1dakota_10d_rosenbrock_queso.in 2Test Number 0 succeeded 3<<<<< Function evaluation summary: 241 total (241 new, 0 duplicate) 4<<<<< Best parameters = 5 9.9991512536e-01 uuv_1 6 9.9973343023e-01 uuv_2 7 9.9991512536e-01 uuv_3 8 9.9973343023e-01 uuv_4 9 9.9991512536e-01 uuv_5 10 9.9973343023e-01 uuv_6 11 9.9991512536e-01 uuv_7 12 9.9973343023e-01 uuv_8 13 9.9991512536e-01 uuv_9 14 9.9973343023e-01 uuv_10 15<<<<< Best misfit = 16 4.7238190768e-06 17<<<<< Best log prior = 18 -6.9314718056e+00 19<<<<< Best log posterior = 20 -1.2655125959e+01 21Sample moment statistics for each posterior variable: 22 Mean Std Dev Skewness Kurtosis 23 uuv_1 8.2948769782e-01 4.2389115615e-01 -1.6048300353e+00 2.1340561112e+00 24 uuv_2 8.1483919692e-01 4.6390560794e-01 -3.7529611886e-01 -1.0052208629e+00 25 uuv_3 6.9275237592e-01 3.7078506821e-01 -2.6729202280e-01 -9.1157971020e-01 26 uuv_4 5.6494195356e-01 4.8138587084e-01 2.5798682590e-01 -1.3321164899e+00 27 uuv_5 7.6257269845e-01 3.2290451556e-01 -4.2967274266e-01 -6.1796298278e-01 28 uuv_6 6.4895436335e-01 4.5851773461e-01 2.7487014760e-01 -8.2561113705e-01 29 uuv_7 6.2588505281e-01 3.2082206822e-01 7.6801719894e-02 -9.9810321021e-01 30 uuv_8 4.4448691123e-01 4.3928773691e-01 6.9407194733e-01 -5.4541057533e-01 31 uuv_9 6.4575522287e-01 3.9134629771e-01 -6.2035840073e-01 -3.5132539138e-01 32 uuv_10 5.3220452940e-01 4.4596602740e-01 3.9567661023e-01 -9.5799876857e-01 33Sample moment statistics for each response function: 34 Mean Std Dev Skewness Kurtosis 35least_sq_term_1 -5.2804514323e-01 7.5143450439e-01 -2.3498435920e-01 5.0721769965e-02 36least_sq_term_2 1.7051230218e-01 4.2389115615e-01 1.6048300353e+00 2.1340561112e+00 37least_sq_term_3 -5.2376726798e-01 7.6672937885e-01 -4.9158532478e-01 7.4321654459e-01 38least_sq_term_4 3.0724762408e-01 3.7078506821e-01 2.6729202280e-01 -9.1157971020e-01 39least_sq_term_5 -3.6777949577e-01 6.7772643745e-01 -8.6428431347e-02 -3.3020132869e-02 40least_sq_term_6 2.3742730155e-01 3.2290451556e-01 4.2967274266e-01 -6.1796298278e-01 41least_sq_term_7 -5.0120524158e-01 7.8843156709e-01 2.4821288117e-01 2.0684331146e-01 42least_sq_term_8 3.7411494719e-01 3.2082206822e-01 -7.6801719894e-02 -9.9810321021e-01 43least_sq_term_9 -3.7870627245e-01 7.1325682865e-01 1.1705194120e-01 -3.9945915642e-01 44least_sq_term_10 3.5424477713e-01 3.9134629771e-01 6.2035840073e-01 -3.5132539138e-01 45Information gained from prior to posterior = 2.1758137381e+01 46Test Number 1 succeeded 47<<<<< Function evaluation summary: 261 total (261 new, 0 duplicate) 48<<<<< Best parameters = 49 5.5388906488e-01 nuv_1 50 3.0526132575e-01 nuv_2 51 5.5388906488e-01 nuv_3 52 3.0526132575e-01 nuv_4 53 5.5388906488e-01 nuv_5 54 3.0526132575e-01 nuv_6 55 5.5388906488e-01 nuv_7 56 3.0526132575e-01 nuv_8 57 5.5388906488e-01 nuv_9 58 3.0526132575e-01 nuv_10 59<<<<< Best misfit = 60 9.9624799252e-01 61<<<<< Best log prior = 62 -1.0189329265e+01 63<<<<< Best log posterior = 64 -1.6909226687e+01 65Sample moment statistics for each posterior variable: 66 Mean Std Dev Skewness Kurtosis 67 nuv_1 6.3098098863e-01 3.4458676856e-01 -2.6770154468e-01 -6.9197569332e-01 68 nuv_2 4.6819290151e-01 4.3474042293e-01 6.9393427240e-01 3.7831891756e-01 69 nuv_3 3.3841859207e-01 3.9299909881e-01 -1.1660186747e-01 1.4862505393e-01 70 nuv_4 2.3814588958e-01 3.3554478178e-01 2.1740134454e+00 5.6058088123e+00 71 nuv_5 7.3412988439e-01 3.3447823700e-01 -3.0411117555e-01 -6.5125924082e-01 72 nuv_6 6.1968050309e-01 4.8582903776e-01 5.4813401947e-01 -4.4149735914e-01 73 nuv_7 5.1749789822e-01 3.3697857223e-01 4.8738767852e-03 -5.0848941026e-01 74 nuv_8 3.5520035828e-01 3.8056198982e-01 9.0743654950e-01 1.4493306867e-01 75 nuv_9 3.5909256675e-01 3.0040550870e-01 -3.0371624646e-01 -3.1127159731e-01 76 nuv_10 1.8018815158e-01 2.3570243508e-01 1.4469314481e+00 2.2751732239e+00 77Sample moment statistics for each response function: 78 Mean Std Dev Skewness Kurtosis 79least_sq_term_1 -4.8624777556e-01 6.2680672177e-01 2.2510706820e-02 -4.5061446671e-01 80least_sq_term_2 3.6901901137e-01 3.4458676856e-01 2.6770154468e-01 -6.9197569332e-01 81least_sq_term_3 -3.0752321404e-01 6.0453422031e-01 -2.8260648604e-01 -1.8346764285e-01 82least_sq_term_4 6.6158140793e-01 3.9299909881e-01 1.1660186747e-01 1.4862505393e-01 83least_sq_term_5 -3.1085937245e-01 6.8973472221e-01 -2.0799962268e-01 -6.2881279379e-02 84least_sq_term_6 2.6587011561e-01 3.3447823700e-01 3.0411117555e-01 -6.5125924082e-01 85least_sq_term_7 -2.6101497244e-01 6.8666537109e-01 -5.9328196918e-01 1.1295424659e+00 86least_sq_term_8 4.8250210178e-01 3.3697857223e-01 -4.8738767852e-03 -5.0848941026e-01 87least_sq_term_9 -3.8957667839e-01 6.4187810859e-01 6.0036775558e-02 -1.1536280773e-01 88least_sq_term_10 6.4090743325e-01 3.0040550870e-01 3.0371624646e-01 -3.1127159731e-01 89Information gained from prior to posterior = 2.4760445396e+01 90Test Number 2 succeeded 91<<<<< Function evaluation summary: 241 total (241 new, 0 duplicate) 92<<<<< Best parameters = 93 1.0000099526e+00 uuv_1 94 9.9982980971e-01 uuv_2 95 9.9994522601e-01 uuv_3 96 9.9942051479e-01 uuv_4 97 9.9917380347e-01 uuv_5 98 9.9858792251e-01 uuv_6 99 9.9645517845e-01 uuv_7 100 9.9215002843e-01 uuv_8 101 9.8319044130e-01 uuv_9 102 9.6413231894e-01 uuv_10 103<<<<< Best misfit = 104 1.3002403551e-03 105<<<<< Best log prior = 106 -6.9314718056e+00 107<<<<< Best log posterior = 108 -1.7235341019e+01 109Sample moment statistics for each posterior variable: 110 Mean Std Dev Skewness Kurtosis 111 uuv_1 9.9792721006e-01 4.8235562123e-02 -6.4974992956e-01 9.2617315992e-01 112 uuv_2 9.8424006994e-01 3.7769596202e-02 -1.6172102572e-01 -1.7629508802e-01 113 uuv_3 9.7711932558e-01 4.3606492084e-02 -3.7719446169e-01 5.0529674087e-02 114 uuv_4 9.6663129086e-01 6.0275622320e-02 -8.7536224984e-01 1.1047245793e+00 115 uuv_5 9.2736155962e-01 9.4307056936e-02 -8.8596244942e-01 1.8556152791e-01 116 uuv_6 8.5806816104e-01 1.4364098617e-01 -1.0099585719e+00 4.1875207190e-01 117 uuv_7 7.7705973584e-01 2.4063741949e-01 -9.1143578278e-01 -1.3876188119e-01 118 uuv_8 6.5344061961e-01 3.3673798843e-01 -6.1458056035e-01 -7.5438333895e-01 119 uuv_9 5.4138042812e-01 4.0731263206e-01 -2.9386142142e-02 -1.2940458325e+00 120 uuv_10 4.3383109502e-01 4.6438077597e-01 6.4053145933e-01 -8.6362920030e-01 121Sample moment statistics for each response function: 122 Mean Std Dev Skewness Kurtosis 123least_sq_term_1 -1.3944152760e-01 8.2202140492e-01 1.3221935957e-01 2.0200028775e-01 124least_sq_term_2 2.0727899398e-03 4.8235562123e-02 6.4974992956e-01 9.2617315992e-01 125least_sq_term_3 6.9649811840e-02 6.1391437745e-01 -2.4749907251e-01 -3.7634025531e-01 126least_sq_term_4 1.5759930063e-02 3.7769596202e-02 1.6172102572e-01 -1.7629508802e-01 127least_sq_term_5 9.9685390449e-02 6.1201140174e-01 1.6722464058e-01 -4.3105080087e-01 128least_sq_term_6 2.2880674419e-02 4.3606492084e-02 3.7719446169e-01 5.0529674087e-02 129least_sq_term_7 -1.0645826918e-01 6.9914427215e-01 1.4432480712e-01 -1.7120045990e-01 130least_sq_term_8 3.3368709143e-02 6.0275622320e-02 8.7536224984e-01 1.1047245793e+00 131least_sq_term_9 -1.0820675290e-01 7.6912153676e-01 3.3262302199e-01 -1.1749676420e-01 132least_sq_term_10 7.2638440383e-02 9.4307056936e-02 8.8596244942e-01 1.8556152791e-01 133least_sq_term_11 2.0156350305e-01 7.2822460346e-01 3.0902798650e-01 -4.8818359795e-02 134least_sq_term_12 1.4193183896e-01 1.4364098617e-01 1.0099585719e+00 4.1875207190e-01 135least_sq_term_13 -8.2586279291e-02 7.3934017926e-01 8.6949523388e-02 -1.7882222557e-01 136least_sq_term_14 2.2294026416e-01 2.4063741949e-01 9.1143578278e-01 -1.3876188119e-01 137least_sq_term_15 1.0600081464e-02 7.8774340988e-01 4.1238727980e-01 5.8227901497e-02 138least_sq_term_16 3.4655938039e-01 3.3673798843e-01 6.1458056035e-01 -7.5438333895e-01 139least_sq_term_17 -2.5082301377e-01 6.8868252471e-01 2.3807113387e-01 1.6978760455e-01 140least_sq_term_18 4.5861957188e-01 4.0731263206e-01 2.9386142142e-02 -1.2940458325e+00 141Information gained from prior to posterior = 4.6473171647e+01 142Test Number 3 succeeded 143<<<<< Function evaluation summary: 261 total (261 new, 0 duplicate) 144<<<<< Best parameters = 145 9.9328254733e-01 nuv_1 146 9.8907639989e-01 nuv_2 147 9.8196359700e-01 nuv_3 148 9.6854024377e-01 nuv_4 149 9.4262106337e-01 nuv_5 150 8.9314316304e-01 nuv_6 151 8.0218344942e-01 nuv_7 152 6.4754748072e-01 nuv_8 153 4.2220208852e-01 nuv_9 154 1.7731593273e-01 nuv_10 155<<<<< Best misfit = 156 5.2596477070e-01 157<<<<< Best log prior = 158 -1.2602363233e+01 159<<<<< Best log posterior = 160 -2.3430896976e+01 161Sample moment statistics for each posterior variable: 162 Mean Std Dev Skewness Kurtosis 163 nuv_1 9.8142079737e-01 4.5335652660e-02 -3.7257608695e-01 -1.4114501008e-01 164 nuv_2 9.5398380162e-01 4.5817251988e-02 -3.8293206171e-01 2.9294621479e-01 165 nuv_3 9.3186011375e-01 6.4677248004e-02 -9.8775120186e-01 1.5137040151e+00 166 nuv_4 8.7030034184e-01 1.1311530185e-01 -1.1358614752e+00 1.0416068895e+00 167 nuv_5 7.7915085845e-01 1.7262463695e-01 -9.8531902111e-01 5.7881845509e-01 168 nuv_6 6.5742358666e-01 2.4011511374e-01 -7.6114535267e-01 -2.7382154249e-01 169 nuv_7 4.6546424013e-01 2.7494034858e-01 -1.8357935853e-01 -1.1712362801e+00 170 nuv_8 2.7940283511e-01 2.4337883915e-01 4.7034676464e-01 -9.3061984357e-01 171 nuv_9 1.3385496281e-01 1.8006884239e-01 1.2330254311e+00 8.9536131236e-01 172 nuv_10 4.9955726971e-02 1.0809142969e-01 1.3314209121e+00 2.8361042712e+00 173Sample moment statistics for each response function: 174 Mean Std Dev Skewness Kurtosis 175least_sq_term_1 -1.1257273627e-01 6.5983356485e-01 2.0740464546e-01 -1.4638756592e-01 176least_sq_term_2 1.8579202632e-02 4.5335652660e-02 3.7257608695e-01 -1.4114501008e-01 177least_sq_term_3 1.9676849023e-01 6.4186087591e-01 -3.6527002980e-01 3.3927265606e-01 178least_sq_term_4 4.6016198378e-02 4.5817251988e-02 3.8293206171e-01 2.9294621479e-01 179least_sq_term_5 -2.2439845920e-02 5.7837634290e-01 3.1026746548e-01 -2.2935424201e-01 180least_sq_term_6 6.8139886251e-02 6.4677248004e-02 9.8775120186e-01 1.5137040151e+00 181least_sq_term_7 8.9394994602e-02 5.3609577787e-01 2.6656920529e-01 1.9992034848e-01 182least_sq_term_8 1.2969965816e-01 1.1311530185e-01 1.1358614752e+00 1.0416068895e+00 183least_sq_term_9 2.0563160792e-01 6.6482255457e-01 -1.2450256617e-01 -9.1556201779e-02 184least_sq_term_10 2.2084914155e-01 1.7262463695e-01 9.8531902111e-01 5.7881845509e-01 185least_sq_term_11 -2.4367972377e-01 5.5319176858e-01 2.2567007607e-01 2.1122133928e-01 186least_sq_term_12 3.4257641334e-01 2.4011511374e-01 7.6114535267e-01 -2.7382154249e-01 187least_sq_term_13 -1.2808522908e-01 6.6954758803e-01 -4.4477003555e-01 9.5115513204e-01 188least_sq_term_14 5.3453575987e-01 2.7494034858e-01 1.8357935853e-01 -1.1712362801e+00 189least_sq_term_15 -3.4146241766e-02 5.9004519819e-01 -1.1378624036e-01 2.8935556809e-01 190least_sq_term_16 7.2059716489e-01 2.4337883915e-01 -4.7034676464e-01 -9.3061984357e-01 191least_sq_term_17 -3.6999970345e-03 6.4819859782e-01 1.0306883828e-01 1.5966420302e-01 192least_sq_term_18 8.6614503719e-01 1.8006884239e-01 -1.2330254311e+00 8.9536131236e-01 193Information gained from prior to posterior = 4.8520663655e+01 194dakota_4level.in 195Test Number 0 succeeded 196<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 197<<<<< Best parameters = 198 -4.0256500643e+00 cdv_1 199 3.9746582299e+00 cdv_2 200 -8.8318096037e-01 cdv_3 201 -1.8554578336e+00 cdv_4 202 1.0612166356e+00 cdv_5 203 -2.8356210015e+00 cdv_6 204 3.2335270752e+00 cdv_7 205 4.8812681339e+00 cdv_8 206 1.1983323640e+00 cdv_9 207 -3.2109206046e+00 cdv_10 208 -1.6166303879e+00 cdv_11 209 -4.4677916821e+00 cdv_12 210 1.9685759407e+00 cdv_13 211 -4.5946342063e+00 cdv_14 212 6.9801400192e-01 cdv_15 213 4.5025309955e-02 cdv_16 214 -3.1729347865e+00 cdv_17 215 -3.7821302652e+00 cdv_18 216 -1.8283456769e+00 cdv_19 217 -3.0071525905e+00 cdv_20 218 -3.3741739185e+00 cdv_21 219 9.2787038787e-02 cdv_22 220 -5.5112878540e-01 cdv_23 221 -9.8895862893e-01 cdv_24 222 -3.1287291727e-01 cdv_25 223 -6.5413423581e-01 cdv_26 224 -2.4919130286e-01 cdv_27 225 -2.5665981327e+00 cdv_28 226 -4.3756248406e+00 cdv_29 227 2.9399675520e+00 cdv_30 228 -1.0758687276e+00 cdv_31 229 1.7840376347e+00 cdv_32 230 -2.2896855558e+00 cdv_33 231 4.2087431186e+00 cdv_34 232 -1.9310457359e+00 cdv_35 233 1.7022840906e+00 cdv_36 234 -3.0749926804e+00 cdv_37 235 2.0950534976e+00 cdv_38 236 5.6599524008e-02 cdv_39 237 5.9842406869e-02 cdv_40 238 4.7725548689e+00 cdv_41 239 2.6819407019e+00 cdv_42 240 1.0449120882e-01 cdv_43 241 -4.6661053096e+00 cdv_44 242 2.5306456488e+00 cdv_45 243 4.9565439862e+00 cdv_46 244 -1.7902297924e+00 cdv_47 245 4.9785544766e+00 cdv_48 246 4.4727993237e-01 cdv_49 247 3.5502905464e+00 cdv_50 248 1.7382127040e+00 cdv_51 249 -2.8157860195e+00 cdv_52 250 -4.4775990612e+00 cdv_53 251 4.7242163214e+00 cdv_54 252 -3.0895495099e+00 cdv_55 253 1.2901050807e+00 cdv_56 254 2.8346750471e+00 cdv_57 255 1.2648288957e+00 cdv_58 256 4.3827656625e+00 cdv_59 257 1.6937510496e+00 cdv_60 258 -1.4527051097e+00 cdv_61 259 -1.0963943841e+00 cdv_62 260 -3.5733884588e+00 cdv_63 261 4.9669298789e+00 cdv_64 262 4.9730592902e+00 cdv_65 263 -3.2416082611e+00 cdv_66 264 2.0420456980e+00 cdv_67 265 -2.8711602824e+00 cdv_68 266 1.3391841443e+00 cdv_69 267 1.1825626805e+00 cdv_70 268 4.4648879735e+00 cdv_71 269 -4.2022667500e+00 cdv_72 270 2.4572824599e+00 cdv_73 271 2.8809559901e+00 cdv_74 272 -2.1892451216e+00 cdv_75 273 -2.2964993820e+00 cdv_76 274 -3.7172767948e+00 cdv_77 275 -3.6581121525e+00 cdv_78 276 3.3428148551e-01 cdv_79 277 1.3089782050e+00 cdv_80 278 1.2805724526e+00 cdv_81 279 -3.9048084768e+00 cdv_82 280 1.1383183827e+00 cdv_83 281 -3.0161155147e+00 cdv_84 282 -2.3286783589e+00 cdv_85 283 -3.2448775662e+00 cdv_86 284 4.6028427529e+00 cdv_87 285 2.6122740709e+00 cdv_88 286 1.4186058711e+00 cdv_89 287 -2.0086555840e+00 cdv_90 288 3.6782698671e+00 cdv_91 289 -3.0724624367e+00 cdv_92 290 -4.8437161350e+00 cdv_93 291 4.1451795036e+00 cdv_94 292 3.5954148073e+00 cdv_95 293 4.1230485806e+00 cdv_96 294<<<<< Best objective function = 295 1.7123442915e+04 296<<<<< Best constraint values = 297 1.4218529325e+01 298 1.7810733076e+01 299<<<<< Best data captured at function evaluation 1 300<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 301<<<<< Best parameters = 302 -7.2744360116e-01 cdv_1 303 4.3165191666e+00 cdv_2 304 -5.7132651603e-01 cdv_3 305 1.1204223033e+00 cdv_4 306 -3.6775147750e+00 cdv_5 307 7.7984928745e-01 cdv_6 308 -4.1664059166e+00 cdv_7 309 4.3974371830e+00 cdv_8 310 -1.1815704289e+00 cdv_9 311 2.1699658721e-01 cdv_10 312 -4.5730190953e-02 cdv_11 313 4.2306086068e+00 cdv_12 314 -2.1235811863e+00 cdv_13 315 -1.7876191627e+00 cdv_14 316 2.9649836412e+00 cdv_15 317 -4.6724144929e+00 cdv_16 318 5.3309712947e-01 cdv_17 319 -4.6856614429e+00 cdv_18 320 -4.3737954739e+00 cdv_19 321 6.1586119700e-01 cdv_20 322 -2.3429510329e+00 cdv_21 323 1.4403780588e+00 cdv_22 324 3.5343860904e+00 cdv_23 325 2.7541431613e+00 cdv_24 326 -4.0748555114e+00 cdv_25 327 4.3218958745e-01 cdv_26 328 -2.9455776472e+00 cdv_27 329 9.9375860688e-01 cdv_28 330 -2.4013280523e+00 cdv_29 331 -3.7507707012e+00 cdv_30 332 2.8593470991e+00 cdv_31 333 -3.9571859952e+00 cdv_32 334 -1.5629557909e+00 cdv_33 335 2.8897209194e+00 cdv_34 336 -4.6634624014e-02 cdv_35 337 -2.3747680729e+00 cdv_36 338 3.7057172766e+00 cdv_37 339 -8.1057106533e-02 cdv_38 340 1.0488177567e+00 cdv_39 341 2.2346428470e+00 cdv_40 342 -1.8703548195e+00 cdv_41 343 -3.5682178791e+00 cdv_42 344 4.5102715403e+00 cdv_43 345 3.9591248550e+00 cdv_44 346 -3.9249094619e+00 cdv_45 347 4.0456526986e+00 cdv_46 348 -3.8864576003e+00 cdv_47 349 -3.6339607665e+00 cdv_48 350 2.8365279521e+00 cdv_49 351 -4.1309958608e+00 cdv_50 352 4.3047537449e+00 cdv_51 353 -4.2874730059e+00 cdv_52 354 4.8695813428e+00 cdv_53 355 -2.7036182384e+00 cdv_54 356 1.8657522133e+00 cdv_55 357 3.1323281021e+00 cdv_56 358 -3.8421274926e+00 cdv_57 359 -3.1268425703e+00 cdv_58 360 2.4014130147e+00 cdv_59 361 2.6452938159e+00 cdv_60 362 3.6661948864e+00 cdv_61 363 2.0446389063e+00 cdv_62 364 2.7633200412e+00 cdv_63 365 -4.5181013770e+00 cdv_64 366 -4.9021868647e+00 cdv_65 367 -1.2054462923e+00 cdv_66 368 -1.9390075881e+00 cdv_67 369 2.2067112710e+00 cdv_68 370 2.8078774177e+00 cdv_69 371 4.1464304032e+00 cdv_70 372 1.8146252795e+00 cdv_71 373 -1.5243429279e+00 cdv_72 374 3.4118580639e+00 cdv_73 375 8.0391663068e-01 cdv_74 376 6.5529276588e-01 cdv_75 377 -3.8870882907e+00 cdv_76 378 -1.5748348407e+00 cdv_77 379 4.6826285993e+00 cdv_78 380 -3.4165348896e-01 cdv_79 381 3.6621122787e+00 cdv_80 382 -2.8056499170e-01 cdv_81 383 -1.0380579986e+00 cdv_82 384 1.3622785255e+00 cdv_83 385 -7.1696620900e-01 cdv_84 386 3.8173605831e+00 cdv_85 387 2.2326762471e+00 cdv_86 388 -3.0690607846e+00 cdv_87 389 4.8646955417e+00 cdv_88 390 6.7624664196e-01 cdv_89 391 -1.5194424494e+00 cdv_90 392 -3.2754934613e+00 cdv_91 393 -1.2125435505e+00 cdv_92 394 -2.9922806971e+00 cdv_93 395 -3.7798474624e+00 cdv_94 396 2.9754280262e+00 cdv_95 397 1.5492252262e+00 cdv_96 398<<<<< Best objective function = 399 1.7709049851e+04 400<<<<< Best constraint values = 401 -1.6290853904e+00 402 1.8996059516e+01 403<<<<< Best data captured at function evaluation 1537 404<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 405<<<<< Best parameters = 406 4.7753232798e-01 cdv_1 407 -1.2823641132e+00 cdv_2 408 5.4106004135e+00 cdv_3 409 2.1933350645e+00 cdv_4 410 4.2453332736e+00 cdv_5 411 3.3229583923e+00 cdv_6 412 1.9380645359e+00 cdv_7 413 -2.9821779389e+00 cdv_8 414 1.0869302748e+00 cdv_9 415 5.4433850115e+00 cdv_10 416 6.4845402378e+00 cdv_11 417 2.4713556097e+00 cdv_12 418 4.4685373117e+00 cdv_13 419 6.1566248570e+00 cdv_14 420 1.2797446462e+00 cdv_15 421 -2.0346819598e+00 cdv_16 422 6.1188334717e+00 cdv_17 423 5.4620401845e+00 cdv_18 424 -1.0979391526e+00 cdv_19 425 3.2851252527e+00 cdv_20 426 -3.3424071092e+00 cdv_21 427 1.2245068674e+00 cdv_22 428 6.4382049015e+00 cdv_23 429 1.5984366349e+00 cdv_24 430 7.3805025356e-01 cdv_25 431 -2.8748846861e-01 cdv_26 432 5.5170773550e+00 cdv_27 433 3.5962356311e+00 cdv_28 434 1.2411231667e+00 cdv_29 435 4.3577960143e+00 cdv_30 436 2.6014243595e+00 cdv_31 437 -2.7077696236e+00 cdv_32 438 -1.4970490338e+00 cdv_33 439 -1.3325860069e-01 cdv_34 440 3.8592229525e+00 cdv_35 441 1.4586256263e+00 cdv_36 442 3.5031703454e+00 cdv_37 443 -1.0032134321e+00 cdv_38 444 -3.1341412349e+00 cdv_39 445 2.9787523228e+00 cdv_40 446 5.2934765519e+00 cdv_41 447 2.5679845710e+00 cdv_42 448 4.9235440789e+00 cdv_43 449 -1.2730024710e-02 cdv_44 450 -1.6296167224e+00 cdv_45 451 -5.4815264308e-01 cdv_46 452 -2.0073547517e+00 cdv_47 453 -3.4216738917e+00 cdv_48 454 -2.0835736679e+00 cdv_49 455 -1.5615830505e+00 cdv_50 456 2.0781733259e+00 cdv_51 457 4.7449878414e+00 cdv_52 458 2.1955229182e-01 cdv_53 459 1.4211851214e+00 cdv_54 460 1.3514704197e+00 cdv_55 461 2.0833012794e+00 cdv_56 462 1.2745944638e+00 cdv_57 463 1.0872767169e+00 cdv_58 464 -5.6845925802e-01 cdv_59 465 2.2963741471e+00 cdv_60 466 -2.1511788071e+00 cdv_61 467 1.4352995226e+00 cdv_62 468 -2.2537676109e-01 cdv_63 469 -3.4455909506e-01 cdv_64 470 5.9469332229e+00 cdv_65 471 -2.2601301300e+00 cdv_66 472 -1.1317463468e+00 cdv_67 473 1.1080218276e+00 cdv_68 474 3.5352072770e+00 cdv_69 475 3.7247361949e+00 cdv_70 476 6.1808233083e+00 cdv_71 477 4.1587242837e+00 cdv_72 478 2.6022204257e+00 cdv_73 479 -8.3601247301e-01 cdv_74 480 -3.4490479747e+00 cdv_75 481 5.0966477806e+00 cdv_76 482 2.0969615195e+00 cdv_77 483 2.5054550629e+00 cdv_78 484 -1.8666671738e+00 cdv_79 485 1.4866433955e+00 cdv_80 486 -2.8562290035e+00 cdv_81 487 5.9898783097e+00 cdv_82 488 -1.7663332520e+00 cdv_83 489 -1.8235855875e+00 cdv_84 490 -3.0895115831e+00 cdv_85 491 -2.8710484015e-01 cdv_86 492 6.0310418741e+00 cdv_87 493 2.2724225459e+00 cdv_88 494 -8.4456338824e-01 cdv_89 495 3.2300618555e+00 cdv_90 496 -3.3024375048e+00 cdv_91 497 5.7391121573e+00 cdv_92 498 -2.7515039251e+00 cdv_93 499 5.2275048824e+00 cdv_94 500 -1.0511887899e+00 cdv_95 501 6.5910690148e-01 cdv_96 502<<<<< Best objective function = 503 1.3923102777e+04 504<<<<< Best constraint values = 505 8.6921918086e-01 506 1.4056915548e+00 507<<<<< Best data captured at function evaluation 4608 508<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 509<<<<< Best parameters = 510 -1.8223676494e+00 cdv_1 511 -2.3391216541e+00 cdv_2 512 3.3726043371e+00 cdv_3 513 4.7944534278e+00 cdv_4 514 3.7271773279e+00 cdv_5 515 4.5113760814e+00 cdv_6 516 4.1985734143e+00 cdv_7 517 4.7939097765e+00 cdv_8 518 -1.3331757370e+00 cdv_9 519 -3.3314016616e+00 cdv_10 520 -1.9144074349e+00 cdv_11 521 -2.5511086117e+00 cdv_12 522 -3.4185380961e-01 cdv_13 523 2.1542111832e+00 cdv_14 524 -1.4059473889e+00 cdv_15 525 -2.6657215787e+00 cdv_16 526 5.5142148082e+00 cdv_17 527 6.9717136197e-01 cdv_18 528 -2.5569940337e+00 cdv_19 529 5.2499360706e+00 cdv_20 530 -1.0594358521e+00 cdv_21 531 3.7656780250e+00 cdv_22 532 2.7857346559e+00 cdv_23 533 4.5744961610e+00 cdv_24 534 3.0753495614e+00 cdv_25 535 -2.0748571584e+00 cdv_26 536 1.9222205683e+00 cdv_27 537 -9.4967887024e-01 cdv_28 538 1.2142253045e-01 cdv_29 539 -1.2266740861e+00 cdv_30 540 3.9567765008e+00 cdv_31 541 5.6998358078e+00 cdv_32 542 1.7363811748e+00 cdv_33 543 -2.4856730214e+00 cdv_34 544 -8.2465600325e-01 cdv_35 545 -1.6083254103e+00 cdv_36 546 2.3220562245e+00 cdv_37 547 -5.1256132599e-01 cdv_38 548 6.3009159554e+00 cdv_39 549 -2.9125015351e+00 cdv_40 550 4.6913857489e-01 cdv_41 551 -9.2318206031e-01 cdv_42 552 3.9974083158e+00 cdv_43 553 -2.4965133359e+00 cdv_44 554 2.4506013118e+00 cdv_45 555 2.1385222397e-01 cdv_46 556 1.3615680270e+00 cdv_47 557 2.5045619753e+00 cdv_48 558 -4.0026257014e-01 cdv_49 559 1.4477942825e+00 cdv_50 560 4.1255743654e+00 cdv_51 561 3.3043668195e+00 cdv_52 562 5.0285382776e+00 cdv_53 563 6.0505649626e+00 cdv_54 564 1.0368072752e+00 cdv_55 565 3.6129114786e+00 cdv_56 566 5.3870771708e+00 cdv_57 567 -7.6291740227e-01 cdv_58 568 2.3816628533e+00 cdv_59 569 9.7941722436e-02 cdv_60 570 3.2839389430e+00 cdv_61 571 -1.1493587167e+00 cdv_62 572 1.0024058026e-01 cdv_63 573 -1.2525018081e+00 cdv_64 574 1.9295673105e+00 cdv_65 575 5.3353812864e+00 cdv_66 576 -3.4091714062e+00 cdv_67 577 1.3834101678e+00 cdv_68 578 3.9801121383e-01 cdv_69 579 -1.4833157523e+00 cdv_70 580 3.8621103970e+00 cdv_71 581 1.3223241473e+00 cdv_72 582 2.0644895051e+00 cdv_73 583 -2.0209396758e+00 cdv_74 584 -1.1787045230e+00 cdv_75 585 1.6347485926e+00 cdv_76 586 3.6730937788e+00 cdv_77 587 6.0582078156e+00 cdv_78 588 1.9965646541e+00 cdv_79 589 -2.6725339584e+00 cdv_80 590 1.5718832050e+00 cdv_81 591 2.5196994051e+00 cdv_82 592 4.9695595492e-01 cdv_83 593 -6.1307854917e-01 cdv_84 594 -2.4320137990e+00 cdv_85 595 3.3863603883e+00 cdv_86 596 -1.9193852055e+00 cdv_87 597 -3.2906684691e+00 cdv_88 598 2.9199797666e-02 cdv_89 599 7.8836157311e-01 cdv_90 600 3.9783969912e+00 cdv_91 601 1.4270824213e+00 cdv_92 602 -5.0435248496e-01 cdv_93 603 -1.9377260679e+00 cdv_94 604 6.2448586086e+00 cdv_95 605 -7.7585009252e-01 cdv_96 606<<<<< Best objective function = 607 1.0034845209e+04 608<<<<< Best constraint values = 609 4.4905846768e+00 610 6.3826739373e+00 611<<<<< Best data captured at function evaluation 6144 612<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 613<<<<< Best parameters = 614 -1.6490714348e-01 cdv_1 615 2.5021752250e-01 cdv_2 616 6.0279682070e+00 cdv_3 617 -1.2835899991e+00 cdv_4 618 -3.0714601709e+00 cdv_5 619 -3.4568207606e+00 cdv_6 620 -7.7739217653e-01 cdv_7 621 -5.1615290640e-01 cdv_8 622 -2.8386892483e+00 cdv_9 623 2.6309178858e+00 cdv_10 624 3.8335377434e+00 cdv_11 625 -1.6221200781e+00 cdv_12 626 -2.4848240977e+00 cdv_13 627 -3.0221712333e+00 cdv_14 628 -2.1761039830e+00 cdv_15 629 -9.8219365610e-02 cdv_16 630 9.1514930784e-01 cdv_17 631 -2.2823893832e+00 cdv_18 632 2.8683714471e+00 cdv_19 633 1.4796727854e+00 cdv_20 634 -2.7025939530e+00 cdv_21 635 5.6217526488e-01 cdv_22 636 4.3353948891e+00 cdv_23 637 -1.5754732386e-01 cdv_24 638 -8.2602140761e-01 cdv_25 639 4.4045924919e+00 cdv_26 640 1.6709919132e+00 cdv_27 641 -1.7026969347e+00 cdv_28 642 -3.4271611485e+00 cdv_29 643 -3.0373678654e-01 cdv_30 644 -1.8478250687e+00 cdv_31 645 -2.0032288833e+00 cdv_32 646 -3.0369498197e+00 cdv_33 647 -9.5329594328e-01 cdv_34 648 1.8843156884e+00 cdv_35 649 -1.5682511438e+00 cdv_36 650 -1.0319918536e+00 cdv_37 651 2.6231878229e+00 cdv_38 652 4.2929882706e+00 cdv_39 653 2.7700731429e-01 cdv_40 654 2.5415265760e+00 cdv_41 655 6.0156369737e+00 cdv_42 656 6.0511002773e+00 cdv_43 657 2.9200942229e+00 cdv_44 658 -1.3142973671e+00 cdv_45 659 -3.2524344588e+00 cdv_46 660 -1.2814733080e+00 cdv_47 661 5.5823129706e+00 cdv_48 662 -1.9456283133e+00 cdv_49 663 5.9722549540e+00 cdv_50 664 9.0257111282e-01 cdv_51 665 -9.8975141373e-01 cdv_52 666 -3.6794428247e+00 cdv_53 667 2.4891651304e+00 cdv_54 668 1.8374880388e+00 cdv_55 669 3.8605007768e+00 cdv_56 670 3.3875962355e-01 cdv_57 671 1.8703146272e+00 cdv_58 672 4.8873522091e+00 cdv_59 673 -9.7558961274e-01 cdv_60 674 -3.4468928696e+00 cdv_61 675 3.9445068184e+00 cdv_62 676 5.4046017142e+00 cdv_63 677 2.3039069571e+00 cdv_64 678 4.9687753799e+00 cdv_65 679 2.2038980074e+00 cdv_66 680 2.2420957961e+00 cdv_67 681 1.3218353838e+00 cdv_68 682 3.4095244995e+00 cdv_69 683 -3.3328656417e+00 cdv_70 684 5.5055952291e-03 cdv_71 685 -2.1872029002e+00 cdv_72 686 5.4424231849e+00 cdv_73 687 -2.0690731084e+00 cdv_74 688 3.4691879426e+00 cdv_75 689 -2.1577761137e+00 cdv_76 690 4.6026159121e-01 cdv_77 691 1.8761585545e+00 cdv_78 692 3.8096233938e+00 cdv_79 693 5.8378156032e+00 cdv_80 694 -5.0894890141e-01 cdv_81 695 -2.8890848436e-01 cdv_82 696 4.0595134600e+00 cdv_83 697 4.6925425134e+00 cdv_84 698 -1.5840741540e+00 cdv_85 699 -3.5880606466e+00 cdv_86 700 -3.0171520031e+00 cdv_87 701 1.0013983815e+00 cdv_88 702 5.6334933712e+00 cdv_89 703 3.8716296778e+00 cdv_90 704 1.2324433300e+00 cdv_91 705 -1.3667559103e+00 cdv_92 706 3.5315471454e-01 cdv_93 707 1.2403863098e+00 cdv_94 708 -2.7454635124e-01 cdv_95 709 4.1231025532e+00 cdv_96 710<<<<< Best objective function = 711 1.1969541726e+04 712<<<<< Best constraint values = 713 -9.7914395280e-02 714 1.4506238031e-01 715<<<<< Best data captured at function evaluation 7394 716<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 717<<<<< Best parameters = 718 1.0553301294e+00 cdv_1 719 -6.3444418192e-02 cdv_2 720 3.4599561522e+00 cdv_3 721 4.3004542889e+00 cdv_4 722 -1.0271624767e+00 cdv_5 723 -4.2877647637e+00 cdv_6 724 3.4981230832e+00 cdv_7 725 2.2047289297e+00 cdv_8 726 -2.1338064409e+00 cdv_9 727 -1.6044793096e+00 cdv_10 728 4.4420368917e+00 cdv_11 729 -4.6397212867e+00 cdv_12 730 3.6396441354e+00 cdv_13 731 1.2268208855e+00 cdv_14 732 -8.8440964969e-01 cdv_15 733 -3.2116631230e+00 cdv_16 734 -4.4050559698e+00 cdv_17 735 -2.6830202129e+00 cdv_18 736 7.9733598570e-01 cdv_19 737 2.2592745073e+00 cdv_20 738 -9.0419148095e-01 cdv_21 739 8.3226230306e-01 cdv_22 740 -3.7185573028e+00 cdv_23 741 -3.1557182833e+00 cdv_24 742 2.0846815974e-01 cdv_25 743 1.4695566342e-01 cdv_26 744 2.9604134738e+00 cdv_27 745 3.2104956203e+00 cdv_28 746 1.2980451769e-02 cdv_29 747 -9.9206686136e-02 cdv_30 748 4.3602242847e+00 cdv_31 749 -9.8915098022e-01 cdv_32 750 4.4945528644e+00 cdv_33 751 2.4273591534e+00 cdv_34 752 4.7502009257e+00 cdv_35 753 2.0978867878e+00 cdv_36 754 1.0122044472e+00 cdv_37 755 -3.1376734934e+00 cdv_38 756 -3.5868382754e+00 cdv_39 757 -1.5179241694e+00 cdv_40 758 2.6252058047e+00 cdv_41 759 -3.8906112042e-01 cdv_42 760 -1.7818351534e+00 cdv_43 761 1.5690063879e+00 cdv_44 762 -2.8243167471e-01 cdv_45 763 3.0992748602e+00 cdv_46 764 -4.9742011218e+00 cdv_47 765 -1.1742009561e+00 cdv_48 766 3.3467854195e+00 cdv_49 767 2.5565215700e+00 cdv_50 768 -2.9851165944e+00 cdv_51 769 2.3295274410e+00 cdv_52 770 3.9015761332e+00 cdv_53 771 -4.4741268305e+00 cdv_54 772 3.0914443147e-01 cdv_55 773 -7.3904297421e-01 cdv_56 774 -4.5397084785e+00 cdv_57 775 -9.2700946669e-01 cdv_58 776 1.8019170007e+00 cdv_59 777 -2.7434420350e+00 cdv_60 778 1.3542018258e+00 cdv_61 779 -1.6834438814e+00 cdv_62 780 -1.1870783915e+00 cdv_63 781 -2.5252581729e-01 cdv_64 782 -1.5261483827e+00 cdv_65 783 -2.4221682843e+00 cdv_66 784 -9.2535673961e-01 cdv_67 785 3.8515815876e+00 cdv_68 786 5.8478220511e-01 cdv_69 787 4.7746133574e+00 cdv_70 788 -5.8760601591e-01 cdv_71 789 -4.8193060758e+00 cdv_72 790 3.2217601266e+00 cdv_73 791 1.2832871534e+00 cdv_74 792 -3.1398353397e+00 cdv_75 793 -1.8963452635e+00 cdv_76 794 -4.3938314061e+00 cdv_77 795 -1.8275790916e+00 cdv_78 796 -4.4750778850e+00 cdv_79 797 1.7746507297e+00 cdv_80 798 -4.8534361648e+00 cdv_81 799 -4.9132533252e+00 cdv_82 800 -1.7555149549e+00 cdv_83 801 7.7356851146e-01 cdv_84 802 -3.5707283989e+00 cdv_85 803 -2.4316452133e-03 cdv_86 804 -2.9035106427e+00 cdv_87 805 -2.0846430211e+00 cdv_88 806 -7.7455294590e-01 cdv_89 807 -4.3136717333e+00 cdv_90 808 -2.1941782718e+00 cdv_91 809 -2.1058169635e+00 cdv_92 810 3.9619982182e+00 cdv_93 811 2.6763409749e+00 cdv_94 812 1.2838602159e+00 cdv_95 813 4.9667031591e+00 cdv_96 814<<<<< Best objective function = 815 1.8078468481e+04 816<<<<< Best constraint values = 817 1.1454438910e+00 818 -5.2363987048e-01 819<<<<< Best data captured at function evaluation 7681 820<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 821<<<<< Best parameters = 822 -4.7744473781e+00 cdv_1 823 4.6163120840e+00 cdv_2 824 2.7947157944e+00 cdv_3 825 -3.8915992714e+00 cdv_4 826 -2.0876252090e+00 cdv_5 827 -1.1435024230e+00 cdv_6 828 -1.0666193892e+00 cdv_7 829 -2.9933492843e+00 cdv_8 830 -4.7454157113e+00 cdv_9 831 -2.5619066136e+00 cdv_10 832 -5.4585836721e-01 cdv_11 833 -4.8017234076e-02 cdv_12 834 -4.0176920636e+00 cdv_13 835 1.7303240204e-01 cdv_14 836 -2.1688954277e+00 cdv_15 837 2.8087015125e+00 cdv_16 838 -4.3829827113e-01 cdv_17 839 -2.3203141762e+00 cdv_18 840 -2.4096890256e-01 cdv_19 841 2.5429888330e+00 cdv_20 842 -1.6086721331e+00 cdv_21 843 -3.9544177872e+00 cdv_22 844 -1.6798308142e+00 cdv_23 845 4.7617271100e+00 cdv_24 846 -1.5083836938e+00 cdv_25 847 8.8009099117e-01 cdv_26 848 -3.3590753356e+00 cdv_27 849 3.8197493708e+00 cdv_28 850 2.1762690054e+00 cdv_29 851 -4.3640309551e+00 cdv_30 852 -1.6488530619e+00 cdv_31 853 -2.2284479180e+00 cdv_32 854 -5.7987035078e-01 cdv_33 855 4.4484574988e-01 cdv_34 856 9.2530619722e-01 cdv_35 857 4.7059591693e+00 cdv_36 858 -7.3312807886e-01 cdv_37 859 1.7214901382e+00 cdv_38 860 2.0970478882e+00 cdv_39 861 -3.6618145761e+00 cdv_40 862 -4.4362958884e+00 cdv_41 863 2.1585000776e+00 cdv_42 864 -2.1740311963e+00 cdv_43 865 -2.2022545158e+00 cdv_44 866 -1.1800771949e+00 cdv_45 867 -5.2599127608e-01 cdv_46 868 3.1637866946e+00 cdv_47 869 1.9573609704e+00 cdv_48 870 -8.4508801364e-01 cdv_49 871 2.0110421437e+00 cdv_50 872 -9.1704599385e-01 cdv_51 873 3.9181933245e+00 cdv_52 874 -2.5764322781e+00 cdv_53 875 3.5978164937e+00 cdv_54 876 -3.7092692065e+00 cdv_55 877 3.7378623702e+00 cdv_56 878 -3.2973224124e+00 cdv_57 879 -3.7159167452e+00 cdv_58 880 2.9336594868e+00 cdv_59 881 3.4027886072e-01 cdv_60 882 8.4204695721e-01 cdv_61 883 3.3515855660e+00 cdv_62 884 4.3483870525e+00 cdv_63 885 2.8627771242e+00 cdv_64 886 -3.5792476051e+00 cdv_65 887 -8.3091841904e-01 cdv_66 888 -3.1509884274e+00 cdv_67 889 1.9837027968e+00 cdv_68 890 -3.6105062167e+00 cdv_69 891 2.9519323386e-01 cdv_70 892 3.4173619497e-01 cdv_71 893 