  -7.6165769321e-16   P0   P3
  -2.3381388585e-16   P4   P0
   1.8027559650e-16   P3   P1
   1.0293292565e-15   P2   P2
   5.3083284445e-16   P1   P3
  -3.0279552989e-16   P0   P4
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
 response_fn_1  2.4400000000e+01  2.8211266465e+01
 response_fn_2  1.3333333333e+00  1.3249737943e+00
 response_fn_3  1.3333333333e+00  1.3249737943e+00
dakota_lib_split.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 56 total (56 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0003666224e+00 x1
                      1.0003666224e+00 x2
                      1.0003666224e+00 x3
<<<<< Best objective function  =
                      5.4199752248e-14
<<<<< Best data captured at function evaluation 55
<<<<< Function evaluation summary: 24 total (24 new, 0 duplicate)
<<<<< Best parameters          =
                      4.9988658610e-01 x1
                      4.9988658610e-01 x2
<<<<< Best objective function  =
                      1.2511345250e-01
<<<<< Best constraint values   =
                     -5.6694089465e-05
                     -5.6694089465e-05
<<<<< Best data captured at function evaluation 22
Test Number 1 succeeded
<<<<< Function evaluation summary: 56 total (56 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0003666224e+00 x1
                      1.0003666224e+00 x2
                      1.0003666224e+00 x3
<<<<< Best objective function  =
                      5.4199752248e-14
<<<<< Best data captured at function evaluation 55
<<<<< Function evaluation summary: 24 total (24 new, 0 duplicate)
<<<<< Best parameters          =
                      4.9988658610e-01 x1
                      4.9988658610e-01 x2
<<<<< Best objective function  =
                      1.2511345250e-01
<<<<< Best constraint values   =
                     -5.6694089465e-05
                     -5.6694089465e-05
<<<<< Best data captured at function evaluation 22
dakota_multistart.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate)
<<<<< Best parameters          =
                     -8.5437286655e-01 x1
                     -8.5437286655e-01 x2
<<<<< Best objective function  =
                      5.5840969194e-01
<<<<< Best data captured at function evaluation 17
<<<<< Function evaluation summary: 27 total (26 new, 1 duplicate)
<<<<< Best parameters          =
                      1.7709282174e-01 x1
                      1.7709282174e-01 x2
<<<<< Best objective function  =
                      6.0247194598e-02
<<<<< Best data captured at function evaluation 44
<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate)
<<<<< Best parameters          =
                      1.7709283115e-01 x1
                     -7.0241174878e-01 x2
<<<<< Best objective function  =
                      3.0302333980e-01
<<<<< Best data captured at function evaluation 61
<<<<< Results summary:
   set_id             x1             x2            x1*            x2*         obj_fn 
        1           -0.8           -0.8  -0.8543728666  -0.8543728666   0.5584096919 
        2           -0.8            0.8  -0.9998398719    0.177092822    0.291406596 
        3            0.8           -0.8    0.177092822  -0.9998398719    0.291406596 
        4            0.8            0.8   0.1770928217   0.1770928217   0.0602471946 
        5              0              0  0.03572926375  0.03572926375  0.08730499239 
        6  -0.5356872085    -0.18209903  -0.5509956192  -0.1074790789   0.3261816536 
        7   0.1419702143  -0.7143527167   0.1770928312  -0.7024117488   0.3030233398 
        8   0.5240928925   0.7939232343  0.03572923987    0.177092822  0.07377609349 
Test Number 1 succeeded
<<<<< Results summary:
   set_id             x1             x2            x1*            x2*             f1 
        1           -0.8           -0.8  -0.8543728666  -0.8543728666   0.5584096919 
        2           -0.8            0.8  -0.9998398719    0.177092822    0.291406596 
        3            0.8           -0.8    0.177092822  -0.9998398719    0.291406596 
        4            0.8            0.8   0.1770928217   0.1770928217   0.0602471946 
        5              0              0  0.03572926375  0.03572926375  0.08730499239 
        6  -0.5356872085    -0.18209903  -0.5509956192  -0.1074790789   0.3261816536 
        7   0.1419702143  -0.7143527167   0.1770928312  -0.7024117488   0.3030233398 
        8   0.5240928925   0.7939232343  0.03572923987    0.177092822  0.07377609349 
Test Number 2 succeeded
<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate)
<<<<< Best parameters          =
                     -8.5437286655e-01 x1
                     -8.5437286655e-01 x2
<<<<< Best objective function  =
                      5.5840969194e-01
<<<<< Best data captured at function evaluation 17
<<<<< Function evaluation summary: 27 total (26 new, 1 duplicate)
<<<<< Best parameters          =
                      1.7709282174e-01 x1
                      1.7709282174e-01 x2
<<<<< Best objective function  =
                      6.0247194598e-02
<<<<< Best data captured at function evaluation 44
<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate)
<<<<< Best parameters          =
                      1.7709283115e-01 x1
                     -7.0241174878e-01 x2
<<<<< Best objective function  =
                      3.0302333980e-01
<<<<< Best data captured at function evaluation 61
<<<<< Results summary:
   set_id             x1             x2            x1*            x2*         obj_fn 
        1           -0.8           -0.8  -0.8543728666  -0.8543728666   0.5584096919 
        2           -0.8            0.8  -0.9998398719    0.177092822    0.291406596 
        3            0.8           -0.8    0.177092822  -0.9998398719    0.291406596 
        4            0.8            0.8   0.1770928217   0.1770928217   0.0602471946 
        5              0              0  0.03572926375  0.03572926375  0.08730499239 
        6  -0.5356872085    -0.18209903  -0.5509956192  -0.1074790789   0.3261816536 
        7   0.1419702143  -0.7143527167   0.1770928312  -0.7024117488   0.3030233398 
        8   0.5240928925   0.7939232343  0.03572923987    0.177092822  0.07377609349 
Test Number 3 succeeded
<<<<< Results summary:
   set_id             x1             x2            x1*            x2*             f1 
        1           -0.8           -0.8  -0.8543728666  -0.8543728666   0.5584096919 
        2           -0.8            0.8  -0.9998398719    0.177092822    0.291406596 
        3            0.8           -0.8    0.177092822  -0.9998398719    0.291406596 
        4            0.8            0.8   0.1770928217   0.1770928217   0.0602471946 
        5              0              0  0.03572926375  0.03572926375  0.08730499239 
        6  -0.5356872085    -0.18209903  -0.5509956192  -0.1074790789   0.3261816536 
        7   0.1419702143  -0.7143527167   0.1770928312  -0.7024117488   0.3030233398 
        8   0.5240928925   0.7939232343  0.03572923987    0.177092822  0.07377609349 
dakota_multistart_ie.in
Test Number 0 succeeded
<<<<< Results summary:
   set_id          cdv_1         cdv_1*             f1 
        1             -1          -0.91    13.30863361 
        2           -0.5          -0.41     3.95254161 
        3            0.5           0.59     0.02825761 
        4              1              1              0 
Test Number 1 succeeded
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
<<<<< Best parameters          =
                     -9.1000000000e-01 cdv_1
<<<<< Best objective function  =
                      1.3308633610e+01
<<<<< Best data captured at function evaluation 10
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
<<<<< Best parameters          =
                      5.9000000000e-01 cdv_1
<<<<< Best objective function  =