1.0536702751e+00 cdv_72 894 4.8182247136e+00 cdv_73 895 -3.8466369902e+00 cdv_74 896 2.2897751575e-02 cdv_75 897 6.5868520547e-01 cdv_76 898 -4.6741026436e+00 cdv_77 899 1.8853701721e+00 cdv_78 900 3.6596435123e+00 cdv_79 901 -3.8927188819e+00 cdv_80 902 -7.7010254182e-01 cdv_81 903 3.6741486353e-01 cdv_82 904 5.0830946430e-01 cdv_83 905 -1.6470976096e-01 cdv_84 906 2.5705354390e+00 cdv_85 907 -2.6842102024e+00 cdv_86 908 4.0016677559e+00 cdv_87 909 -9.4037464374e-01 cdv_88 910 -8.4315321117e-01 cdv_89 911 1.3894173745e+00 cdv_90 912 1.0711271646e+00 cdv_91 913 -4.0421922096e+00 cdv_92 914 2.5369739298e+00 cdv_93 915 3.0026478412e+00 cdv_94 916 -3.6802572661e+00 cdv_95 917 4.0245425315e-01 cdv_96 918<<<<< Best objective function = 919 1.5508022341e+04 920<<<<< Best constraint values = 921 2.0487191724e+01 922 2.3697560946e+01 923<<<<< Best data captured at function evaluation 9217 924<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 925<<<<< Best parameters = 926 2.3210895832e+00 cdv_1 927 -2.4860202053e+00 cdv_2 928 3.6640436823e+00 cdv_3 929 3.1530596994e+00 cdv_4 930 -2.5893941259e+00 cdv_5 931 4.7338669050e+00 cdv_6 932 -4.3508385437e+00 cdv_7 933 -4.2153127754e-01 cdv_8 934 -1.5196891613e+00 cdv_9 935 -3.5225224229e+00 cdv_10 936 -4.1893986610e+00 cdv_11 937 -1.4424238879e+00 cdv_12 938 -1.9852607499e+00 cdv_13 939 -2.2081557216e+00 cdv_14 940 6.1406493216e-01 cdv_15 941 2.2819566550e+00 cdv_16 942 -1.4629697983e+00 cdv_17 943 9.5062641174e-01 cdv_18 944 -4.4604166067e+00 cdv_19 945 1.8914126804e+00 cdv_20 946 8.4127653778e-01 cdv_21 947 5.4311761184e+00 cdv_22 948 3.3855879274e+00 cdv_23 949 1.1057050917e+00 cdv_24 950 -5.5172369389e-01 cdv_25 951 1.8293448572e+00 cdv_26 952 -1.4249118309e+00 cdv_27 953 2.8479293289e+00 cdv_28 954 -3.3056887002e+00 cdv_29 955 -4.9074045483e-02 cdv_30 956 -3.2980009475e+00 cdv_31 957 1.6037888165e+00 cdv_32 958 2.7272846525e+00 cdv_33 959 -2.5759115842e+00 cdv_34 960 -4.4034023197e-01 cdv_35 961 3.7612226727e+00 cdv_36 962 7.4309528718e-01 cdv_37 963 -3.2456508119e+00 cdv_38 964 -1.4060178927e+00 cdv_39 965 2.4743456293e+00 cdv_40 966 -3.4914131499e+00 cdv_41 967 -5.1496608406e-01 cdv_42 968 1.7549992568e-01 cdv_43 969 -2.4484696344e+00 cdv_44 970 -7.8034072232e-01 cdv_45 971 -2.6114909385e+00 cdv_46 972 3.4197394547e+00 cdv_47 973 4.2069233536e+00 cdv_48 974 5.3262691728e+00 cdv_49 975 -1.8720413687e+00 cdv_50 976 2.6181064660e+00 cdv_51 977 2.6148929357e-01 cdv_52 978 -2.0830306267e-02 cdv_53 979 1.2826086349e+00 cdv_54 980 -3.2944967104e+00 cdv_55 981 2.9196722086e+00 cdv_56 982 5.2164819131e+00 cdv_57 983 2.7314714012e+00 cdv_58 984 -4.3974985452e+00 cdv_59 985 -4.4220004930e-01 cdv_60 986 3.7725601655e+00 cdv_61 987 1.8060685976e+00 cdv_62 988 -2.2160873265e+00 cdv_63 989 -3.1661589819e+00 cdv_64 990 -2.5247339363e+00 cdv_65 991 3.9785219884e+00 cdv_66 992 3.1877902178e+00 cdv_67 993 1.5393716445e+00 cdv_68 994 8.1504217543e-01 cdv_69 995 3.3456761646e+00 cdv_70 996 -2.0694262921e+00 cdv_71 997 1.0196848692e+00 cdv_72 998 -3.9270450982e-01 cdv_73 999 -4.0471312595e+00 cdv_74 1000 1.7199467871e+00 cdv_75 1001 5.2873643076e+00 cdv_76 1002 -3.4051288110e+00 cdv_77 1003 3.7886017528e+00 cdv_78 1004 6.1969010951e-02 cdv_79 1005 -1.8730651395e+00 cdv_80 1006 -1.9605224606e+00 cdv_81 1007 2.1420143048e+00 cdv_82 1008 -2.2674920198e+00 cdv_83 1009 -1.0071828099e+00 cdv_84 1010 -1.2765745080e-01 cdv_85 1011 3.4759236416e+00 cdv_86 1012 1.0199166002e+00 cdv_87 1013 4.7876203271e+00 cdv_88 1014 -3.1757628188e+00 cdv_89 1015 3.6392531040e+00 cdv_90 1016 -1.5455985855e+00 cdv_91 1017 1.6736451186e+00 cdv_92 1018 -2.8772338019e+00 cdv_93 1019 -2.3006097783e+00 cdv_94 1020 4.4559786192e+00 cdv_95 1021 3.5281838518e+00 cdv_96 1022<<<<< Best objective function = 1023 1.2044504691e+04 1024<<<<< Best constraint values = 1025 6.6304669557e+00 1026 5.0197516694e+00 1027<<<<< Best data captured at function evaluation 11278 1028<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1029<<<<< Best parameters = 1030 3.4446397787e+00 cdv_1 1031 2.2948802363e+00 cdv_2 1032 -3.7572551297e+00 cdv_3 1033 -1.6133196851e+00 cdv_4 1034 3.3398259510e+00 cdv_5 1035 1.5647598283e+00 cdv_6 1036 4.7505299592e+00 cdv_7 1037 -7.2410099189e-02 cdv_8 1038 1.9853004167e+00 cdv_9 1039 1.7388752488e+00 cdv_10 1040 1.6407262915e+00 cdv_11 1041 7.4288038062e-01 cdv_12 1042 1.3708590958e+00 cdv_13 1043 -3.3408294364e-01 cdv_14 1044 2.1043236543e+00 cdv_15 1045 -3.5288559089e-01 cdv_16 1046 -4.5976512386e+00 cdv_17 1047 -6.7265279290e-01 cdv_18 1048 1.2445682371e+00 cdv_19 1049 -1.4940841523e+00 cdv_20 1050 2.9048058427e+00 cdv_21 1051 3.0357793364e+00 cdv_22 1052 4.3882234981e+00 cdv_23 1053 -4.2223384062e+00 cdv_24 1054 1.8623590473e+00 cdv_25 1055 2.2464192952e+00 cdv_26 1056 2.7868482853e+00 cdv_27 1057 -4.2728200912e+00 cdv_28 1058 -6.7814915654e-01 cdv_29 1059 2.3546662123e+00 cdv_30 1060 -3.4301269313e+00 cdv_31 1061 -1.2681699912e+00 cdv_32 1062 -3.5412523614e-01 cdv_33 1063 3.4533475102e+00 cdv_34 1064 -3.5741367480e+00 cdv_35 1065 -1.3906127054e+00 cdv_36 1066 -4.1612573744e-01 cdv_37 1067 7.8417807003e-01 cdv_38 1068 -3.2484323277e+00 cdv_39 1069 -3.6173960388e-01 cdv_40 1070 2.9379455818e+00 cdv_41 1071 -3.0422326906e+00 cdv_42 1072 -1.0175384560e+00 cdv_43 1073 9.9286075846e-01 cdv_44 1074 6.3350684669e-01 cdv_45 1075 1.0150503625e+00 cdv_46 1076 4.6984968616e+00 cdv_47 1077 1.4518245481e+00 cdv_48 1078 -2.3466704926e+00 cdv_49 1079 9.1287921280e-01 cdv_50 1080 1.1312766640e+00 cdv_51 1081 -3.1587116391e+00 cdv_52 1082 4.6271044945e-01 cdv_53 1083 -1.2855986955e+00 cdv_54 1084 4.0513244264e+00 cdv_55 1085 -2.0133327147e+00 cdv_56 1086 -2.6888175190e+00 cdv_57 1087 4.1508161764e+00 cdv_58 1088 6.5557572244e-01 cdv_59 1089 2.2486156099e+00 cdv_60 1090 2.9085125070e+00 cdv_61 1091 4.2134152759e+00 cdv_62 1092 4.6866394814e+00 cdv_63 1093 2.1767491243e+00 cdv_64 1094 1.5167280603e+00 cdv_65 1095 -2.7558585338e+00 cdv_66 1096 -4.5478705517e+00 cdv_67 1097 2.7839710183e+00 cdv_68 1098 -4.8191579230e+00 cdv_69 1099 -1.2625882221e+00 cdv_70 1100 -1.6630205773e+00 cdv_71 1101 4.0938062753e+00 cdv_72 1102 3.7840275461e+00 cdv_73 1103 -1.0457413820e+00 cdv_74 1104 -2.3397693566e-01 cdv_75 1105 3.7674530445e+00 cdv_76 1106 3.5318033186e+00 cdv_77 1107 -3.9302791479e+00 cdv_78 1108 -1.3240132876e+00 cdv_79 1109 2.3915387767e+00 cdv_80 1110 3.3963192819e+00 cdv_81 1111 -4.3452956001e+00 cdv_82 1112 3.5347344920e+00 cdv_83 1113 2.3899438084e+00 cdv_84 1114 3.5601104581e-01 cdv_85 1115 1.3424683233e+00 cdv_86 1116 -3.7325026545e-02 cdv_87 1117 -4.2789389760e+00 cdv_88 1118 -4.8756416612e+00 cdv_89 1119 -3.8516727409e+00 cdv_90 1120 -7.7032736318e-01 cdv_91 1121 3.5800381869e+00 cdv_92 1122 2.7848046428e-01 cdv_93 1123 4.2303691884e+00 cdv_94 1124 4.5024961355e+00 cdv_95 1125 2.4875080617e+00 cdv_96 1126<<<<< Best objective function = 1127 1.3532898330e+04 1128<<<<< Best constraint values = 1129 1.0718103087e+01 1130 3.5441554098e+00 1131<<<<< Best data captured at function evaluation 12289 1132<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1133<<<<< Best parameters = 1134 2.7828028290e+00 cdv_1 1135 -2.9479532311e+00 cdv_2 1136 -2.4032076054e+00 cdv_3 1137 1.8918567749e+00 cdv_4 1138 2.2272369263e+00 cdv_5 1139 -2.5041631766e-01 cdv_6 1140 -2.0375169412e+00 cdv_7 1141 -4.5445428923e+00 cdv_8 1142 3.0282097740e+00 cdv_9 1143 3.6710214858e+00 cdv_10 1144 2.3660391934e+00 cdv_11 1145 -1.9482859893e+00 cdv_12 1146 -1.1621952704e+00 cdv_13 1147 3.1142078890e+00 cdv_14 1148 3.9200751800e+00 cdv_15 1149 -2.2725587233e+00 cdv_16 1150 -3.5617781354e+00 cdv_17 1151 3.0848691244e+00 cdv_18 1152 -1.9534392642e+00 cdv_19 1153 -5.9410935630e-01 cdv_20 1154 4.5197860691e+00 cdv_21 1155 3.9743734876e+00 cdv_22 1156 5.9300656272e-01 cdv_23 1157 4.1530825398e+00 cdv_24 1158 1.4130688213e+00 cdv_25 1159 -3.3867795244e+00 cdv_26 1160 2.0330117385e+00 cdv_27 1161 -4.4201434082e+00 cdv_28 1162 1.4620817372e+00 cdv_29 1163 -1.9149551336e+00 cdv_30 1164 -1.5471192148e+00 cdv_31 1165 -2.3068130501e+00 cdv_32 1166 4.2417849653e+00 cdv_33 1167 1.3988545864e+00 cdv_34 1168 4.1915949593e+00 cdv_35 1169 -4.4378233936e+00 cdv_36 1170 -3.4895771586e+00 cdv_37 1171 7.6181755320e-01 cdv_38 1172 4.0746659196e+00 cdv_39 1173 -1.3961525861e+00 cdv_40 1174 1.3390958072e+00 cdv_41 1175 -1.5365694938e+00 cdv_42 1176 -2.6321873898e+00 cdv_43 1177 5.0726631735e+00 cdv_44 1178 4.8629298875e+00 cdv_45 1179 -3.1630104541e+00 cdv_46 1180 -1.3375297162e-02 cdv_47 1181 -2.6678090919e+00 cdv_48 1182 2.5248749073e-02 cdv_49 1183 3.4988718898e+00 cdv_50 1184 -2.4217092798e+00 cdv_51 1185 6.0122352255e-01 cdv_52 1186 -3.2792203787e+00 cdv_53 1187 -1.3580646718e+00 cdv_54 1188 -1.2976825103e+00 cdv_55 1189 -9.4250833881e-01 cdv_56 1190 -2.0320257900e+00 cdv_57 1191 3.1283991292e+00 cdv_58 1192 -1.3962637330e+00 cdv_59 1193 4.3005394371e+00 cdv_60 1194 4.3285979496e+00 cdv_61 1195 -3.5329791589e+00 cdv_62 1196 -3.6589524124e+00 cdv_63 1197 -3.9997768407e-01 cdv_64 1198 4.6032858555e+00 cdv_65 1199 1.7778681734e+00 cdv_66 1200 -3.4003475625e+00 cdv_67 1201 3.7471254758e+00 cdv_68 1202 -1.8028554680e+00 cdv_69 1203 -4.4332050835e+00 cdv_70 1204 3.2877550528e+00 cdv_71 1205 -3.6490516467e+00 cdv_72 1206 -3.1125689696e+00 cdv_73 1207 -2.2284968603e+00 cdv_74 1208 -1.1533164228e+00 cdv_75 1209 -3.9064815414e+00 cdv_76 1210 2.3914155469e+00 cdv_77 1211 2.5519777910e+00 cdv_78 1212 2.4558206320e+00 cdv_79 1213 -2.0752788779e+00 cdv_80 1214 3.0294529647e+00 cdv_81 1215 -2.3495967941e+00 cdv_82 1216 5.2775909811e-01 cdv_83 1217 -2.1974886154e+00 cdv_84 1218 -2.8271349768e+00 cdv_85 1219 1.3766251803e+00 cdv_86 1220 6.1208683422e-01 cdv_87 1221 3.9436134637e+00 cdv_88 1222 5.2885455575e+00 cdv_89 1223 1.1037610668e+00 cdv_90 1224 -3.3108548627e+00 cdv_91 1225 2.0471403507e+00 cdv_92 1226 1.5858362806e+00 cdv_93 1227 -3.9441820960e+00 cdv_94 1228 -1.3151443287e+00 cdv_95 1229 -4.4024556144e+00 cdv_96 1230<<<<< Best objective function = 1231 1.4635085492e+04 1232<<<<< Best constraint values = 1233 9.2179682009e+00 1234 7.2990268381e+00 1235<<<<< Best data captured at function evaluation 14275 1236<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1237<<<<< Best parameters = 1238 -2.9970304075e+00 cdv_1 1239 2.8309428714e+00 cdv_2 1240 5.7796816129e+00 cdv_3 1241 -3.6338114423e+00 cdv_4 1242 2.6889594940e+00 cdv_5 1243 -2.1917587691e-01 cdv_6 1244 -2.7946728448e-01 cdv_7 1245 -8.4557982095e-01 cdv_8 1246 