                      2.8257610000e-02
<<<<< Best data captured at function evaluation 20
<<<<< Results summary:
   set_id          cdv_1         cdv_1*         obj_fn 
        1             -1          -0.91    13.30863361 
        2           -0.5          -0.41     3.95254161 
        3            0.5           0.59     0.02825761 
        4              1              1              0 
Test Number 2 succeeded
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
<<<<< Best parameters          =
                     -9.1000000000e-01 cdv_1
<<<<< Best objective function  =
                      1.3308633610e+01
<<<<< Best data captured at function evaluation 10
<<<<< Results summary:
   set_id          cdv_1         cdv_1*         obj_fn 
        1             -1          -0.91    13.30863361 
        2           -0.5          -0.41     3.95254161 
        3            0.5           0.59     0.02825761 
        4              1              1              0 
Test Number 3 succeeded
<<<<< Results summary:
   set_id          cdv_1         cdv_1*             f1 
        1             -1          -0.91    13.30863361 
        2           -0.5          -0.41     3.95254161 
        3            0.5           0.59     0.02825761 
        4              1              1              0 
Test Number 4 succeeded
<<<<< Results summary:
   set_id          cdv_1         cdv_1*             f1 
        1             -1          -0.91    13.30863361 
        2           -0.5          -0.41     3.95254161 
        3            0.5           0.59     0.02825761 
        4              1              1              0 
Test Number 5 succeeded
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
<<<<< Best parameters          =
                     -9.1000000000e-01 cdv_1
<<<<< Best objective function  =
                      1.3308633610e+01
<<<<< Best data captured at function evaluation 10
<<<<< Results summary:
   set_id          cdv_1         cdv_1*         obj_fn 
        1             -1          -0.91    13.30863361 
        2           -0.5          -0.41     3.95254161 
        3            0.5           0.59     0.02825761 
        4              1              1              0 
Test Number 6 succeeded
<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate)
<<<<< Best parameters          =
                     -9.1000000000e-01 cdv_1
<<<<< Best objective function  =
                      1.3308633610e+01
<<<<< Best data captured at function evaluation 10
<<<<< Results summary:
   set_id          cdv_1         cdv_1*         obj_fn 
        1             -1          -0.91    13.30863361 
        2           -0.5          -0.41     3.95254161 
        3            0.5           0.59     0.02825761 
        4              1              1              0 
Test Number 7 succeeded
<<<<< Results summary:
   set_id          cdv_1         cdv_1*             f1 
        1             -1          -0.91    13.30863361 
        2           -0.5          -0.41     3.95254161 
        3            0.5           0.59     0.02825761 
        4              1              1              0 
Test Number 8 succeeded
<<<<< Results summary:
   set_id          cdv_1         cdv_1*             f1 
        1             -1          -0.98    15.36953616 
        2           -0.5          -0.48     4.79785216 
        3            0.5           0.52     0.05308416 
        4              1              1              0 
Test Number 9 succeeded
<<<<< Function evaluation summary: 3 total (3 new, 0 duplicate)
<<<<< Best parameters          =
                     -9.8000000000e-01 cdv_1
<<<<< Best objective function  =
                      1.5369536160e+01
<<<<< Best data captured at function evaluation 3
<<<<< Function evaluation summary: 3 total (3 new, 0 duplicate)
<<<<< Best parameters          =
                      5.2000000000e-01 cdv_1
<<<<< Best objective function  =
                      5.3084160000e-02
<<<<< Best data captured at function evaluation 6
<<<<< Results summary:
   set_id          cdv_1         cdv_1*         obj_fn 
        1             -1          -0.98    15.36953616 
        2           -0.5          -0.48     4.79785216 
        3            0.5           0.52     0.05308416 
        4              1              1              0 
dakota_pareto_pcbdo_short_column.in
Test Number 0 succeeded
<<<<< Function evaluation summary (UQ_I): 62 total (62 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e+00 b
                      1.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Function evaluation summary (UQ_I): 155 total (124 new, 31 duplicate)
<<<<< Best parameters          =
                      1.5000000000e+01 b
                      2.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Results summary:
   set_id             w1             w2              b              h       obj_fn_1       obj_fn_2 
        1              1              0              5             15              0              0 
        2            0.8            0.2              5             15              0              0 
        3            0.6            0.4             15             25              0              0 
        4            0.4            0.6             15             25              0              0 
        5            0.2            0.8             15             25              0              0 
        6              0              1             15             25              0              0 
Test Number 1 succeeded
<<<<< Function evaluation summary (UQ_I): 186 total (186 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e+00 b
                      1.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Function evaluation summary (UQ_I): 372 total (186 new, 186 duplicate)
<<<<< Best parameters          =
                      5.0000000000e+00 b
                      1.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Function evaluation summary (UQ_I): 930 total (651 new, 279 duplicate)
<<<<< Best parameters          =
                      1.5000000000e+01 b
                      2.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Function evaluation summary (UQ_I): 1209 total (744 new, 465 duplicate)
<<<<< Best parameters          =
                      1.5000000000e+01 b
                      2.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Function evaluation summary (UQ_I): 1395 total (744 new, 651 duplicate)
<<<<< Best parameters          =
                      1.5000000000e+01 b
                      2.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Function evaluation summary (UQ_I): 1581 total (744 new, 837 duplicate)
<<<<< Best parameters          =
                      1.5000000000e+01 b
                      2.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Results summary:
   set_id             w1             w2              b              h       obj_fn_1       obj_fn_2 
        1              1              0              5             15              0              0 
        2            0.8            0.2              5             15              0              0 
        3            0.6            0.4             15             25              0              0 
        4            0.4            0.6             15             25              0              0 
        5            0.2            0.8             15             25              0              0 
        6              0              1             15             25              0              0 
Test Number 2 succeeded
<<<<< Function evaluation summary (UQ_I): 186 total (186 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e+00 b
                      1.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Function evaluation summary (UQ_I): 465 total (372 new, 93 duplicate)