1.3274482071e+00 cdv_9 1247 3.3932742846e-01 cdv_10 1248 2.2244121663e+00 cdv_11 1249 4.7654842833e+00 cdv_12 1250 -2.9437658109e+00 cdv_13 1251 2.8492330478e+00 cdv_14 1252 -6.3687957340e-01 cdv_15 1253 5.6793057712e+00 cdv_16 1254 1.5525113586e-01 cdv_17 1255 -5.0631650832e-01 cdv_18 1256 3.2936979986e+00 cdv_19 1257 2.2357576795e+00 cdv_20 1258 -7.0417001020e-01 cdv_21 1259 5.8454107286e-02 cdv_22 1260 -3.5525664026e+00 cdv_23 1261 -3.6816050974e+00 cdv_24 1262 -3.1209161326e+00 cdv_25 1263 -3.3353723280e+00 cdv_26 1264 5.7719645340e+00 cdv_27 1265 5.8797148070e+00 cdv_28 1266 5.2264239285e+00 cdv_29 1267 -1.7100487794e+00 cdv_30 1268 1.1837814389e+00 cdv_31 1269 1.8548332589e+00 cdv_32 1270 2.0860373102e+00 cdv_33 1271 9.9620928288e-01 cdv_34 1272 -9.7718971775e-02 cdv_35 1273 5.0674997597e+00 cdv_36 1274 5.3027104450e+00 cdv_37 1275 2.2495973079e+00 cdv_38 1276 -2.9591250296e+00 cdv_39 1277 2.0137305535e+00 cdv_40 1278 3.2868560714e+00 cdv_41 1279 5.1331801733e+00 cdv_42 1280 3.2467123570e+00 cdv_43 1281 2.1101792615e+00 cdv_44 1282 -1.2007378280e+00 cdv_45 1283 4.7883907090e+00 cdv_46 1284 2.6874926584e+00 cdv_47 1285 -1.3922436415e+00 cdv_48 1286 5.2323472529e+00 cdv_49 1287 -5.0712863955e-01 cdv_50 1288 -3.0764097440e+00 cdv_51 1289 2.8422514621e+00 cdv_52 1290 2.4947857638e-01 cdv_53 1291 3.9192272631e+00 cdv_54 1292 3.7018153148e+00 cdv_55 1293 5.1771138942e+00 cdv_56 1294 -3.7558266865e-01 cdv_57 1295 -5.3469099940e-01 cdv_58 1296 3.8246775122e+00 cdv_59 1297 4.5949590693e+00 cdv_60 1298 8.2628479401e-01 cdv_61 1299 5.3193917450e+00 cdv_62 1300 1.4920271860e+00 cdv_63 1301 -3.3059915586e+00 cdv_64 1302 -1.0464333173e+00 cdv_65 1303 -2.0927885425e+00 cdv_66 1304 -9.6563491448e-01 cdv_67 1305 -2.4878369844e+00 cdv_68 1306 5.3860656651e+00 cdv_69 1307 2.1170552301e+00 cdv_70 1308 5.1857298990e+00 cdv_71 1309 3.5629228315e+00 cdv_72 1310 -1.0332082556e+00 cdv_73 1311 1.5803332875e+00 cdv_74 1312 5.9886694882e+00 cdv_75 1313 4.2611107340e+00 cdv_76 1314 9.3261055540e-01 cdv_77 1315 9.8086336743e-01 cdv_78 1316 -1.9683808517e+00 cdv_79 1317 2.3676424784e+00 cdv_80 1318 2.2889964614e+00 cdv_81 1319 1.7623589007e+00 cdv_82 1320 3.1422828187e+00 cdv_83 1321 2.3627871618e+00 cdv_84 1322 5.9630792199e+00 cdv_85 1323 -2.4172666215e+00 cdv_86 1324 5.7920641303e-01 cdv_87 1325 3.3986424848e+00 cdv_88 1326 1.1448922774e+00 cdv_89 1327 6.0722640324e+00 cdv_90 1328 -2.3648238118e+00 cdv_91 1329 -5.6024389236e-01 cdv_92 1330 -9.6034294908e-01 cdv_93 1331 2.7355925614e+00 cdv_94 1332 9.7081431962e-01 cdv_95 1333 -2.2260183049e+00 cdv_96 1334<<<<< Best objective function = 1335 1.2290948817e+04 1336<<<<< Best constraint values = 1337 7.5667198280e+00 1338 9.5127527449e+00 1339<<<<< Best data captured at function evaluation 16646 1340<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1341<<<<< Best parameters = 1342 3.3085621020e+00 cdv_1 1343 3.0614183864e+00 cdv_2 1344 2.3206810302e-01 cdv_3 1345 -4.3636184596e+00 cdv_4 1346 -2.6948542140e+00 cdv_5 1347 -1.7754759882e+00 cdv_6 1348 1.0903436985e+00 cdv_7 1349 -1.3454515543e+00 cdv_8 1350 4.3734590426e-01 cdv_9 1351 2.6333578808e+00 cdv_10 1352 3.8680838811e+00 cdv_11 1353 2.4402510247e+00 cdv_12 1354 -2.0376826433e-01 cdv_13 1355 -3.5762348749e+00 cdv_14 1356 -1.4731848830e+00 cdv_15 1357 4.6470779027e+00 cdv_16 1358 1.0866023888e+00 cdv_17 1359 2.4523915463e+00 cdv_18 1360 4.8886363621e+00 cdv_19 1361 -3.8779799832e+00 cdv_20 1362 4.8174513038e+00 cdv_21 1363 -1.6965325685e+00 cdv_22 1364 8.1508138042e-01 cdv_23 1365 -1.5641251715e-02 cdv_24 1366 4.6130981641e+00 cdv_25 1367 -2.6819073960e+00 cdv_26 1368 3.4973139093e+00 cdv_27 1369 -1.4133332995e+00 cdv_28 1370 -2.7465872125e+00 cdv_29 1371 4.9071574239e+00 cdv_30 1372 2.9194688531e-01 cdv_31 1373 2.8951864489e+00 cdv_32 1374 -4.8341315334e+00 cdv_33 1375 -7.2625154688e-01 cdv_34 1376 4.0948280560e-01 cdv_35 1377 4.4699933154e+00 cdv_36 1378 -1.2115402371e+00 cdv_37 1379 4.5082249761e+00 cdv_38 1380 -4.1022498498e+00 cdv_39 1381 -4.9188826780e+00 cdv_40 1382 -2.8411868372e+00 cdv_41 1383 -2.8909314573e+00 cdv_42 1384 2.5471980398e+00 cdv_43 1385 -1.1285767964e+00 cdv_44 1386 2.1177492044e+00 cdv_45 1387 2.2142744315e+00 cdv_46 1388 -2.2385684111e+00 cdv_47 1389 -2.3591451718e+00 cdv_48 1390 -1.5495323005e+00 cdv_49 1391 -5.2922205864e-01 cdv_50 1392 -7.7261700023e-01 cdv_51 1393 -4.7943579980e+00 cdv_52 1394 2.7086055641e+00 cdv_53 1395 1.6150549377e+00 cdv_54 1396 9.2181298523e-01 cdv_55 1397 -8.9882426565e-01 cdv_56 1398 -3.5045289921e+00 cdv_57 1399 1.0620204634e+00 cdv_58 1400 -3.9817850170e+00 cdv_59 1401 4.1800665637e+00 cdv_60 1402 -4.1952819621e+00 cdv_61 1403 -1.2901736287e+00 cdv_62 1404 -3.3632180615e-01 cdv_63 1405 3.0445432515e+00 cdv_64 1406 2.5983590843e+00 cdv_65 1407 -1.4547765256e+00 cdv_66 1408 4.9418040337e+00 cdv_67 1409 1.3766104555e+00 cdv_68 1410 9.1038282718e-01 cdv_69 1411 -3.7043021691e+00 cdv_70 1412 -1.7100399312e+00 cdv_71 1413 4.5461243384e+00 cdv_72 1414 -4.7919665400e+00 cdv_73 1415 3.2936988854e+00 cdv_74 1416 -4.0317983404e+00 cdv_75 1417 -3.1823153488e+00 cdv_76 1418 4.2744329414e+00 cdv_77 1419 -4.1848205881e+00 cdv_78 1420 1.4452570467e+00 cdv_79 1421 -1.0844207924e+00 cdv_80 1422 -3.0700794044e+00 cdv_81 1423 2.7891500760e+00 cdv_82 1424 4.3373381752e+00 cdv_83 1425 1.3082961668e-01 cdv_84 1426 -4.0076897790e-01 cdv_85 1427 3.8424018761e+00 cdv_86 1428 -2.2434557575e+00 cdv_87 1429 -2.6513844302e+00 cdv_88 1430 2.4368406124e+00 cdv_89 1431 -3.3790382900e+00 cdv_90 1432 3.0011765451e+00 cdv_91 1433 -3.5048260326e+00 cdv_92 1434 1.3672468077e+00 cdv_93 1435 6.2034700328e-01 cdv_94 1436 -4.7619705926e+00 cdv_95 1437 -3.3217607658e-01 cdv_96 1438<<<<< Best objective function = 1439 1.7655597363e+04 1440<<<<< Best constraint values = 1441 9.4158739898e+00 1442 7.7180014853e+00 1443<<<<< Best data captured at function evaluation 16897 1444<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1445<<<<< Best parameters = 1446 -4.9536661124e-01 cdv_1 1447 -2.6858179479e+00 cdv_2 1448 -3.0070701400e+00 cdv_3 1449 5.2080266577e+00 cdv_4 1450 -2.5050395061e+00 cdv_5 1451 3.9899393537e+00 cdv_6 1452 2.0471328585e+00 cdv_7 1453 1.8566500974e+00 cdv_8 1454 6.3527353155e+00 cdv_9 1455 -2.7435205352e+00 cdv_10 1456 4.7767298006e+00 cdv_11 1457 4.6615332488e-02 cdv_12 1458 2.7798984348e+00 cdv_13 1459 3.7118630860e+00 cdv_14 1460 4.4250834643e+00 cdv_15 1461 3.0858093316e+00 cdv_16 1462 -1.3277745497e+00 cdv_17 1463 4.7069738811e+00 cdv_18 1464 4.7254196194e+00 cdv_19 1465 -2.4221148124e-01 cdv_20 1466 9.0480458073e-01 cdv_21 1467 -2.0565088860e+00 cdv_22 1468 3.9247321608e+00 cdv_23 1469 2.8098609676e+00 cdv_24 1470 -3.1355674474e+00 cdv_25 1471 -1.2998709315e-01 cdv_26 1472 9.6122924030e-01 cdv_27 1473 5.0974067569e+00 cdv_28 1474 3.2278788236e+00 cdv_29 1475 -2.0102151241e+00 cdv_30 1476 3.5462784437e+00 cdv_31 1477 6.5193667990e+00 cdv_32 1478 4.3945292452e-01 cdv_33 1479 1.5677649669e+00 cdv_34 1480 3.2075778088e+00 cdv_35 1481 1.9074799295e+00 cdv_36 1482 -2.1281237327e+00 cdv_37 1483 1.0665866653e+00 cdv_38 1484 9.0045096260e-03 cdv_39 1485 6.1262924416e+00 cdv_40 1486 -3.1398548717e+00 cdv_41 1487 6.0813301243e+00 cdv_42 1488 4.6076589449e+00 cdv_43 1489 -2.0446909680e+00 cdv_44 1490 4.8091655326e+00 cdv_45 1491 -1.3187525728e+00 cdv_46 1492 1.0510455414e-01 cdv_47 1493 8.4700410899e-01 cdv_48 1494 -2.7996919766e+00 cdv_49 1495 2.1011126722e+00 cdv_50 1496 2.9422808192e+00 cdv_51 1497 -1.9594078877e+00 cdv_52 1498 3.0803598645e+00 cdv_53 1499 -2.4723580278e+00 cdv_54 1500 4.7111565824e-01 cdv_55 1501 1.4019591483e+00 cdv_56 1502 5.8422727608e+00 cdv_57 1503 6.3387035851e+00 cdv_58 1504 3.3263772488e-01 cdv_59 1505 -2.7649914870e+00 cdv_60 1506 1.4829292289e+00 cdv_61 1507 -2.0497447468e+00 cdv_62 1508 3.5973742504e+00 cdv_63 1509 -3.4207259437e-03 cdv_64 1510 2.0216636847e+00 cdv_65 1511 -3.0446310203e-01 cdv_66 1512 1.8045894627e+00 cdv_67 1513 6.1825544209e+00 cdv_68 1514 -2.7613073699e+00 cdv_69 1515 6.0229730605e+00 cdv_70 1516 -2.1778405636e+00 cdv_71 1517 1.7831307540e+00 cdv_72 1518 -2.7425153570e+00 cdv_73 1519 -9.3682854256e-02 cdv_74 1520 -2.7379405862e+00 cdv_75 1521 4.2160632754e+00 cdv_76 1522 5.2323217741e-01 cdv_77 1523 2.9868193363e-01 cdv_78 1524 -8.0927989761e-01 cdv_79 1525 -3.3090133205e+00 cdv_80 1526 4.6101028148e+00 cdv_81 1527 -2.0145427361e+00 cdv_82 1528 1.3821230216e-01 cdv_83 1529 -2.2761690804e+00 cdv_84 1530 4.7636684175e+00 cdv_85 1531 1.8448434573e+00 cdv_86 1532 5.2608823380e+00 cdv_87 1533 1.5626957882e+00 cdv_88 1534 2.3772730410e+00 cdv_89 1535 5.3355393674e-01 cdv_90 1536 6.4306953713e+00 cdv_91 1537 5.3061632725e+00 cdv_92 1538 3.9198417213e+00 cdv_93 1539 2.4696938536e+00 cdv_94 1540 3.2711572300e-01 cdv_95 1541 -2.9266832152e+00 cdv_96 1542<<<<< Best objective function = 1543 1.4054221831e+04 1544<<<<< Best constraint values = 1545 1.5882970535e+00 1546 7.4613013551e+00 1547<<<<< Best data captured at function evaluation 19968 1548<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1549<<<<< Best parameters = 1550 8.0372351212e-01 cdv_1 1551 -6.3652588860e-01 cdv_2 1552 -4.9473237679e+00 cdv_3 1553 1.0931762420e-02 cdv_4 1554 -1.9027059289e+00 cdv_5 1555 -3.5203247296e+00 cdv_6 1556 2.1904351207e+00 cdv_7 1557 -4.1607308863e+00 cdv_8 1558 -4.5261742205e+00 cdv_9 1559 8.3126633088e-01 cdv_10 1560 -2.3537752770e+00 cdv_11 1561 2.5299575254e+00 cdv_12 1562 2.3642873766e+00 cdv_13 1563 -4.9895232563e-01 cdv_14 1564 9.9971938122e-01 cdv_15 1565 -9.8718158687e-01 cdv_16 1566 2.3207039529e+00 cdv_17 1567 -3.0985238635e+00 cdv_18 1568 3.3345262269e+00 cdv_19 1569 -2.1864367262e+00 cdv_20 1570 1.1801259734e+00 cdv_21 1571 4.3829446962e+00 cdv_22 1572 -4.4547417693e+00 cdv_23 1573 -2.6759110923e+00 cdv_24 1574 3.9031682900e+00 cdv_25 1575 3.3993670692e+00 cdv_26 1576 -3.9757420021e+00 cdv_27 1577 4.5483170996e+00 cdv_28 1578 4.3459309784e+00 cdv_29 1579 -2.0395536320e+00 cdv_30 1580 2.9259980094e+00 cdv_31 1581 2.2288629675e+00 cdv_32 1582 2.0484597355e+00 cdv_33 1583 2.9316184876e+00 cdv_34 1584 -2.7984221632e+00 cdv_35 1585 -1.1040969959e+00 cdv_36 1586 -4.5611633680e+00 cdv_37 1587 3.5696338330e+00 cdv_38 1588 4.0152655406e+00 cdv_39 1589 3.7640967637e+00 cdv_40 1590 4.2798093100e+00 cdv_41 1591 1.7637329922e+00 cdv_42 1592 1.3576405954e+00 cdv_43 1593 -1.6746280860e+00 cdv_44 1594 3.5444789388e+00 cdv_45 1595 2.6503406958e+00 cdv_46 1596 4.3626169786e+00 cdv_47 1597 -2.6700868368e-01 cdv_48 1598 -4.6364176037e+00 cdv_49 1599 -9.0479759034e-01 cdv_50 1600 2.9742557711e-01 cdv_51 1601 2.8654441725e+00 cdv_52 1602 1.2105409230e+00 cdv_53 1603 -3.6130382909e+00 cdv_54 1604 1.2592519390e+00 cdv_55 1605 -2.8897971202e+00 cdv_56 1606 -7.0903951292e-01 cdv_57 1607 3.0357247411e+00 cdv_58 1608 4.0838912141e+00 cdv_59 1609 -1.8761316187e+00 cdv_60 1610 2.2378485355e+00 cdv_61 1611 3.0097860283e+00 cdv_62 1612 9.0806670060e-01 cdv_63 1613 1.6825727146e+00 cdv_64 1614 -9.2372896984e-01 cdv_65 1615 3.0660238700e+00 cdv_66 1616 1.6109908540e+00 cdv_67 1617 3.7147085329e+00 cdv_68 1618 -1.8339626093e-01 cdv_69 1619 3.0845377780e+00 cdv_70 1620 -4.9254636167e+00 cdv_71 1621 -2.6305985751e+00 cdv_72 1622 -3.2963952837e+00 cdv_73 1623 4.1434975925e+00 cdv_74 1624 3.4248872381e+00 cdv_75 1625 -4.8625836973e-01 cdv_76 1626 1.1747201022e-01 cdv_77 1627 -2.3811797652e+00 cdv_78 1628 -4.0353199101e+00 cdv_79 1629 7.1988963037e-01 cdv_80 1630 4.8143888763e+00 cdv_81 1631 -1.7948043414e+00 cdv_82 1632 -4.4490478125e+00 cdv_83 1633 -1.0978463794e+00 cdv_84 1634 4.3929325353e+00 cdv_85 1635 -1.4246499087e+00 cdv_86 1636 3.0601810057e+00 cdv_87 1637 1.8951579841e+00 cdv_88 1638 3.8617207959e+00 cdv_89 1639 -2.3185392503e+00 cdv_90 1640 -1.2835064955e+00 cdv_91 1641 -4.3707310476e+00 cdv_92 1642 3.4490742519e+00 cdv_93 1643 -2.1349369413e+00 cdv_94 1644 2.0531257917e+00 cdv_95 1645 -4.0290184324e+00 cdv_96 1646<<<<< Best objective function = 1647 1.5864233478e+04 1648<<<<< Best constraint values = 1649 9.6423442823e-01 1650 3.3034507946e-03 1651<<<<< Best data captured at function evaluation 19969 1652<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1653<<<<< Best parameters = 1654 -2.0961005236e+00 cdv_1 1655 2.6852956230e+00 cdv_2 1656 -3.5846019543e+00 cdv_3 1657 2.1851557134e+00 cdv_4 1658 -1.5579769231e+00 cdv_5 1659 -3.1454097368e+00 cdv_6 1660 -3.1266865192e+00 cdv_7 1661 -3.4134940584e+00 cdv_8 1662 -3.1018616228e+00 cdv_9 1663 -2.1244184233e+00 cdv_10 1664 3.4912691947e+00 cdv_11 1665 2.0310568372e+00 cdv_12 1666 2.7741268652e+00 cdv_13 1667 -1.2615367351e+00 cdv_14 1668 4.4435105416e+00 cdv_15 1669 -1.8493372752e+00 cdv_16 1670 -2.4825933081e+00 cdv_17 1671 -5.8666925373e-02 cdv_18 1672 2.2216044567e+00 cdv_19 1673 -1.3461759324e-01 cdv_20 1674 3.4072220699e+00 cdv_21 1675 2.6137949830e+00 cdv_22 1676 -2.6749678351e+00 cdv_23 1677 1.2192319981e+00 cdv_24 1678 3.0919063680e+00 cdv_25 1679 2.7316369369e+00 cdv_26 1680 -8.9050663994e-01 cdv_27 1681 -2.3504835815e-01 cdv_28 1682 4.9005812429e+00 cdv_29 1683 9.4488722379e-01 cdv_30 1684 -2.8700726324e+00 cdv_31 1685 1.3381293813e+00 cdv_32 1686 -2.8304453389e+00 cdv_33 1687 -1.4506582606e+00 cdv_34 1688 3.9038375204e+00 cdv_35 1689 9.3826197680e-01 cdv_36 1690 2.7846457366e+00 cdv_37 1691 -4.6646933869e+00 cdv_38 1692 1.8587140234e+00 cdv_39 1693 4.5020578636e+00 cdv_40 1694 -2.4730247859e+00 cdv_41 1695 -7.6748545214e-01 cdv_42 1696 -4.0360906200e+00 cdv_43 1697 3.5396751909e+00 cdv_44 1698 -2.0717104397e+00 cdv_45 1699 -4.0651854949e+00 cdv_46 1700 -1.2020421687e+00 cdv_47 1701 -3.8139763353e+00 cdv_48 1702 3.1184830577e+00 cdv_49 1703 1.4104980316e+00 cdv_50 1704 -4.8892314860e+00 cdv_51 1705 -5.1119788113e-01 cdv_52 1706 -4.1546302958e+00 cdv_53 1707 4.1188900708e+00 cdv_54 1708 4.5750893388e+00 cdv_55 1709 -3.8077821429e+00 cdv_56 1710 8.7147667383e-01 cdv_57 1711 4.5272806433e+00 cdv_58 1712 4.9447241515e+00 cdv_59 1713 4.7817924705e+00 cdv_60 1714 4.7672447603e-01 cdv_61 1715 8.9109596593e-01 cdv_62 1716 -2.4635631137e+00 cdv_63 1717 2.0006906988e-01 cdv_64 1718 -4.0843320359e+00 cdv_65 1719 2.1488596904e+00 cdv_66 1720 -7.4302387453e-01 cdv_67 1721 -2.0824498305e+00 cdv_68 1722 -5.4124122495e-01 cdv_69 1723 -5.7163066221e-01 cdv_70 1724 -4.1291746338e+00 cdv_71 1725 3.2587620243e+00 cdv_72 1726 -3.8045087429e+00 cdv_73 1727 -9.7872542974e-02 cdv_74 1728 -1.0693770256e+00 cdv_75 1729 2.2922526568e+00 cdv_76 1730 1.1292922505e+00 cdv_77 1731 1.2659579673e+00 cdv_78 1732 2.2451106468e+00 cdv_79 1733 3.9875700224e+00 cdv_80 1734 -2.6986647873e+00 cdv_81 1735 4.8842246548e+00 cdv_82 1736 2.2754671686e+00 cdv_83 1737 -4.2857076956e+00 cdv_84 1738 -1.0827505989e+00 cdv_85 1739 4.3472121264e+00 cdv_86 1740 1.2226488123e+00 cdv_87 1741 3.7977796844e+00 cdv_88 1742 -3.9051312799e+00 cdv_89 1743 4.5065559544e+00 cdv_90 1744 -8.7620526096e-01 cdv_91 1745 -1.4104676773e+00 cdv_92 1746 -3.9157967281e+00 cdv_93 1747 7.7270232141e-02 cdv_94 1748 1.1347118418e+00 cdv_95 1749 -2.6752256034e+00 cdv_96 1750<<<<< Best objective function = 1751 1.5303394070e+04 1752<<<<< Best constraint values = 1753 3.0509895935e+00 1754 8.2588628446e+00 1755<<<<< Best data captured at function evaluation 21505 1756<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1757<<<<< Best parameters = 1758 -1.6873548118e-01 cdv_1 1759 1.1164827867e+00 cdv_2 1760 -2.9506019556e+00 cdv_3 1761 4.0475379802e+00 cdv_4 1762 4.6294468022e+00 cdv_5 1763 3.6917667157e-01 cdv_6 1764 -3.7622967492e-01 cdv_7 1765 -4.7480081645e-01 cdv_8 1766 -3.4981698911e+00 cdv_9 1767 4.7155124706e+00 cdv_10 1768 -1.8940860664e+00 cdv_11 1769 4.8167979555e+00 cdv_12 1770 -7.5287418799e-01 cdv_13 1771 2.0038230642e+00 cdv_14 1772 -8.0901880399e-01 cdv_15 1773 3.0921186092e+00 cdv_16 1774 1.8321134469e+00 cdv_17 1775 4.2376182638e+00 cdv_18 1776 2.5637284017e+00 cdv_19 1777 -4.3519574004e-01 cdv_20 1778 1.9459962922e+00 cdv_21 1779 1.7376397082e+00 cdv_22 1780 -3.8551893200e+00 cdv_23 1781 2.0332865343e+00 cdv_24 1782 -3.0393868889e+00 cdv_25 1783 4.3654652198e+00 cdv_26 1784 -4.2011600093e+00 cdv_27 1785 2.5993252003e+00 cdv_28 1786 3.7175561673e+00 cdv_29 1787 -4.8771575144e+00 cdv_30 1788 -4.3331034179e+00 cdv_31 1789 3.6575184814e+00 cdv_32 1790 3.0247845616e+00 cdv_33 1791 4.9627662430e+00 cdv_34 1792 -4.3953298440e+00 cdv_35 1793 1.4135108257e+00 cdv_36 1794 -1.9956314864e+00 cdv_37 1795 -1.0243955372e+00 cdv_38 1796 2.7575212929e+00 cdv_39 1797 -3.2780973026e+00 cdv_40 1798 2.3199883764e+00 cdv_41 1799 -4.6060571341e+00 cdv_42 1800 -4.7633193535e+00 cdv_43 1801 -1.0379402607e-01 cdv_44 1802 -8.3052082055e-01 cdv_45 1803 1.9174145481e+00 cdv_46 1804 -3.0906856863e+00 cdv_47 1805 -4.3117191716e+00 cdv_48 1806 1.2377807168e+00 cdv_49 1807 -2.8931019596e+00 cdv_50 1808 -2.4957347559e+00 cdv_51 1809 4.7133525771e+00 cdv_52 1810 1.8027518056e+00 cdv_53 1811 -5.4471908380e-01 cdv_54 1812 -4.7361346060e+00 cdv_55 1813 4.8010370645e+00 cdv_56 1814 2.0167185258e+00 cdv_57 1815 3.7133717479e+00 cdv_58 1816 -1.6231153879e+00 cdv_59 1817 3.5748426451e+00 cdv_60 1818 -8.4113479505e-01 cdv_61 1819 7.3229922564e-01 cdv_62 1820 3.3234265477e+00 cdv_63 1821 7.4524208185e-01 cdv_64 1822 -1.9049299047e+00 cdv_65 1823 4.3717992733e+00 cdv_66 1824 7.6636166215e-01 cdv_67 1825 4.9451522238e-01 cdv_68 1826 -2.8960167923e+00 cdv_69 1827 -4.0689770933e+00 cdv_70 1828 -3.2011459167e+00 cdv_71 1829 1.7132256817e+00 cdv_72 1830 1.9108026909e-01 cdv_73 1831 1.9461596432e+00 cdv_74 1832 1.7624774274e+00 cdv_75 1833 -2.0788169146e-01 cdv_76 1834 3.7805191349e+00 cdv_77 1835 -1.4085400534e+00 cdv_78 1836 4.0205124145e+00 cdv_79 1837 -3.0891780316e+00 cdv_80 1838 -3.6797664925e+00 cdv_81 1839 -2.2764562920e-01 cdv_82 1840 -3.3839548157e+00 cdv_83 1841 -1.6753964368e+00 cdv_84 1842 1.5956043916e+00 cdv_85 1843 -6.4062341388e-01 cdv_86 1844 -8.7519543604e-01 cdv_87 1845 -3.6850912896e+00 cdv_88 1846 8.7701663530e-02 cdv_89 1847 -3.2675811303e-01 cdv_90 1848 4.5059782240e+00 cdv_91 1849 2.3566878142e+00 cdv_92 1850 -7.3117624182e-01 cdv_93 1851 -4.2315166240e-01 cdv_94 1852 6.8549551186e-01 cdv_95 1853 -3.2343209670e+00 cdv_96 1854<<<<< Best objective function = 1855 1.5903980253e+04 1856<<<<< Best constraint values = 1857 -5.2976973074e-01 1858 1.3309015536e+00 1859<<<<< Best data captured at function evaluation 23041 1860<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1861<<<<< Best parameters = 1862 1.6056050412e+00 cdv_1 1863 -1.3072820782e+00 cdv_2 1864 9.2082529911e-01 cdv_3 1865 -3.3157516759e+00 cdv_4 1866 -4.8659006602e+00 cdv_5 1867 3.4010968137e+00 cdv_6 1868 1.5748117909e+00 cdv_7 1869 -2.7567237664e+00 cdv_8 1870 -1.3899522534e+00 cdv_9 1871 4.4539257707e+00 cdv_10 1872 2.3636382029e+00 cdv_11 1873 -3.3475477974e+00 cdv_12 1874 -3.1439868206e+00 cdv_13 1875 3.7495666754e+00 cdv_14 1876 1.6056107837e+00 cdv_15 1877 -2.2502336806e+00 cdv_16 1878 1.6399883848e+00 cdv_17 1879 1.5754740410e+00 cdv_18 1880 4.0010515684e+00 cdv_19 1881 3.9111019208e+00 cdv_20 1882 1.5322618633e+00 cdv_21 1883 3.8218982816e+00 cdv_22 1884 1.1070528595e+00 cdv_23 1885 -2.2551636483e+00 cdv_24 1886 2.4911867213e+00 cdv_25 1887 -4.4186416216e+00 cdv_26 1888 9.5073949148e-01 cdv_27 1889 -3.5746899431e+00 cdv_28 1890 3.2510021208e+00 cdv_29 1891 1.7409831509e-01 cdv_30 1892 3.7894088464e+00 cdv_31 1893 -1.9396306842e+00 cdv_32 1894 2.8669346791e+00 cdv_33 1895 1.9092724787e+00 cdv_34 1896 -7.6685328366e-01 cdv_35 1897 3.6344191633e+00 cdv_36 1898 -4.8779434749e+00 cdv_37 1899 3.9481582694e+00 cdv_38 1900 4.5780336299e+00 cdv_39 1901 -2.6973755615e+00 cdv_40 1902 3.3389026306e+00 cdv_41 1903 1.4401782939e+00 cdv_42 1904 -2.5645612475e+00 cdv_43 1905 2.3847240387e+00 cdv_44 1906 -4.7811305533e+00 cdv_45 1907 6.9931496691e-01 cdv_46 1908 9.5725524530e-01 cdv_47 1909 5.3949936080e-01 cdv_48 1910 -4.1377526194e+00 cdv_49 1911 4.4434745010e+00 cdv_50 1912 4.8671927208e+00 cdv_51 1913 -1.7851269929e+00 cdv_52 1914 -1.9871266579e+00 cdv_53 1915 -4.7303071123e+00 cdv_54 1916 4.8370168104e+00 cdv_55 1917 -3.5625532369e+00 cdv_56 1918 3.3535223026e+00 cdv_57 1919 -6.4150817634e-02 cdv_58 1920 -1.3141433456e-01 cdv_59 1921 -3.3040991325e-01 cdv_60 1922 4.9976349474e+00 cdv_61 1923 4.7879129156e+00 cdv_62 1924 2.1371082741e+00 cdv_63 1925 -7.7932023531e-01 cdv_64 1926 2.2856232314e+00 cdv_65 1927 2.5890943515e+00 cdv_66 1928 -1.9156898226e-01 cdv_67 1929 -1.4597236786e+00 cdv_68 1930 4.1843094910e+00 cdv_69 1931 -2.0815475212e+00 cdv_70 1932 -3.7521999261e-01 cdv_71 1933 -3.0966067732e+00 cdv_72 1934 -2.9024532843e+00 cdv_73 1935 4.6238956629e+00 cdv_74 1936 1.2818282655e+00 cdv_75 1937 1.8495795738e+00 cdv_76 1938 4.9651029810e+00 cdv_77 1939 -3.0347637247e+00 cdv_78 1940 -4.8604066977e+00 cdv_79 1941 -6.8349873909e-01 cdv_80 1942 6.4967130078e-01 cdv_81 1943 3.8685734929e+00 cdv_82 1944 4.1657743655e+00 cdv_83 1945 1.3585540814e+00 cdv_84 1946 -1.5555914417e+00 cdv_85 1947 -1.1621705178e+00 cdv_86 1948 1.7021278161e+00 cdv_87 