<<<<< Best parameters          =
                      1.5000000000e+01 b
                      2.5000000000e+01 h
<<<<< Best objective functions =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data not found in evaluation cache
<<<<< Results summary:
   set_id             w1             w2              b              h       obj_fn_1       obj_fn_2 
        1              1              0              5             15              0              0 
        2            0.8            0.2              5             15              0              0 
        3            0.6            0.4             15             25              0              0 
        4            0.4            0.6             15             25              0              0 
        5            0.2            0.8             15             25              0              0 
        6              0              1             15             25              0              0 
dakota_repartition.in
Test Number 0 succeeded
<<<<< Function evaluation summary (I1): 9 total (9 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      5.0000000000e-01 cdv_3
                      5.0000000000e-01 cdv_4
<<<<< Best objective function  =
                      2.5000000000e-01
<<<<< Best constraint values   =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data captured at function evaluation 6
<<<<< Function evaluation summary (I2): 41 total (41 new, 0 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 cdv_1
                      5.0000000000e-01 cdv_2
                      1.0000000000e+00 cdv_3
                      5.0000000000e-01 cdv_4
<<<<< Best objective function  =
                      1.8750000000e-01
<<<<< Best constraint values   =
                      0.0000000000e+00
                      0.0000000000e+00
<<<<< Best data captured at function evaluation 31
dakota_rosenbrock_queso.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0083424479e+00
                      1.0161070118e+00
<<<<< Best log posterior       =
                     -1.3864058806e+00
Test Number 1 succeeded
<<<<< Function evaluation summary: 14 total (14 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0083421977e+00
                      1.0161065159e+00
<<<<< Best log posterior       =
                     -1.3864058754e+00
Test Number 2 succeeded
<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0067356454e+00
                      1.0143041147e+00
<<<<< Best log posterior       =
                     -1.3864017386e+00
Test Number 3 succeeded
<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0083423669e+00
                      1.0161068513e+00
<<<<< Best log posterior       =
                     -2.7727002401e+00
Test Number 4 succeeded
<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0067356454e+00
                      1.0143041147e+00
<<<<< Best log posterior       =
                     -2.7726960997e+00
Test Number 5 succeeded
<<<<< Function evaluation summary: 75 total (75 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0021564406e+00
                      1.0055015896e+00
<<<<< Best log posterior       =
                     -2.7727335719e+00
Test Number 6 succeeded
<<<<< Function evaluation summary: 63 total (63 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0085862604e+00
                      1.0186123092e+00
<<<<< Best log posterior       =
                     -1.3865546982e+00
Test Number 7 succeeded
<<<<< Function evaluation summary: 21 total (21 new, 0 duplicate)
<<<<< Best parameters          =
                      5.4407433277e-01
                      2.9242765088e-01
<<<<< Best log posterior       =
                     -2.2377989420e+00
Test Number 8 succeeded
<<<<< Function evaluation summary: 75 total (74 new, 1 duplicate)
<<<<< Best parameters          =
                      5.6602397267e-01
                      3.1944254475e-01
<<<<< Best log posterior       =
                     -2.2375140687e+00
Test Number 9 succeeded
<<<<< Function evaluation summary: 3279 total (3229 new, 50 duplicate)
<<<<< Best parameters          =
                      1.0083422497e+00
                      1.0161066189e+00
<<<<< Best log posterior       =
                     -2.7727002376e+00
Test Number 10 succeeded
<<<<< Function evaluation summary: 3411 total (3361 new, 50 duplicate)
<<<<< Best parameters          =
                      5.4407433277e-01
                      2.9242765088e-01
<<<<< Best log posterior       =
                     -2.2377989420e+00
Test Number 11 succeeded
<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0083423155e+00
                      1.0161067493e+00
<<<<< Best log posterior       =
                     -1.3864058778e+00
Test Number 12 succeeded
<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0067356454e+00
                      1.0143041147e+00
<<<<< Best log posterior       =
                     -1.3864017386e+00
Test Number 13 succeeded
<<<<< Function evaluation summary: 3279 total (3229 new, 50 duplicate)
<<<<< Best parameters          =
                      1.0083422798e+00
                      1.0161066787e+00
<<<<< Best log posterior       =
                     -1.3864058771e+00
Test Number 14 succeeded
<<<<< Function evaluation summary: 75 total (75 new, 0 duplicate)
<<<<< Best parameters          =
                      9.9654995530e-01
                      9.9382763765e-01
<<<<< Best log posterior       =
                     -1.3863259327e+00
Test Number 15 succeeded
<<<<< Function evaluation summary: 3598 total (3549 new, 49 duplicate)
<<<<< Best parameters          =
                      1.0119248730e+00
                      1.0230717439e+00
<<<<< Best log posterior       =
                     -2.7727021624e+00
dakota_sbo_hierarchical.in
Test Number 0 succeeded
<<<<< Function evaluation summary (LOFI_FN): 82 total (73 new, 9 duplicate)
<<<<< Function evaluation summary (HIFI_FN): 23 total (23 new, 0 duplicate)
<<<<< Best parameters          =
                      1.0000000128e+00 x1
                      1.0000000224e+00 x2
<<<<< Best objective function  =
                      1.1816927162e-15
<<<<< Best data captured at function evaluation 21
dakota_sbo_textbook.in
Test Number 0 succeeded
<<<<< Function evaluation summary (APPROX_INTERFACE): 176 total (176 new, 0 duplicate)
<<<<< Function evaluation summary (TRUE_FN): 69 total (65 new, 4 duplicate)
<<<<< Best parameters          =
                      5.0000000000e-01 x1
                      5.0000008514e-01 x2
<<<<< Best objective function  =
                      1.2499995743e-01
<<<<< Best constraint values   =
                     -4.2567859460e-08
                      8.5135726191e-08
<<<<< Best data captured at function evaluation 64
dakota_sbuq_hierarchical.in
Test Number 0 succeeded
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   3.6360000000e+01  He0  He0
  -4.0000000000e-01  He1  He0
   4.0000000000e+01  He2  He0
  -4.0000000000e+01  He0  He1
  -1.5043521984e-14  He0  He2
   1.3692750637e-14  He3  He0
  -1.3692750637e-14  He4  He0
   5.0922229396e-15  He5  He0
   2.9605947323e-16  He6  He0
   2.0865143828e-16  He7  He0
   1.0169642906e-13  He1  He1
  -9.3258734069e-15  He2  He1
  -5.0626169923e-14  He1  He2
  -3.0198066270e-14  He2  He2
  -2.2944609176e-15  He0  He3
  -2.4980018054e-15  He0  He4
  -1.3470706032e-15  He0  He5
  -2.2204460493e-16  He0  He6
   8.0358999878e-17  He0  He7
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    3.6360000000e+01  6.9283186994e+01
  integration:  3.6360000000e+01  6.9283186994e+01  1.5396392053e+00  5.3335110933e+00
response_fn_1 Sobol' indices:
                                  Main             Total
                      6.6667777741e-01  6.6667777741e-01 x1
                      3.3332222259e-01  3.3332222259e-01 x2
                      4.0185782349e-30 x1 x2 
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   3.6564000000e+02  He0  He0
  -1.6000000000e+00  He1  He0
   5.6100000000e+02  He2  He0
   7.6309618346e-14  He3  He0
   1.0000000000e+02  He4  He0
   9.3669285291e-15  He5  He0
   6.0571146864e-14  He6  He0
  -2.4940697655e-15  He7  He0
  -1.6000000000e+02  He0  He1
  -1.9203822560e-14  He1  He1
  -2.0000000000e+02  He2  He1
   1.0836239313e-15  He3  He1
   1.3919421171e-14  He4  He1
   2.9013828377e-15  He5  He1
  -4.5747356520e-15  He6  He1
  -2.3442447278e-16  He7  He1
   1.0000000000e+02  He0  He2
  -1.5422559063e-14  He1  He2
   2.5710336637e-14  He2  He2
   2.6737871176e-15  He3  He2
  -3.4347524824e-15  He4  He2
   7.7438055968e-16  He5  He2
   1.6678016992e-15  He6  He2
   2.3587833626e-16  He7  He2
   1.0851598844e-14  He0  He3
   3.4590386111e-15  He1  He3
   3.5874081483e-14  He2  He3
  -1.9116508145e-14  He0  He4
  -1.8989439650e-15  He1  He4
  -7.7276148443e-15  He2  He4
  -1.3933588080e-15  He0  He5
  -3.0161058836e-16  He1  He5
  -2.6784130469e-15  He2  He5
   8.3180376167e-15  He0  He6
   2.6059401550e-16  He1  He6
   2.9457917587e-15  He2  He6
  -5.7435317525e-16  He0  He7
   5.2880980018e-16  He1  He7
  -6.9142222811e-16  He2  He7
   5.3643156936e-15  He8  He0
   7.5189707488e-17  He9  He0
  -1.1679467896e-16 He10  He0
   1.8729072592e-17 He11  He0
  -4.2835348508e-18 He12  He0
  -2.2107059296e-18 He13  He0
   1.1984950600e-18 He14  He0
  -3.5465457731e-15  He3  He3
   1.7270135939e-16  He4  He3
   4.3915488530e-16  He5  He3
  -9.3752166524e-17  He6  He3
   9.8686491078e-18  He7  He3
   7.8486599935e-16  He3  He4
   4.8726454970e-16  He4  He4
  -4.6876083262e-16  He5  He4
  -8.5939485980e-17  He6  He4
  -4.2529178298e-17  He7  He4
  -1.0954200510e-15  He3  He5
  -5.3167347068e-16  He4  He5
   3.4540271877e-17  He5  He5
   6.2830399320e-17  He6  He5
   6.8610608083e-18  He7  He5
  -1.1842378929e-16  He3  He6
   5.4812121919e-16  He4  He6
   3.7171911639e-17  He5  He6
  -1.3925760408e-17  He6  He6
   9.7120038838e-19  He7  He6
   1.2829243840e-16  He3  He7
   3.7829821580e-17  He4  He7
  -2.6316397621e-18  He5  He7
  -1.1685733705e-17  He6  He7
   9.4882249925e-19  He7  He7
   4.7658085591e-16  He0  He8
   6.4420348342e-18  He0  He9
   5.9916798154e-18  He0 He10
   6.1234042083e-19  He0 He11
  -4.7468249677e-20  He0 He12
  -5.2142046568e-20  He0 He13
  -3.7244318977e-20  He0 He14
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    3.6564000000e+02  9.9751920282e+02
  integration:  3.6564000000e+02  9.9751920282e+02  9.8241052697e+00  1.9484765973e+02
response_fn_1 Sobol' indices:
                                  Main             Total
                      8.7377449709e-01  9.5417290659e-01 x1
                      4.5827093412e-02  1.2622550291e-01 x2
                      8.0398409494e-02 x1 x2 
<<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate)
<<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate)
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   4.0200000000e+02  He0  He0
  -2.0000000000e+00  He1  He0
   6.0100000000e+02  He2  He0
   9.0002368984e-14  He3  He0
   1.0000000000e+02  He4  He0
   1.4459151469e-14  He5  He0
   6.0867206337e-14  He6  He0
  -2.2854183272e-15  He7  He0
  -2.0000000000e+02  He0  He1
   8.2492606496e-14  He1  He1
  -2.0000000000e+02  He2  He1
   1.0836239313e-15  He3  He1
   1.3919421171e-14  He4  He1
   2.9013828377e-15  He5  He1
  -4.5747356520e-15  He6  He1
  -2.3442447278e-16  He7  He1
   1.0000000000e+02  He0  He2
  -6.6048728986e-14  He1  He2
  -4.4877296324e-15  He2  He2
   2.6737871176e-15  He3  He2
  -3.4347524824e-15  He4  He2
   7.7438055968e-16  He5  He2
   1.6678016992e-15  He6  He2
   2.3587833626e-16  He7  He2
   8.5571379265e-15  He0  He3
   3.4590386111e-15  He1  He3
   3.5874081483e-14  He2  He3
  -2.1614509950e-14  He0  He4
  -1.8989439650e-15  He1  He4
  -7.7276148443e-15  He2  He4
  -2.7404294112e-15  He0  He5
  -3.0161058836e-16  He1  He5
  -2.6784130469e-15  He2  He5
   8.0959930118e-15  He0  He6
   2.6059401550e-16  He1  He6
   2.9457917587e-15  He2  He6
  -4.9399417537e-16  He0  He7
   5.2880980018e-16  He1  He7
  -6.9142222811e-16  He2  He7
   5.3643156936e-15  He8  He0
   7.5189707488e-17  He9  He0
  -1.1679467896e-16 He10  He0
   1.8729072592e-17 He11  He0
  -4.2835348508e-18 He12  He0
  -2.2107059296e-18 He13  He0
   1.1984950600e-18 He14  He0
  -3.5465457731e-15  He3  He3
   1.7270135939e-16  He4  He3
   4.3915488530e-16  He5  He3
  -9.3752166524e-17  He6  He3
   9.8686491078e-18  He7  He3
   7.8486599935e-16  He3  He4
   4.8726454970e-16  He4  He4
  -4.6876083262e-16  He5  He4
  -8.5939485980e-17  He6  He4
  -4.2529178298e-17  He7  He4
  -1.0954200510e-15  He3  He5
  -5.3167347068e-16  He4  He5
   3.4540271877e-17  He5  He5
   6.2830399320e-17  He6  He5
   6.8610608083e-18  He7  He5
  -1.1842378929e-16  He3  He6
   5.4812121919e-16  He4  He6
   3.7171911639e-17  He5  He6
  -1.3925760408e-17  He6  He6
   9.7120038838e-19  He7  He6
   1.2829243840e-16  He3  He7
   3.7829821580e-17  He4  He7
  -2.6316397621e-18  He5  He7
  -1.1685733705e-17  He6  He7
   9.4882249925e-19  He7  He7
   4.7658085591e-16  He0  He8
   6.4420348342e-18  He0  He9
   5.9916798154e-18  He0 He10
   6.1234042083e-19  He0 He11
  -4.7468249677e-20  He0 He12
  -5.2142046568e-20  He0 He13
  -3.7244318977e-20  He0 He14
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    4.0200000000e+02  1.0499552371e+03
  integration:  4.0200000000e+02  1.0499552371e+03  9.2965272463e+00  1.7506447751e+02
response_fn_1 Sobol' indices:
                                  Main             Total
                      8.7300504533e-01  9.4557359085e-01 x1
                      5.4426409145e-02  1.2699495467e-01 x2
                      7.2568545527e-02 x1 x2 
Test Number 1 succeeded
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   3.6360000000e+01  He0  He0
  -4.0000000000e-01  He1  He0
   4.0000000000e+01  He2  He0
  -4.0000000000e+01  He0  He1
  -1.5043521984e-14  He0  He2
   1.3692750637e-14  He3  He0
  -1.3692750637e-14  He4  He0
   5.0922229396e-15  He5  He0
   2.9605947323e-16  He6  He0
   2.0865143828e-16  He7  He0
   1.0169642906e-13  He1  He1
  -9.3258734069e-15  He2  He1
  -5.0626169923e-14  He1  He2
  -3.0198066270e-14  He2  He2
  -2.2944609176e-15  He0  He3
  -2.4980018054e-15  He0  He4
  -1.3470706032e-15  He0  He5
  -2.2204460493e-16  He0  He6
   8.0358999878e-17  He0  He7
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    3.6360000000e+01  6.9283186994e+01
  integration:  3.6360000000e+01  6.9283186994e+01  1.5396392053e+00  5.3335110933e+00
response_fn_1 Sobol' indices:
                                  Main             Total
                      6.6667777741e-01  6.6667777741e-01 x1
                      3.3332222259e-01  3.3332222259e-01 x2
                      4.0185782349e-30 x1 x2 
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   3.6564000000e+02  He0  He0
  -1.6000000000e+00  He1  He0
   5.6100000000e+02  He2  He0
   7.6309618346e-14  He3  He0
   1.0000000000e+02  He4  He0
   9.3669285291e-15  He5  He0
   6.0571146864e-14  He6  He0
  -2.4940697655e-15  He7  He0
  -1.6000000000e+02  He0  He1
  -1.9203822560e-14  He1  He1
  -2.0000000000e+02  He2  He1
   1.0836239313e-15  He3  He1
   1.3919421171e-14  He4  He1
   2.9013828377e-15  He5  He1
  -4.5747356520e-15  He6  He1
  -2.3442447278e-16  He7  He1
   1.0000000000e+02  He0  He2
  -1.5422559063e-14  He1  He2
   2.5710336637e-14  He2  He2
   2.6737871176e-15  He3  He2
  -3.4347524824e-15  He4  He2
   7.7438055968e-16  He5  He2
   1.6678016992e-15  He6  He2
   2.3587833626e-16  He7  He2
   1.0851598844e-14  He0  He3
   3.4590386111e-15  He1  He3
   3.5874081483e-14  He2  He3
  -1.9116508145e-14  He0  He4
  -1.8989439650e-15  He1  He4
  -7.7276148443e-15  He2  He4
  -1.3933588080e-15  He0  He5
  -3.0161058836e-16  He1  He5
  -2.6784130469e-15  He2  He5
   8.3180376167e-15  He0  He6
   2.6059401550e-16  He1  He6
   2.9457917587e-15  He2  He6
  -5.7435317525e-16  He0  He7
   5.2880980018e-16  He1  He7
  -6.9142222811e-16  He2  He7
   5.3643156936e-15  He8  He0
   7.5189707488e-17  He9  He0
  -1.1679467896e-16 He10  He0
   1.8729072592e-17 He11  He0
  -4.2835348508e-18 He12  He0
  -2.2107059296e-18 He13  He0
   1.1984950600e-18 He14  He0
  -3.5465457731e-15  He3  He3
   1.7270135939e-16  He4  He3
   4.3915488530e-16  He5  He3
  -9.3752166524e-17  He6  He3
   9.8686491078e-18  He7  He3
   7.8486599935e-16  He3  He4
   4.8726454970e-16  He4  He4
  -4.6876083262e-16  He5  He4
  -8.5939485980e-17  He6  He4
  -4.2529178298e-17  He7  He4
  -1.0954200510e-15  He3  He5
  -5.3167347068e-16  He4  He5
   3.4540271877e-17  He5  He5
   6.2830399320e-17  He6  He5
   6.8610608083e-18  He7  He5
  -1.1842378929e-16  He3  He6
   5.4812121919e-16  He4  He6
   3.7171911639e-17  He5  He6
  -1.3925760408e-17  He6  He6
   9.7120038838e-19  He7  He6
   1.2829243840e-16  He3  He7
   3.7829821580e-17  He4  He7
  -2.6316397621e-18  He5  He7
  -1.1685733705e-17  He6  He7
   9.4882249925e-19  He7  He7
   4.7658085591e-16  He0  He8
   6.4420348342e-18  He0  He9
   5.9916798154e-18  He0 He10
   6.1234042083e-19  He0 He11
  -4.7468249677e-20  He0 He12
  -5.2142046568e-20  He0 He13
  -3.7244318977e-20  He0 He14
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    3.6564000000e+02  9.9751920282e+02
  integration:  3.6564000000e+02  9.9751920282e+02  9.8241052697e+00  1.9484765973e+02
response_fn_1 Sobol' indices:
                                  Main             Total
                      8.7377449709e-01  9.5417290659e-01 x1
                      4.5827093412e-02  1.2622550291e-01 x2
                      8.0398409494e-02 x1 x2 
<<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate)
<<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate)
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   4.0200000000e+02  He0  He0
  -2.0000000000e+00  He1  He0
   6.0100000000e+02  He2  He0
   9.0002368984e-14  He3  He0
   1.0000000000e+02  He4  He0
   1.4459151469e-14  He5  He0
   6.0867206337e-14  He6  He0
  -2.2854183272e-15  He7  He0
  -2.0000000000e+02  He0  He1
   8.2492606496e-14  He1  He1
  -2.0000000000e+02  He2  He1
   1.0836239313e-15  He3  He1
   1.3919421171e-14  He4  He1
   2.9013828377e-15  He5  He1
  -4.5747356520e-15  He6  He1
  -2.3442447278e-16  He7  He1
   1.0000000000e+02  He0  He2
  -6.6048728986e-14  He1  He2
  -4.4877296324e-15  He2  He2
   2.6737871176e-15  He3  He2
  -3.4347524824e-15  He4  He2
   7.7438055968e-16  He5  He2
   1.6678016992e-15  He6  He2
   2.3587833626e-16  He7  He2
   8.5571379265e-15  He0  He3
   3.4590386111e-15  He1  He3
   3.5874081483e-14  He2  He3
  -2.1614509950e-14  He0  He4
  -1.8989439650e-15  He1  He4
  -7.7276148443e-15  He2  He4
  -2.7404294112e-15  He0  He5
  -3.0161058836e-16  He1  He5
  -2.6784130469e-15  He2  He5
   8.0959930118e-15  He0  He6
   2.6059401550e-16  He1  He6
   2.9457917587e-15  He2  He6
  -4.9399417537e-16  He0  He7
   5.2880980018e-16  He1  He7
  -6.9142222811e-16  He2  He7
   5.3643156936e-15  He8  He0
   7.5189707488e-17  He9  He0
  -1.1679467896e-16 He10  He0
   1.8729072592e-17 He11  He0
  -4.2835348508e-18 He12  He0
  -2.2107059296e-18 He13  He0
   1.1984950600e-18 He14  He0
  -3.5465457731e-15  He3  He3
   1.7270135939e-16  He4  He3
   4.3915488530e-16  He5  He3
  -9.3752166524e-17  He6  He3
   9.8686491078e-18  He7  He3
   7.8486599935e-16  He3  He4
   4.8726454970e-16  He4  He4
  -4.6876083262e-16  He5  He4
  -8.5939485980e-17  He6  He4
  -4.2529178298e-17  He7  He4
  -1.0954200510e-15  He3  He5
  -5.3167347068e-16  He4  He5
   3.4540271877e-17  He5  He5
   6.2830399320e-17  He6  He5
   6.8610608083e-18  He7  He5
  -1.1842378929e-16  He3  He6
   5.4812121919e-16  He4  He6
   3.7171911639e-17  He5  He6
  -1.3925760408e-17  He6  He6
   9.7120038838e-19  He7  He6
   1.2829243840e-16  He3  He7
   3.7829821580e-17  He4  He7
  -2.6316397621e-18  He5  He7
  -1.1685733705e-17  He6  He7
   9.4882249925e-19  He7  He7
   4.7658085591e-16  He0  He8
   6.4420348342e-18  He0  He9
   5.9916798154e-18  He0 He10
   6.1234042083e-19  He0 He11
  -4.7468249677e-20  He0 He12
  -5.2142046568e-20  He0 He13
  -3.7244318977e-20  He0 He14
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    4.0200000000e+02  1.0499552371e+03
  integration:  4.0200000000e+02  1.0499552371e+03  9.2965272463e+00  1.7506447751e+02
response_fn_1 Sobol' indices:
                                  Main             Total
                      8.7300504533e-01  9.4557359085e-01 x1
                      5.4426409145e-02  1.2699495467e-01 x2
                      7.2568545527e-02 x1 x2 
Test Number 2 succeeded
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   3.6360000000e+01  He0  He0
  -4.0000000000e-01  He1  He0
   4.0000000000e+01  He2  He0
  -4.0000000000e+01  He0  He1
  -1.5043521984e-14  He0  He2
   1.3692750637e-14  He3  He0
  -1.3692750637e-14  He4  He0
   5.0922229396e-15  He5  He0
   2.9605947323e-16  He6  He0
   2.0865143828e-16  He7  He0
   1.0169642906e-13  He1  He1
  -9.3258734069e-15  He2  He1
  -5.0626169923e-14  He1  He2
  -3.0198066270e-14  He2  He2
  -2.2944609176e-15  He0  He3
  -2.4980018054e-15  He0  He4
  -1.3470706032e-15  He0  He5
  -2.2204460493e-16  He0  He6
   8.0358999878e-17  He0  He7
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    3.6360000000e+01  6.9283186994e+01
  integration:  3.6360000000e+01  6.9283186994e+01  1.5396392053e+00  5.3335110933e+00
response_fn_1 Sobol' indices:
                                  Main             Total
                      6.6667777741e-01  6.6667777741e-01 x1
                      3.3332222259e-01  3.3332222259e-01 x2
                      4.0185782349e-30 x1 x2 
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   3.6564000000e+02  He0  He0
  -1.6000000000e+00  He1  He0
   5.6100000000e+02  He2  He0
   7.6309618346e-14  He3  He0
   1.0000000000e+02  He4  He0
   9.3669285291e-15  He5  He0
   6.0571146864e-14  He6  He0
  -2.4940697655e-15  He7  He0
  -1.6000000000e+02  He0  He1
  -1.9203822560e-14  He1  He1
  -2.0000000000e+02  He2  He1
   1.0836239313e-15  He3  He1
   1.3919421171e-14  He4  He1
   2.9013828377e-15  He5  He1
  -4.5747356520e-15  He6  He1
  -2.3442447278e-16  He7  He1
   1.0000000000e+02  He0  He2
  -1.5422559063e-14  He1  He2
   2.5710336637e-14  He2  He2
   2.6737871176e-15  He3  He2
  -3.4347524824e-15  He4  He2
   7.7438055968e-16  He5  He2
   1.6678016992e-15  He6  He2
   2.3587833626e-16  He7  He2
   1.0851598844e-14  He0  He3
   3.4590386111e-15  He1  He3
   3.5874081483e-14  He2  He3
  -1.9116508145e-14  He0  He4
  -1.8989439650e-15  He1  He4
  -7.7276148443e-15  He2  He4
  -1.3933588080e-15  He0  He5
  -3.0161058836e-16  He1  He5
  -2.6784130469e-15  He2  He5
   8.3180376167e-15  He0  He6
   2.6059401550e-16  He1  He6
   2.9457917587e-15  He2  He6
  -5.7435317525e-16  He0  He7
   5.2880980018e-16  He1  He7
  -6.9142222811e-16  He2  He7
   5.3643156936e-15  He8  He0
   7.5189707488e-17  He9  He0
  -1.1679467896e-16 He10  He0
   1.8729072592e-17 He11  He0
  -4.2835348508e-18 He12  He0
  -2.2107059296e-18 He13  He0
   1.1984950600e-18 He14  He0
  -3.5465457731e-15  He3  He3
   1.7270135939e-16  He4  He3
   4.3915488530e-16  He5  He3
  -9.3752166524e-17  He6  He3
   9.8686491078e-18  He7  He3
   7.8486599935e-16  He3  He4
   4.8726454970e-16  He4  He4
  -4.6876083262e-16  He5  He4
  -8.5939485980e-17  He6  He4
  -4.2529178298e-17  He7  He4
  -1.0954200510e-15  He3  He5
  -5.3167347068e-16  He4  He5
   3.4540271877e-17  He5  He5
   6.2830399320e-17  He6  He5
   6.8610608083e-18  He7  He5
  -1.1842378929e-16  He3  He6
   5.4812121919e-16  He4  He6
   3.7171911639e-17  He5  He6
  -1.3925760408e-17  He6  He6
   9.7120038838e-19  He7  He6
   1.2829243840e-16  He3  He7
   3.7829821580e-17  He4  He7
  -2.6316397621e-18  He5  He7
  -1.1685733705e-17  He6  He7
   9.4882249925e-19  He7  He7
   4.7658085591e-16  He0  He8
   6.4420348342e-18  He0  He9
   5.9916798154e-18  He0 He10
   6.1234042083e-19  He0 He11
  -4.7468249677e-20  He0 He12
  -5.2142046568e-20  He0 He13
  -3.7244318977e-20  He0 He14
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    3.6564000000e+02  9.9751920282e+02
  integration:  3.6564000000e+02  9.9751920282e+02  9.8241052697e+00  1.9484765973e+02
response_fn_1 Sobol' indices:
                                  Main             Total
                      8.7377449709e-01  9.5417290659e-01 x1
                      4.5827093412e-02  1.2622550291e-01 x2
                      8.0398409494e-02 x1 x2 
<<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate)
<<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate)
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   4.0200000000e+02  He0  He0
  -2.0000000000e+00  He1  He0
   6.0100000000e+02  He2  He0
   9.0002368984e-14  He3  He0
   1.0000000000e+02  He4  He0
   1.4459151469e-14  He5  He0
   6.0867206337e-14  He6  He0
  -2.2854183272e-15  He7  He0
  -2.0000000000e+02  He0  He1
   8.2492606496e-14  He1  He1
  -2.0000000000e+02  He2  He1
   1.0836239313e-15  He3  He1
   1.3919421171e-14  He4  He1
   2.9013828377e-15  He5  He1
  -4.5747356520e-15  He6  He1
  -2.3442447278e-16  He7  He1
   1.0000000000e+02  He0  He2
  -6.6048728986e-14  He1  He2
  -4.4877296324e-15  He2  He2
   2.6737871176e-15  He3  He2
  -3.4347524824e-15  He4  He2
   7.7438055968e-16  He5  He2
   1.6678016992e-15  He6  He2
   2.3587833626e-16  He7  He2
   8.5571379265e-15  He0  He3
   3.4590386111e-15  He1  He3
   3.5874081483e-14  He2  He3
  -2.1614509950e-14  He0  He4
  -1.8989439650e-15  He1  He4
  -7.7276148443e-15  He2  He4
  -2.7404294112e-15  He0  He5
  -3.0161058836e-16  He1  He5
  -2.6784130469e-15  He2  He5
   8.0959930118e-15  He0  He6
   2.6059401550e-16  He1  He6
   2.9457917587e-15  He2  He6
  -4.9399417537e-16  He0  He7
   5.2880980018e-16  He1  He7
  -6.9142222811e-16  He2  He7
   5.3643156936e-15  He8  He0
   7.5189707488e-17  He9  He0
  -1.1679467896e-16 He10  He0
   1.8729072592e-17 He11  He0
  -4.2835348508e-18 He12  He0
  -2.2107059296e-18 He13  He0
   1.1984950600e-18 He14  He0
  -3.5465457731e-15  He3  He3
   1.7270135939e-16  He4  He3
   4.3915488530e-16  He5  He3
  -9.3752166524e-17  He6  He3
   9.8686491078e-18  He7  He3
   7.8486599935e-16  He3  He4
   4.8726454970e-16  He4  He4
  -4.6876083262e-16  He5  He4
  -8.5939485980e-17  He6  He4
  -4.2529178298e-17  He7  He4
  -1.0954200510e-15  He3  He5
  -5.3167347068e-16  He4  He5
   3.4540271877e-17  He5  He5
   6.2830399320e-17  He6  He5
   6.8610608083e-18  He7  He5
  -1.1842378929e-16  He3  He6
   5.4812121919e-16  He4  He6
   3.7171911639e-17  He5  He6
  -1.3925760408e-17  He6  He6
   9.7120038838e-19  He7  He6
   1.2829243840e-16  He3  He7
   3.7829821580e-17  He4  He7
  -2.6316397621e-18  He5  He7
  -1.1685733705e-17  He6  He7
   9.4882249925e-19  He7  He7
   4.7658085591e-16  He0  He8
   6.4420348342e-18  He0  He9
   5.9916798154e-18  He0 He10
   6.1234042083e-19  He0 He11
  -4.7468249677e-20  He0 He12
  -5.2142046568e-20  He0 He13
  -3.7244318977e-20  He0 He14
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    4.0200000000e+02  1.0499552371e+03
  integration:  4.0200000000e+02  1.0499552371e+03  9.2965272463e+00  1.7506447751e+02
response_fn_1 Sobol' indices:
                                  Main             Total
                      8.7300504533e-01  9.4557359085e-01 x1
                      5.4426409145e-02  1.2699495467e-01 x2
                      7.2568545527e-02 x1 x2 
Test Number 3 succeeded
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   3.6360000000e+01  He0  He0
  -4.0000000000e-01  He1  He0
   4.0000000000e+01  He2  He0
  -4.0000000000e+01  He0  He1
  -1.5043521984e-14  He0  He2
   1.3692750637e-14  He3  He0
  -1.3692750637e-14  He4  He0
   5.0922229396e-15  He5  He0
   2.9605947323e-16  He6  He0
   2.0865143828e-16  He7  He0
   1.0169642906e-13  He1  He1
  -9.3258734069e-15  He2  He1
  -5.0626169923e-14  He1  He2
  -3.0198066270e-14  He2  He2
  -2.2944609176e-15  He0  He3
  -2.4980018054e-15  He0  He4
  -1.3470706032e-15  He0  He5
  -2.2204460493e-16  He0  He6
   8.0358999878e-17  He0  He7
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    3.6360000000e+01  6.9283186994e+01
  integration:  3.6360000000e+01  6.9283186994e+01  1.5396392053e+00  5.3335110933e+00
response_fn_1 Sobol' indices:
                                  Main             Total
                      6.6667777741e-01  6.6667777741e-01 x1
                      3.3332222259e-01  3.3332222259e-01 x2
                      4.0185782349e-30 x1 x2 
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   3.6564000000e+02  He0  He0
  -1.6000000000e+00  He1  He0
   5.6100000000e+02  He2  He0
   7.6309618346e-14  He3  He0
   1.0000000000e+02  He4  He0
   9.3669285291e-15  He5  He0
   6.0571146864e-14  He6  He0
  -2.4940697655e-15  He7  He0
  -1.6000000000e+02  He0  He1
  -1.9203822560e-14  He1  He1
  -2.0000000000e+02  He2  He1
   1.0836239313e-15  He3  He1
   1.3919421171e-14  He4  He1
   2.9013828377e-15  He5  He1
  -4.5747356520e-15  He6  He1
  -2.3442447278e-16  He7  He1
   1.0000000000e+02  He0  He2
  -1.5422559063e-14  He1  He2
   2.5710336637e-14  He2  He2
   2.6737871176e-15  He3  He2
  -3.4347524824e-15  He4  He2
   7.7438055968e-16  He5  He2
   1.6678016992e-15  He6  He2
   2.3587833626e-16  He7  He2
   1.0851598844e-14  He0  He3
   3.4590386111e-15  He1  He3
   3.5874081483e-14  He2  He3
  -1.9116508145e-14  He0  He4
  -1.8989439650e-15  He1  He4
  -7.7276148443e-15  He2  He4
  -1.3933588080e-15  He0  He5
  -3.0161058836e-16  He1  He5
  -2.6784130469e-15  He2  He5
   8.3180376167e-15  He0  He6
   2.6059401550e-16  He1  He6
   2.9457917587e-15  He2  He6
  -5.7435317525e-16  He0  He7
   5.2880980018e-16  He1  He7
  -6.9142222811e-16  He2  He7
   5.3643156936e-15  He8  He0
   7.5189707488e-17  He9  He0
  -1.1679467896e-16 He10  He0
   1.8729072592e-17 He11  He0
  -4.2835348508e-18 He12  He0
  -2.2107059296e-18 He13  He0
   1.1984950600e-18 He14  He0
  -3.5465457731e-15  He3  He3
   1.7270135939e-16  He4  He3
   4.3915488530e-16  He5  He3
  -9.3752166524e-17  He6  He3
   9.8686491078e-18  He7  He3
   7.8486599935e-16  He3  He4
   4.8726454970e-16  He4  He4
  -4.6876083262e-16  He5  He4
  -8.5939485980e-17  He6  He4
  -4.2529178298e-17  He7  He4
  -1.0954200510e-15  He3  He5
  -5.3167347068e-16  He4  He5
   3.4540271877e-17  He5  He5
   6.2830399320e-17  He6  He5
   6.8610608083e-18  He7  He5
  -1.1842378929e-16  He3  He6
   5.4812121919e-16  He4  He6
   3.7171911639e-17  He5  He6
  -1.3925760408e-17  He6  He6
   9.7120038838e-19  He7  He6
   1.2829243840e-16  He3  He7
   3.7829821580e-17  He4  He7
  -2.6316397621e-18  He5  He7
  -1.1685733705e-17  He6  He7
   9.4882249925e-19  He7  He7
   4.7658085591e-16  He0  He8
   6.4420348342e-18  He0  He9
   5.9916798154e-18  He0 He10
   6.1234042083e-19  He0 He11
  -4.7468249677e-20  He0 He12
  -5.2142046568e-20  He0 He13
  -3.7244318977e-20  He0 He14
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    3.6564000000e+02  9.9751920282e+02
  integration:  3.6564000000e+02  9.9751920282e+02  9.8241052697e+00  1.9484765973e+02
response_fn_1 Sobol' indices:
                                  Main             Total
                      8.7377449709e-01  9.5417290659e-01 x1
                      4.5827093412e-02  1.2622550291e-01 x2
                      8.0398409494e-02 x1 x2 
<<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate)
<<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate)
Coefficients of Polynomial Chaos Expansion for response_fn_1:
   4.0200000000e+02  He0  He0
  -2.0000000000e+00  He1  He0
   6.0100000000e+02  He2  He0
   9.0002368984e-14  He3  He0
   1.0000000000e+02  He4  He0
   1.4459151469e-14  He5  He0
   6.0867206337e-14  He6  He0
  -2.2854183272e-15  He7  He0
  -2.0000000000e+02  He0  He1
   8.2492606496e-14  He1  He1
  -2.0000000000e+02  He2  He1
   1.0836239313e-15  He3  He1
   1.3919421171e-14  He4  He1
   2.9013828377e-15  He5  He1
  -4.5747356520e-15  He6  He1
  -2.3442447278e-16  He7  He1
   1.0000000000e+02  He0  He2
  -6.6048728986e-14  He1  He2
  -4.4877296324e-15  He2  He2
   2.6737871176e-15  He3  He2
  -3.4347524824e-15  He4  He2
   7.7438055968e-16  He5  He2
   1.6678016992e-15  He6  He2
   2.3587833626e-16  He7  He2
   8.5571379265e-15  He0  He3
   3.4590386111e-15  He1  He3
   3.5874081483e-14  He2  He3
  -2.1614509950e-14  He0  He4
  -1.8989439650e-15  He1  He4
  -7.7276148443e-15  He2  He4
  -2.7404294112e-15  He0  He5
  -3.0161058836e-16  He1  He5
  -2.6784130469e-15  He2  He5
   8.0959930118e-15  He0  He6
   2.6059401550e-16  He1  He6
   2.9457917587e-15  He2  He6
  -4.9399417537e-16  He0  He7
   5.2880980018e-16  He1  He7
  -6.9142222811e-16  He2  He7
   5.3643156936e-15  He8  He0
   7.5189707488e-17  He9  He0
  -1.1679467896e-16 He10  He0
   1.8729072592e-17 He11  He0
  -4.2835348508e-18 He12  He0
  -2.2107059296e-18 He13  He0
   1.1984950600e-18 He14  He0
  -3.5465457731e-15  He3  He3
   1.7270135939e-16  He4  He3
   4.3915488530e-16  He5  He3
  -9.3752166524e-17  He6  He3
   9.8686491078e-18  He7  He3
   7.8486599935e-16  He3  He4
   4.8726454970e-16  He4  He4
  -4.6876083262e-16  He5  He4
  -8.5939485980e-17  He6  He4
  -4.2529178298e-17  He7  He4
  -1.0954200510e-15  He3  He5
  -5.3167347068e-16  He4  He5
   3.4540271877e-17  He5  He5
   6.2830399320e-17  He6  He5
   6.8610608083e-18  He7  He5
  -1.1842378929e-16  He3  He6
   5.4812121919e-16  He4  He6
   3.7171911639e-17  He5  He6
  -1.3925760408e-17  He6  He6
   9.7120038838e-19  He7  He6
   1.2829243840e-16  He3  He7
   3.7829821580e-17  He4  He7
  -2.6316397621e-18  He5  He7
  -1.1685733705e-17  He6  He7
   9.4882249925e-19  He7  He7
   4.7658085591e-16  He0  He8
   6.4420348342e-18  He0  He9
   5.9916798154e-18  He0 He10
   6.1234042083e-19  He0 He11
  -4.7468249677e-20  He0 He12
  -5.2142046568e-20  He0 He13
  -3.7244318977e-20  He0 He14
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
  expansion:    4.0200000000e+02  1.0499552371e+03
  integration:  4.0200000000e+02  1.0499552371e+03  9.2965272463e+00  1.7506447751e+02
response_fn_1 Sobol' indices:
                                  Main             Total
                      8.7300504533e-01  9.4557359085e-01 x1
                      5.4426409145e-02  1.2699495467e-01 x2
                      7.2568545527e-02 x1 x2 
dakota_uq_cantilever_interval.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 6 total (6 new, 0 duplicate)
         weight: 6 val (6 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
         stress: 6 val (6 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
          displ: 6 val (6 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
<<<<< Function evaluation summary: 86 total (86 new, 0 duplicate)
         weight: 11 val (11 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
         stress: 29 val (29 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
          displ: 58 val (58 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
weight:  Min = 1.0000508059e+00  Max = 9.9999830649e+01
stress:  Min = -9.7749994284e-01  Max = 2.1499428450e+01
displ:  Min = -9.9315677360e-01  Max = 6.7429714485e+01
Test Number 1 succeeded
<<<<< Function evaluation summary: 160 total (145 new, 15 duplicate)
         weight: 20 val (15 n, 5 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
         stress: 65 val (60 n, 5 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
          displ: 75 val (70 n, 5 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d)
weight:  Min = 1.0000000000e+00  Max = 1.0000000000e+02
stress:  Min = -9.7750000000e-01  Max = 2.1500000000e+01
displ:  Min = -9.9315679678e-01  Max = 6.7432032241e+01
dakota_uq_cantilever_sop_rel.in
Test Number 0 succeeded
<<<<< Function evaluation summary (ALEAT_I): 8036 total (8036 new, 0 duplicate)
mean_wt:  Min = 9.5209117200e+00  Max = 9.5209117200e+00
ccdf_beta_s:  Min = 1.7627715524e+00  Max = 4.2949468386e+00
ccdf_beta_d:  Min = 2.0125192955e+00  Max = 3.9385559339e+00
Simple Correlation Matrix among all inputs and outputs:
                   X_mean       Y_mean      mean_wt  ccdf_beta_s  ccdf_beta_d 
      X_mean  1.00000e+00 
      Y_mean -4.15171e-03  1.00000e+00 
     mean_wt  0.00000e+00  0.00000e+00  1.00000e+00 
 ccdf_beta_s -6.19328e-01 -7.82554e-01  0.00000e+00  1.00000e+00 
 ccdf_beta_d -9.13854e-01 -4.01386e-01  0.00000e+00  8.84098e-01  1.00000e+00 
Partial Correlation Matrix between input and output:
                  mean_wt  ccdf_beta_s  ccdf_beta_d 
      X_mean -0.00000e+00 -1.00000e+00 -9.99584e-01 
      Y_mean -0.00000e+00 -1.00000e+00 -9.97881e-01 
Simple Rank Correlation Matrix among all inputs and outputs:
                   X_mean       Y_mean      mean_wt  ccdf_beta_s  ccdf_beta_d 
      X_mean  1.00000e+00 
      Y_mean -2.06483e-03  1.00000e+00 
     mean_wt -9.12845e-02  8.07203e-02  1.00000e+00 
 ccdf_beta_s -5.97983e-01 -7.89388e-01 -2.13685e-02  1.00000e+00 
 ccdf_beta_d -9.19616e-01 -3.73349e-01  2.82833e-02  8.48451e-01  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
                  mean_wt  ccdf_beta_s  ccdf_beta_d 
      X_mean -9.14163e-02 -9.76738e-01 -9.92129e-01 
      Y_mean  8.08696e-02 -9.86420e-01 -9.55272e-01 
dakota_uq_short_column_ivp_exp.in
Test Number 0 succeeded
<<<<< Function evaluation summary (ALEAT_I): 465 total (465 new, 0 duplicate)
mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02
cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01
Test Number 1 succeeded
<<<<< Function evaluation summary (ALEAT_I): 465 total (465 new, 0 duplicate)
mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02
cdf_beta:  Min = -2.1873394681e+00  Max = 1.1590048509e+01
Test Number 2 succeeded
<<<<< Function evaluation summary (ALEAT_I): 496 total (434 new, 62 duplicate)
mean_area:  Min = 7.5000000000e+01  Max = 3.7500000000e+02
cdf_beta:  Min = -2.1873457813e+00  Max = 1.1590066274e+01
Test Number 3 succeeded
<<<<< Function evaluation summary (ALEAT_I): 496 total (434 new, 62 duplicate)
mean_area:  Min = 7.5000000000e+01  Max = 3.7500000000e+02
cdf_beta:  Min = -2.1873488264e+00  Max = 1.1590073862e+01
Test Number 4 succeeded
<<<<< Function evaluation summary (ALEAT_I): 341 total (341 new, 0 duplicate)
mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02
cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01
Test Number 5 succeeded
<<<<< Function evaluation summary (ALEAT_I): 279 total (279 new, 0 duplicate)
mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02
cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01
Test Number 6 succeeded
<<<<< Function evaluation summary (ALEAT_I): 341 total (341 new, 0 duplicate)
mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02
cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01
Test Number 7 succeeded
<<<<< Function evaluation summary (ALEAT_I): 0 total (0 new, 0 duplicate)
mean_area:  Min = 7.5000188168e+01  Max = 3.7499962366e+02
cdf_beta:  Min = -2.1873364230e+00  Max = 1.1590040921e+01
dakota_uq_textbook_lhs.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 100 total (100 new, 0 duplicate)
Moment-based statistics for each response function:
                            Mean           Std Dev          Skewness          Kurtosis
 response_fn_1  3.8168454875e+11  6.6923021702e+10  3.2538688799e-01 -8.8632865437e-01
 response_fn_2  6.1791347600e+04  6.1426765735e+03  1.2619015132e-01 -9.7944997689e-02
 response_fn_3  3.5243745292e+05  3.5957710811e+04 -7.9683460229e-02  3.4031655353e-01
95% confidence intervals for each response function:
                    LowerCI_Mean      UpperCI_Mean    LowerCI_StdDev    UpperCI_StdDev
 response_fn_1  3.6840556934e+11  3.9496352816e+11  5.8758871169e+10  7.7742818321e+10
 response_fn_2  6.0572507301e+04  6.3010187898e+04  5.3933120806e+03  7.1357953767e+03
 response_fn_3  3.4530266299e+05  3.5957224285e+05  3.1571116237e+04  4.1771182886e+04
     Response Level  Probability Level  Reliability Index  General Rel Index
     --------------  -----------------  -----------------  -----------------
   3.6000000000e+11   5.5000000000e-01
   4.0000000000e+11   3.8000000000e-01
   4.4000000000e+11   2.3000000000e-01
     Response Level  Probability Level  Reliability Index  General Rel Index
     --------------  -----------------  -----------------  -----------------
   6.0000000000e+04   6.1000000000e-01
   6.5000000000e+04   2.9000000000e-01
   7.0000000000e+04   9.0000000000e-02
     Response Level  Probability Level  Reliability Index  General Rel Index
     --------------  -----------------  -----------------  -----------------
   3.5000000000e+05   5.2000000000e-01
   4.0000000000e+05   9.0000000000e-02
   4.5000000000e+05   0.0000000000e+00
Simple Correlation Matrix among all inputs and outputs:
                     TF1n         TF2n         TF1u         TF2u         TF1w         TF2w         TF1h         TF2h         TF3h response_fn_1 response_fn_2 response_fn_3 
        TF1n  1.00000e+00 
        TF2n  1.71596e-02  1.00000e+00 
        TF1u -2.36053e-02 -1.10189e-02  1.00000e+00 
        TF2u -1.37368e-02  1.60964e-02  2.58033e-02  1.00000e+00 
        TF1w -1.33427e-02  2.56365e-02 -3.98790e-02 -9.16279e-03  1.00000e+00 
        TF2w  2.22630e-02 -1.37459e-02 -1.20589e-02 -7.04614e-02  1.03692e-01  1.00000e+00 
        TF1h -3.37448e-02  4.03689e-03 -5.05564e-03  4.57608e-02 -1.75819e-02 -7.10379e-02  1.00000e+00 
        TF2h  1.23861e-02 -2.08380e-02  1.03769e-02  3.35062e-02 -3.10255e-03  1.79689e-02 -1.70702e-02  1.00000e+00 
        TF3h -2.48872e-02  3.25896e-02  1.45599e-01 -6.57963e-02 -3.29158e-02  6.46672e-02  2.65344e-02 -6.20935e-03  1.00000e+00 
response_fn_1  1.84979e-02  4.00161e-01  3.07332e-02  8.66203e-01  2.83574e-02  2.15737e-01  2.32123e-02  3.36250e-02 -2.81816e-02  1.00000e+00 
response_fn_2  9.99430e-01  1.04544e-02 -2.16110e-02 -1.00976e-02 -1.40718e-02  1.93591e-02 -3.40439e-02  1.45063e-02 -3.13690e-02  1.79344e-02  1.00000e+00 
response_fn_3  1.26864e-02  9.99186e-01 -8.33203e-03  1.56109e-02  1.82384e-02 -1.26402e-02 -2.37858e-03 -2.18038e-02  3.43238e-02  4.00397e-01  5.96911e-03  1.00000e+00 
Partial Correlation Matrix between input and output:
             response_fn_1 response_fn_2 response_fn_3 
        TF1n  1.24609e-01  9.99484e-01 -1.21192e-01 
        TF2n  9.39604e-01 -1.98171e-01  9.99249e-01 
        TF1u  1.14403e-01  8.24782e-02  5.35030e-02 
        TF2u  9.87061e-01  9.37434e-02 -3.75353e-03 
        TF1w -1.48282e-02 -1.23822e-02 -1.91391e-01 
        TF2w  8.91849e-01 -7.20811e-02  3.77690e-02 
        TF1h  1.67810e-02 -1.20990e-02 -1.68182e-01 
        TF2h  4.80087e-02  5.77466e-02 -2.81542e-02 
        TF3h -2.37479e-02 -1.90043e-01  2.89758e-02 
Simple Rank Correlation Matrix among all inputs and outputs:
                     TF1n         TF2n         TF1u         TF2u         TF1w         TF2w         TF1h         TF2h         TF3h response_fn_1 response_fn_2 response_fn_3 
        TF1n  1.00000e+00 
        TF2n  1.44374e-02  1.00000e+00 
        TF1u  4.48845e-03  5.21572e-02  1.00000e+00 
        TF2u  5.18452e-03  2.29223e-03  2.60666e-02  1.00000e+00 
        TF1w -2.87549e-02  8.62886e-03 -3.04710e-02  3.18512e-02  1.00000e+00 
        TF2w -2.37504e-02  8.67687e-03 -1.80498e-02 -4.17642e-02  4.74887e-02  1.00000e+00 
        TF1h -1.69217e-03  1.88539e-02 -1.20492e-02  4.08881e-02 -2.16142e-02 -3.50195e-02  1.00000e+00 
        TF2h  9.99700e-03 -6.42064e-03  2.82988e-02  2.20582e-02  2.81548e-02  5.17972e-02 -3.02430e-02  1.00000e+00 
        TF3h -1.74257e-02 -2.75308e-02  2.08749e-01 -1.09151e-01 -8.28083e-04  8.82928e-02  1.14251e-02  8.53285e-02  1.00000e+00 
response_fn_1  1.96820e-03  3.64404e-01  4.47045e-02  8.68851e-01  6.36064e-02  2.49409e-01  2.24902e-02  3.34833e-02 -9.96820e-02  1.00000e+00 
response_fn_2  1.00000e+00  1.44374e-02  4.48845e-03  5.18452e-03 -2.87549e-02 -2.37504e-02 -1.69217e-03  9.99700e-03 -1.74257e-02  1.96820e-03  1.00000e+00 
response_fn_3  1.44374e-02  1.00000e+00  5.21572e-02  2.29223e-03  8.62886e-03  8.67687e-03  1.88539e-02 -6.42064e-03 -2.75308e-02  3.64404e-01  1.44374e-02  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
             response_fn_1 response_fn_2 response_fn_3 
        TF1n -5.23502e-03  1.00000e+00 -7.73621e-03 
        TF2n  8.92165e-01 -7.15431e-03  1.00000e+00 
        TF1u  7.11318e-02 -2.54117e-03 -3.21318e-02 
        TF2u  9.78928e-01 -1.51839e-03  2.14778e-03 
        TF1w  1.05075e-01  1.40823e-02 -5.41900e-03 
        TF2w  8.40896e-01  1.14200e-02 -6.93382e-03 
        TF1h -5.10906e-02  1.47625e-03 -9.91604e-03 
        TF2h  1.33902e-02 -7.02452e-03  3.07308e-03 
        TF3h -1.16281e-01  7.52743e-03  1.97433e-02 
dakota_workdir.in
Test Number 0 succeeded
<<<<< Function evaluation summary: 9 total (9 new, 0 duplicate)
<<<<< Best parameters          =
                      0.0000000000e+00 x1
                      0.0000000000e+00 x2
<<<<< Best objective function  =
                      1.0000000000e+00
<<<<< Best data captured at function evaluation 5
Simple Correlation Matrix among all inputs and outputs:
                       x1           x2       obj_fn 
          x1  1.00000e+00 
          x2  0.00000e+00  1.00000e+00 
      obj_fn -2.47233e-03 -6.59288e-01  1.00000e+00 
Partial Correlation Matrix between input and output:
                   obj_fn 
          x1 -3.28815e-03 
          x2 -6.59290e-01 
Simple Rank Correlation Matrix among all inputs and outputs:
                       x1           x2       obj_fn 
          x1  1.00000e+00 
          x2  6.00000e-01  1.00000e+00 
      obj_fn -2.66667e-01 -4.00000e-01  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
                   obj_fn 
          x1 -3.63696e-02 
          x2 -3.11272e-01 
Test Number 1 succeeded
<<<<< Function evaluation summary: 9 total (9 new, 0 duplicate)
<<<<< Best parameters          =
                      0.0000000000e+00 x1
                      0.0000000000e+00 x2
<<<<< Best objective function  =
                      1.0000000000e+00
<<<<< Best data captured at function evaluation 5
Simple Correlation Matrix among all inputs and outputs:
                       x1           x2       obj_fn 
          x1  1.00000e+00 
          x2  0.00000e+00  1.00000e+00 
      obj_fn -2.47233e-03 -6.59288e-01  1.00000e+00 
Partial Correlation Matrix between input and output:
                   obj_fn 
          x1 -3.28815e-03 
          x2 -6.59290e-01 
Simple Rank Correlation Matrix among all inputs and outputs:
                       x1           x2       obj_fn 
          x1  1.00000e+00 
          x2  6.00000e-01  1.00000e+00 
      obj_fn -2.66667e-01 -4.00000e-01  1.00000e+00 
Partial Rank Correlation Matrix between input and output:
                   obj_fn 
          x1 -3.63696e-02 
          x2 -3.11272e-01 


git-svn-id: d5469d78598a82f75b3d1e6419ce8b4d1ddac974@3436 aa0779c3-6ec2-4b84-a212-a405c134cd8d

pemryan/DAKOTA,pemryan/DAKOTA,pemryan/DAKOTA,pemryan/DAKOTA,pemryan/DAKOTA,pemryan/DAKOTA,pemryan/DAKOTA