1949 -3.7922423066e+00 cdv_88 1950 2.5934275979e+00 cdv_89 1951 -2.9157491056e+00 cdv_90 1952 4.7024014377e-01 cdv_91 1953 2.6336341890e+00 cdv_92 1954 1.7320702343e+00 cdv_93 1955 -1.2048013134e+00 cdv_94 1956 -2.4749121202e+00 cdv_95 1957 -1.8342466480e+00 cdv_96 1958<<<<< Best objective function = 1959 1.4902437866e+04 1960<<<<< Best constraint values = 1961 3.2316085873e+00 1962 9.0618391139e-01 1963<<<<< Best data captured at function evaluation 24577 1964<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 1965<<<<< Best parameters = 1966 4.6625282033e+00 cdv_1 1967 5.3115610111e-02 cdv_2 1968 2.2255935249e+00 cdv_3 1969 -6.0799339321e-01 cdv_4 1970 -6.0902328832e-01 cdv_5 1971 3.9778617860e+00 cdv_6 1972 1.7215195051e+00 cdv_7 1973 4.1610417041e+00 cdv_8 1974 4.4113782986e+00 cdv_9 1975 -1.9753398243e+00 cdv_10 1976 -2.5300383672e+00 cdv_11 1977 -3.0264106142e+00 cdv_12 1978 -1.1213758931e+00 cdv_13 1979 -2.0972118553e+00 cdv_14 1980 -2.6089913913e+00 cdv_15 1981 -4.0011115729e+00 cdv_16 1982 2.5364305192e+00 cdv_17 1983 4.9160436669e+00 cdv_18 1984 -3.1340799102e+00 cdv_19 1985 4.8751869298e+00 cdv_20 1986 2.9931099636e+00 cdv_21 1987 8.5396968042e-01 cdv_22 1988 1.7979700812e+00 cdv_23 1989 -8.1197367224e-01 cdv_24 1990 4.9493601352e-01 cdv_25 1991 -1.1433203927e+00 cdv_26 1992 -2.6507738492e+00 cdv_27 1993 -4.1107549252e+00 cdv_28 1994 -1.9439822522e+00 cdv_29 1995 -1.0047497505e+00 cdv_30 1996 -4.6838461262e+00 cdv_31 1997 -6.2813394548e-01 cdv_32 1998 -1.7410406042e+00 cdv_33 1999 -3.7465049383e+00 cdv_34 2000 4.3822554785e+00 cdv_35 2001 -3.8178793459e+00 cdv_36 2002 2.9655710954e+00 cdv_37 2003 -2.3307581552e+00 cdv_38 2004 -3.9930046846e-01 cdv_39 2005 -2.2812398162e+00 cdv_40 2006 2.4588231463e-03 cdv_41 2007 -1.4381488438e+00 cdv_42 2008 -1.4629886964e+00 cdv_43 2009 -4.4588871192e+00 cdv_44 2010 -3.5323163428e+00 cdv_45 2011 -1.0343271431e+00 cdv_46 2012 4.1473417418e+00 cdv_47 2013 -1.9699212955e+00 cdv_48 2014 2.1750952890e+00 cdv_49 2015 1.9244153664e-01 cdv_50 2016 -3.4149779419e+00 cdv_51 2017 3.5216572938e+00 cdv_52 2018 -2.1449311481e+00 cdv_53 2019 -2.3329136907e+00 cdv_54 2020 -2.8800840672e+00 cdv_55 2021 -4.4305369546e+00 cdv_56 2022 3.0773328117e+00 cdv_57 2023 1.7224537522e+00 cdv_58 2024 1.2563679628e+00 cdv_59 2025 -4.0543775595e+00 cdv_60 2026 -2.3232103504e+00 cdv_61 2027 -2.3747202843e+00 cdv_62 2028 7.1693244448e-01 cdv_63 2029 -2.3077533228e+00 cdv_64 2030 -2.7072567590e+00 cdv_65 2031 -4.9072175408e+00 cdv_66 2032 3.5513797935e+00 cdv_67 2033 -3.7477789106e+00 cdv_68 2034 3.2602543378e+00 cdv_69 2035 2.0144423851e+00 cdv_70 2036 -4.3738826773e+00 cdv_71 2037 -1.2360662143e+00 cdv_72 2038 -1.8394441157e+00 cdv_73 2039 2.3999012889e+00 cdv_74 2040 -3.4279156864e+00 cdv_75 2041 -2.5596751904e+00 cdv_76 2042 3.2921314101e+00 cdv_77 2043 2.6697851864e+00 cdv_78 2044 -1.1122139033e+00 cdv_79 2045 -1.3272162663e+00 cdv_80 2046 -1.2536281687e+00 cdv_81 2047 -2.2772313581e+00 cdv_82 2048 -4.8407027834e+00 cdv_83 2049 4.0578515346e+00 cdv_84 2050 3.7390925547e+00 cdv_85 2051 -2.4299410344e+00 cdv_86 2052 2.1358328511e+00 cdv_87 2053 1.1758454619e+00 cdv_88 2054 -2.7391550033e+00 cdv_89 2055 1.1463399312e+00 cdv_90 2056 2.8956386031e+00 cdv_91 2057 -4.7877481616e+00 cdv_92 2058 2.9914728592e+00 cdv_93 2059 -4.7349687172e+00 cdv_94 2060 2.7983324461e+00 cdv_95 2061 5.5285682989e-01 cdv_96 2062<<<<< Best objective function = 2063 1.8142447467e+04 2064<<<<< Best constraint values = 2065 2.1712611442e+01 2066 -2.3284428336e+00 2067<<<<< Best data captured at function evaluation 26113 2068<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 2069<<<<< Best parameters = 2070 3.8278916557e+00 cdv_1 2071 3.6233242278e+00 cdv_2 2072 -4.0733267107e-01 cdv_3 2073 -8.4209293787e-01 cdv_4 2074 4.2908215779e-01 cdv_5 2075 -3.7675586016e+00 cdv_6 2076 4.0109592216e+00 cdv_7 2077 1.8713092097e+00 cdv_8 2078 1.5272066184e+00 cdv_9 2079 1.0660498052e+00 cdv_10 2080 -4.0833052061e+00 cdv_11 2081 -1.2452736591e+00 cdv_12 2082 3.7596232497e+00 cdv_13 2083 4.5511079238e+00 cdv_14 2084 1.7333820069e+00 cdv_15 2085 -6.1895901192e-01 cdv_16 2086 1.2914722446e-01 cdv_17 2087 -4.4324442721e+00 cdv_18 2088 4.0778628318e-04 cdv_19 2089 2.9230842940e+00 cdv_20 2090 -1.4583025302e-01 cdv_21 2091 -2.4132851892e+00 cdv_22 2092 -3.3218135737e-01 cdv_23 2093 4.5557290755e+00 cdv_24 2094 -2.6926704294e+00 cdv_25 2095 3.9083415682e+00 cdv_26 2096 2.2567362107e+00 cdv_27 2097 2.7611511371e-01 cdv_28 2098 -1.1464463957e+00 cdv_29 2099 3.7562443030e+00 cdv_30 2100 3.5712767349e+00 cdv_31 2101 -3.7044950551e+00 cdv_32 2102 1.1478903285e+00 cdv_33 2103 -4.7387531790e+00 cdv_34 2104 2.6453897549e+00 cdv_35 2105 8.1573465335e-01 cdv_36 2106 4.7081076568e+00 cdv_37 2107 -4.5223459793e+00 cdv_38 2108 -1.1391315182e+00 cdv_39 2109 3.5760838020e+00 cdv_40 2110 -3.5129597412e+00 cdv_41 2111 2.7581817684e-01 cdv_42 2112 -4.3842329898e+00 cdv_43 2113 4.0360953707e-01 cdv_44 2114 4.8564919928e+00 cdv_45 2115 -4.0852154275e-01 cdv_46 2116 2.4192960907e+00 cdv_47 2117 -1.6626178497e+00 cdv_48 2118 1.3501201995e+00 cdv_49 2119 -4.9311553720e+00 cdv_50 2120 -1.4522211081e+00 cdv_51 2121 5.5472001511e-01 cdv_52 2122 2.4875731237e+00 cdv_53 2123 3.2546680438e+00 cdv_54 2124 -1.6528291089e+00 cdv_55 2125 -3.1275341683e+00 cdv_56 2126 7.8914059171e-01 cdv_57 2127 2.2591021853e-01 cdv_58 2128 -3.7249692976e+00 cdv_59 2129 -8.1630943256e-01 cdv_60 2130 4.2485228757e+00 cdv_61 2131 -5.2725280761e-01 cdv_62 2132 -4.3129401314e+00 cdv_63 2133 -3.9321389295e+00 cdv_64 2134 -4.3575494974e+00 cdv_65 2135 4.6627605730e+00 cdv_66 2136 3.3104452978e+00 cdv_67 2137 -4.6568218325e+00 cdv_68 2138 -1.8992556891e+00 cdv_69 2139 -2.6320298969e+00 cdv_70 2140 -2.3030413585e+00 cdv_71 2141 -1.8835267525e+00 cdv_72 2142 1.7685053720e+00 cdv_73 2143 -4.4238486793e-01 cdv_74 2144 4.3678096949e+00 cdv_75 2145 -1.6415223649e+00 cdv_76 2146 -2.9028277672e+00 cdv_77 2147 3.8993387981e+00 cdv_78 2148 -2.8048510584e+00 cdv_79 2149 4.1954992037e+00 cdv_80 2150 -3.9445309727e+00 cdv_81 2151 1.9683293117e+00 cdv_82 2152 3.3059632954e+00 cdv_83 2153 2.7953336625e+00 cdv_84 2154 1.1951931697e+00 cdv_85 2155 4.2587596816e-01 cdv_86 2156 2.5922588192e+00 cdv_87 2157 -5.0680808219e-01 cdv_88 2158 -3.0596496995e+00 cdv_89 2159 -3.1588476980e+00 cdv_90 2160 1.2758261989e+00 cdv_91 2161 4.8979008808e+00 cdv_92 2162 -1.4125762673e+00 cdv_93 2163 -2.0722960138e+00 cdv_94 2164 -3.8563295428e+00 cdv_95 2165 -8.3222293741e-01 cdv_96 2166<<<<< Best objective function = 2167 1.6602080092e+04 2168<<<<< Best constraint values = 2169 1.2841092414e+01 2170 1.1214532632e+01 2171<<<<< Best data captured at function evaluation 27649 2172<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 2173<<<<< Best parameters = 2174 -1.7310090758e+00 cdv_1 2175 -8.2975854501e-01 cdv_2 2176 -5.0328839187e-01 cdv_3 2177 -9.5197246047e-01 cdv_4 2178 1.7516659455e+00 cdv_5 2179 -9.6128823183e-01 cdv_6 2180 -1.1339757650e+00 cdv_7 2181 4.9692974605e+00 cdv_8 2182 3.6953772418e+00 cdv_9 2183 5.2080356826e+00 cdv_10 2184 2.3503720400e+00 cdv_11 2185 4.5876245487e+00 cdv_12 2186 5.9776422516e+00 cdv_13 2187 5.4721607453e-01 cdv_14 2188 -2.7120866180e+00 cdv_15 2189 2.5282997249e+00 cdv_16 2190 4.8091484349e+00 cdv_17 2191 4.9959224161e+00 cdv_18 2192 5.0086407092e-01 cdv_19 2193 -1.8690202143e+00 cdv_20 2194 -2.7224906886e+00 cdv_21 2195 -1.5854749388e+00 cdv_22 2196 -6.7706913702e-01 cdv_23 2197 -3.0095314457e-01 cdv_24 2198 4.8854476381e+00 cdv_25 2199 6.3274309742e+00 cdv_26 2200 6.2360546078e+00 cdv_27 2201 9.3846123166e-01 cdv_28 2202 2.8077911975e+00 cdv_29 2203 2.7981932141e+00 cdv_30 2204 2.8658284607e+00 cdv_31 2205 -3.1332820286e+00 cdv_32 2206 5.0841501852e+00 cdv_33 2207 -2.8252338822e+00 cdv_34 2208 4.8501304078e+00 cdv_35 2209 -4.2786964356e-01 cdv_36 2210 3.6396525384e+00 cdv_37 2211 4.0791644353e+00 cdv_38 2212 3.1638056462e+00 cdv_39 2213 4.5224388410e+00 cdv_40 2214 7.5145655667e-02 cdv_41 2215 4.5770382366e+00 cdv_42 2216 2.5355435321e+00 cdv_43 2217 -1.3486868310e+00 cdv_44 2218 5.5132651966e+00 cdv_45 2219 5.7615140824e+00 cdv_46 2220 5.1945765136e+00 cdv_47 2221 5.4871566906e+00 cdv_48 2222 -1.3420898868e+00 cdv_49 2223 -2.1152218132e+00 cdv_50 2224 5.2930367327e+00 cdv_51 2225 -2.4569759335e+00 cdv_52 2226 4.7584597464e+00 cdv_53 2227 3.7824544785e+00 cdv_54 2228 -6.1620089619e-01 cdv_55 2229 5.8371349889e+00 cdv_56 2230 -4.1323979808e-01 cdv_57 2231 -2.5018036195e+00 cdv_58 2232 1.9432674049e+00 cdv_59 2233 2.9795866646e+00 cdv_60 2234 -2.3546898550e+00 cdv_61 2235 -1.4457882972e+00 cdv_62 2236 -3.1944374083e+00 cdv_63 2237 -1.7493120833e+00 cdv_64 2238 8.6006067795e-01 cdv_65 2239 1.3727086638e+00 cdv_66 2240 5.7579271461e+00 cdv_67 2241 -7.7295463081e-01 cdv_68 2242 -8.7514312912e-02 cdv_69 2243 1.1783928265e+00 cdv_70 2244 2.9488481952e+00 cdv_71 2245 7.7147904691e-01 cdv_72 2246 4.1285684447e+00 cdv_73 2247 2.4387328068e+00 cdv_74 2248 4.6983163952e+00 cdv_75 2249 5.8761573576e-01 cdv_76 2250 -9.2407082446e-01 cdv_77 2251 -3.2971756219e+00 cdv_78 2252 -1.7869005004e-01 cdv_79 2253 1.6909681715e+00 cdv_80 2254 5.5308446946e+00 cdv_81 2255 3.6627618837e+00 cdv_82 2256 -2.2916011613e+00 cdv_83 2257 -3.3544160827e+00 cdv_84 2258 3.2851553091e+00 cdv_85 2259 5.1416975771e+00 cdv_86 2260 -9.5229597116e-02 cdv_87 2261 -1.7445010375e+00 cdv_88 2262 -2.6861801360e+00 cdv_89 2263 1.9184410758e+00 cdv_90 2264 -1.3500279837e+00 cdv_91 2265 4.5277162654e+00 cdv_92 2266 6.4710080647e+00 cdv_93 2267 3.2278137955e+00 cdv_94 2268 3.6296215080e+00 cdv_95 2269 1.8875379023e-01 cdv_96 2270<<<<< Best objective function = 2271 1.3451180517e+04 2272<<<<< Best constraint values = 2273 3.4112716931e+00 2274 1.5540037809e+00 2275<<<<< Best data captured at function evaluation 30720 2276<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 2277<<<<< Best parameters = 2278 3.5900879263e-01 cdv_1 2279 1.7982894451e+00 cdv_2 2280 -1.4251808291e+00 cdv_3 2281 1.9439722378e+00 cdv_4 2282 4.1543533575e+00 cdv_5 2283 -3.9259440052e-01 cdv_6 2284 -4.3010917560e+00 cdv_7 2285 2.5783208402e+00 cdv_8 2286 3.2452916598e+00 cdv_9 2287 2.3385449064e+00 cdv_10 2288 -1.1113244291e+00 cdv_11 2289 1.4735315872e+00 cdv_12 2290 -4.9161385115e+00 cdv_13 2291 3.2550964903e+00 cdv_14 2292 -3.8479166337e+00 cdv_15 2293 4.8938339091e-01 cdv_16 2294 -3.4371654865e+00 cdv_17 2295 1.7602046249e+00 cdv_18 2296 -5.6392556735e-01 cdv_19 2297 -2.6813067829e+00 cdv_20 2298 -3.1919886593e+00 cdv_21 2299 -4.7741962361e+00 cdv_22 2300 -1.5990286685e+00 cdv_23 2301 2.3666765458e+00 cdv_24 2302 2.5936889493e+00 cdv_25 2303 -2.9230415123e+00 cdv_26 2304 -4.6073638601e+00 cdv_27 2305 1.3523274095e+00 cdv_28 2306 8.2783947660e-01 cdv_29 2307 4.1896949161e+00 cdv_30 2308 4.2965314788e-01 cdv_31 2309 3.6646183638e-01 cdv_32 2310 -3.3343285256e+00 cdv_33 2311 1.6199971970e+00 cdv_34 2312 -3.9796499732e+00 cdv_35 2313 2.6475560009e+00 cdv_36 2314 4.4214249799e+00 cdv_37 2315 -1.5707935404e+00 cdv_38 2316 -2.5923097661e+00 cdv_39 2317 -5.6358468001e-01 cdv_40 2318 -2.7452112311e-02 cdv_41 2319 -4.5198206190e+00 cdv_42 2320 8.1974253660e-01 cdv_43 2321 -7.9884159398e-01 cdv_44 2322 -4.5429119737e+00 cdv_45 2323 3.8515591111e-01 cdv_46 2324 -4.4523556012e+00 cdv_47 2325 2.8841393991e+00 cdv_48 2326 4.5394682780e+00 cdv_49 2327 2.2067348384e+00 cdv_50 2328 -2.0352059866e+00 cdv_51 2329 -1.4721416418e+00 cdv_52 2330 -6.4769020052e-02 cdv_53 2331 1.9526094276e+00 cdv_54 2332 -4.5461978853e+00 cdv_55 2333 1.0818463990e+00 cdv_56 2334 1.5336380276e+00 cdv_57 2335 -4.6407502256e+00 cdv_58 2336 -2.6267162224e+00 cdv_59 2337 1.0963226440e+00 cdv_60 2338 -1.9905290985e+00 cdv_61 2339 2.4123427298e+00 cdv_62 2340 -7.0265127967e-01 cdv_63 2341 3.6398048115e+00 cdv_64 2342 1.1811270840e+00 cdv_65 2343 5.3068105772e-01 cdv_66 2344 -3.6435520549e+00 cdv_67 2345 -9.3754009741e-01 cdv_68 2346 3.6070818296e+00 cdv_69 2347 1.5855466199e+00 cdv_70 2348 5.3029120706e-01 cdv_71 2349 4.9049517581e+00 cdv_72 2350 -1.2938743545e+00 cdv_73 2351 -1.6860418199e+00 cdv_74 2352 -1.7648932261e+00 cdv_75 2353 1.5380883052e+00 cdv_76 2354 -3.1778764697e+00 cdv_77 2355 -2.5319031154e+00 cdv_78 2356 3.3036956344e+00 cdv_79 2357 -3.4184120110e+00 cdv_80 2358 1.8871127541e+00 cdv_81 2359 -3.1983649367e+00 cdv_82 2360 -3.7992812984e-01 cdv_83 2361 4.9554825322e+00 cdv_84 2362 -4.4002569154e+00 cdv_85 2363 -3.8560370884e+00 cdv_86 2364 -3.9129627770e+00 cdv_87 2365 -1.5839844374e+00 cdv_88 2366 2.0022427809e+00 cdv_89 2367 -4.8982407611e+00 cdv_90 2368 -4.2086230084e+00 cdv_91 2369 6.3854384052e-01 cdv_92 2370 -3.8592653786e-01 cdv_93 2371 2.1185435338e+00 cdv_94 2372 -8.0282968479e-01 cdv_95 2373 4.5161916252e+00 cdv_96 2374<<<<< Best objective function = 2375 1.9309607752e+04 2376<<<<< Best constraint values = 2377 -7.7025740936e-01 2378 3.0543405320e+00 2379<<<<< Best data captured at function evaluation 30721 2380<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 2381<<<<< Best parameters = 2382 4.3043818483e+00 cdv_1 2383 -4.4706552859e+00 cdv_2 2384 -2.1215982645e+00 cdv_3 2385 -1.8650475221e-01 cdv_4 2386 -1.0565683819e-01 cdv_5 2387 2.9750637234e+00 cdv_6 2388 -3.5697820809e+00 cdv_7 2389 7.1272983060e-01 cdv_8 2390 1.0157877714e-01 cdv_9 2391 -5.3739451862e-01 cdv_10 2392 -4.2219533877e+00 cdv_11 2393 4.1332532262e+00 cdv_12 2394 3.7419917042e-01 cdv_13 2395 -3.7929199914e+00 cdv_14 2396 4.7558666245e+00 cdv_15 2397 4.2324479706e+00 cdv_16 2398 -1.2468350577e+00 cdv_17 2399 1.3404428683e+00 cdv_18 2400 4.5267935269e+00 cdv_19 2401 4.7000079281e+00 cdv_20 2402 2.5599944419e+00 cdv_21 2403 -2.7673473683e+00 cdv_22 2404 4.2983834842e+00 cdv_23 2405 -3.5952366705e+00 cdv_24 2406 4.7190467039e+00 cdv_25 2407 -2.1802934512e+00 cdv_26 2408 -2.0775265854e+00 cdv_27 2409 5.8875725119e-01 cdv_28 2410 2.9425192288e+00 cdv_29 2411 1.9847273296e+00 cdv_30 2412 4.8138480156e+00 cdv_31 2413 3.4196272809e+00 cdv_32 2414 -3.9413941492e+00 cdv_33 2415 -9.7289767573e-01 cdv_34 2416 -2.8915698299e+00 cdv_35 2417 -4.1392081345e+00 cdv_36 2418 -2.4315724797e+00 cdv_37 2419 3.4230089984e+00 cdv_38 2420 -5.6803559090e-01 cdv_39 2421 1.2063531276e+00 cdv_40 2422 -3.0474028175e+00 cdv_41 2423 8.4241422834e-01 cdv_42 2424 -3.5570481242e+00 cdv_43 2425 3.3860740718e+00 cdv_44 2426 2.5600059549e-01 cdv_45 2427 -4.4726421090e+00 cdv_46 2428 1.8504453219e+00 cdv_47 2429 2.5612997571e+00 cdv_48 2430 5.1959777670e-02 cdv_49 2431 4.2806446649e+00 cdv_50 2432 3.6648881675e+00 cdv_51 2433 -8.9368265647e-01 cdv_52 2434 4.6212385245e+00 cdv_53 2435 -8.7200624714e-01 cdv_54 2436 2.9366285170e+00 cdv_55 2437 -2.2931800784e+00 cdv_56 2438 3.1683718494e-01 cdv_57 2439 -2.5353691783e+00 cdv_58 2440 -4.4254417863e+00 cdv_59 2441 -3.5538718317e+00 cdv_60 2442 2.1300920682e-01 cdv_61 2443 -4.7193535621e+00 cdv_62 2444 3.5861288752e+00 cdv_63 2445 4.0210350016e+00 cdv_64 2446 -2.6680610182e-01 cdv_65 2447 -4.2881060943e+00 cdv_66 2448 4.2457744924e+00 cdv_67 2449 -4.1592209512e+00 cdv_68 2450 -2.8661207035e+00 cdv_69 2451 3.7270830262e+00 cdv_70 2452 3.5367776866e+00 cdv_71 2453 1.5441756618e+00 cdv_72 2454 -3.7367971291e-02 cdv_73 2455 4.5364897179e+00 cdv_74 2456 2.9057931641e+00 cdv_75 2457 1.0293708539e+00 cdv_76 2458 2.8169715380e+00 cdv_77 2459 -3.3305568088e-01 cdv_78 2460 4.5495239808e+00 cdv_79 2461 2.9131306544e+00 cdv_80 2462 2.5607510286e+00 cdv_81 2463 3.5083226907e+00 cdv_82 2464 -4.7016592387e-01 cdv_83 2465 3.2947105886e+00 cdv_84 2466 9.6730828071e-01 cdv_85 2467 2.9496054848e+00 cdv_86 2468 -1.6148111306e+00 cdv_87 2469 -1.6420308719e+00 cdv_88 2470 3.5392413323e+00 cdv_89 2471 4.2100836278e+00 cdv_90 2472 2.2066507193e+00 cdv_91 2473 1.8652460954e+00 cdv_92 2474 4.7184801181e+00 cdv_93 2475 -1.1604419953e+00 cdv_94 2476 -4.2363871233e+00 cdv_95 2477 2.0731756417e+00 cdv_96 2478<<<<< Best objective function = 2479 1.5116607654e+04 2480<<<<< Best constraint values = 2481 2.0763030739e+01 2482 1.7834567761e+01 2483<<<<< Best data captured at function evaluation 32394 2484<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 2485<<<<< Best parameters = 2486 -1.9113530892e+00 cdv_1 2487 1.7481927676e+00 cdv_2 2488 2.5727596521e+00 cdv_3 2489 -2.5860200791e+00 cdv_4 2490 5.4401394893e+00 cdv_5 2491 1.9744326814e+00 cdv_6 2492 4.5564575470e-01 cdv_7 2493 2.3089410980e+00 cdv_8 2494 4.8115436683e+00 cdv_9 2495 -2.6827132147e+00 cdv_10 2496 -2.2921477802e+00 cdv_11 2497 3.6510235300e-01 cdv_12 2498 1.7794785554e+00 cdv_13 2499 -2.0802144956e+00 cdv_14 2500 5.0078930002e+00 cdv_15 2501 4.4727335148e+00 cdv_16 2502 4.6972569356e+00 cdv_17 2503 1.0449357304e+00 cdv_18 2504 -2.5239009666e+00 cdv_19 2505 -3.6330013989e+00 cdv_20 2506 5.3547907577e+00 cdv_21 2507 -3.5990386711e+00 cdv_22 2508 -5.0150831816e-02 cdv_23 2509 -2.8463842758e+00 cdv_24 2510 -2.4954173574e+00 cdv_25 2511 8.6386005859e-01 cdv_26 2512 2.9112173884e+00 cdv_27 2513 -1.9005372345e-01 cdv_28 2514 -2.3709172214e+00 cdv_29 2515 4.5463427735e+00 cdv_30 2516 -1.2476734852e+00 cdv_31 2517 7.5498581931e-01 cdv_32 2518 2.4926224058e+00 cdv_33 2519 4.7778747930e+00 cdv_34 2520 -3.6932290672e+00 cdv_35 2521 2.9362359579e-01 cdv_36 2522 2.4152034318e+00 cdv_37 2523 5.7939626726e+00 cdv_38 2524 -1.1395215250e+00 cdv_39 2525 -3.1489960276e+00 cdv_40 2526 1.5684423695e+00 cdv_41 2527 -3.0800459420e+00 cdv_42 2528 5.0019541508e+00 cdv_43 2529 5.3936067256e+00 cdv_44 2530 2.4532780365e+00 cdv_45 2531 -1.3917862993e+00 cdv_46 2532 1.5532096707e+00 cdv_47 2533 1.2126592218e+00 cdv_48 2534 2.7306393083e+00 cdv_49 2535 -3.4088410780e+00 cdv_50 2536 4.2543788078e+00 cdv_51 2537 5.2922076022e+00 cdv_52 2538 -2.2856890231e+00 cdv_53 2539 1.3293785092e+00 cdv_54 2540 4.1459709117e+00 cdv_55 2541 1.1632810533e+00 cdv_56 2542 3.1304296170e+00 cdv_57 2543 -4.3448333406e-01 cdv_58 2544 -2.3484164367e+00 cdv_59 2545 -2.1764371602e+00 cdv_60 2546 -1.8907590892e+00 cdv_61 2547 1.1828987429e+00 cdv_62 2548 2.5063092908e+00 cdv_63 2549 5.4407651484e+00 cdv_64 2550 4.2446071577e+00 cdv_65 2551 1.2433762131e+00 cdv_66 2552 -6.5293635077e-01 cdv_67 2553 -2.1721411283e+00 cdv_68 2554 5.8149691926e+00 cdv_69 2555 -1.2620346763e+00 cdv_70 2556 2.1864505911e+00 cdv_71 2557 -1.5056191594e+00 cdv_72 2558 1.3888966010e-01 cdv_73 2559 4.6047566183e+00 cdv_74 2560 5.0664246270e+00 cdv_75 2561 -3.7259696007e+00 cdv_76 2562 2.4540653499e+00 cdv_77 2563 1.2510638260e+00 cdv_78 2564 5.8415392808e+00 cdv_79 2565 -9.1092794455e-01 cdv_80 2566 -1.6903605633e-01 cdv_81 2567 3.9727144399e+00 cdv_82 2568 -1.1610783473e+00 cdv_83 2569 2.7997391099e+00 cdv_84 2570 3.2056577823e+00 cdv_85 2571 -3.5737411943e+00 cdv_86 2572 2.4090108728e+00 cdv_87 2573 4.0234288337e+00 cdv_88 2574 -1.0929918353e+00 cdv_89 2575 4.3839815337e+00 cdv_90 2576 4.9731490254e+00 cdv_91 2577 1.3253118828e+00 cdv_92 2578 1.6103769680e+00 cdv_93 2579 -2.3117367658e+00 cdv_94 2580 -2.3159706627e+00 cdv_95 2581 4.5104884896e+00 cdv_96 2582<<<<< Best objective function = 2583 1.1992702993e+04 2584<<<<< Best constraint values = 2585 2.7791742477e+00 2586 4.0118544975e+00 2587<<<<< Best data captured at function evaluation 34751 2588<<<<< Function evaluation summary: 1536 total (1536 new, 0 duplicate) 2589<<<<< Best parameters = 2590 2.7641803539e+00 cdv_1 2591 -1.7379970078e+00 cdv_2 2592 7.4830211350e-01 cdv_3 2593 4.8402343830e+00 cdv_4 2594 3.3136564879e+00 cdv_5 2595 4.9469974723e+00 cdv_6 2596 4.3269410255e+00 cdv_7 2597 9.1395388396e-01 cdv_8 2598 3.5778567567e+00 cdv_9 2599 -1.8851639169e-01 cdv_10 2600 1.9123696829e-01 cdv_11 2601 3.6348099073e-01 cdv_12 2602 4.6163781296e+00 cdv_13 2603 4.1286864460e+00 cdv_14 2604 -4.6087133063e+00 cdv_15 2605 2.1299294607e+00 cdv_16 2606 4.2849764854e+00 cdv_17 2607 -1.2595458677e+00 cdv_18 2608 -1.4669728411e+00 cdv_19 2609 -4.2965553978e+00 cdv_20 2610 7.4628923011e-01 cdv_21 2611 -1.4937569005e+00 cdv_22 2612 -3.2367947156e+00 cdv_23 2613 3.7535401567e+00 cdv_24 2614 -2.4674259380e+00 cdv_25 2615 1.8967103244e+00 cdv_26 2616 -1.4791223298e+00 cdv_27 2617 -1.8380397163e+00 cdv_28 2618 -3.6234905367e+00 cdv_29 2619 7.5802832871e-01 cdv_30 2620 -6.2807949066e-01 cdv_31 2621 4.4110255094e+00 cdv_32 2622 4.8875969946e+00 cdv_33 2623 -2.5362042414e+00 cdv_34 2624 1.3968758557e+00 cdv_35 2625 -3.4018500916e+00 cdv_36 2626 -1.6078512409e+00 cdv_37 2627 -3.3531822692e+00 cdv_38 2628 4.1816208706e-01 cdv_39 2629 2.6002834495e+00 cdv_40 2630 -5.2397991870e-01 cdv_41 2631 3.5006577685e+00 cdv_42 2632 -5.2532922797e-01 cdv_43 2633 2.7992796088e+00 cdv_44 2634 1.7896468993e+00 cdv_45 2635 1.3450353646e+00 cdv_46 2636 9.1340636427e-02 cdv_47 2637 3.1127231945e+00 cdv_48 2638 2.9800334916e-01 cdv_49 2639 -1.4263884010e+00 cdv_50 2640 -4.0464124606e+00 cdv_51 2641 1.0336540349e+00 cdv_52 2642 1.8087857354e-01 cdv_53 2643 -3.0324078139e+00 cdv_54 2644 3.3907977730e+00 cdv_55 2645 -4.6885199684e+00 cdv_56 2646 -4.6116761364e+00 cdv_57 2647 -4.5799290416e+00 cdv_58 2648 -7.2388641497e-01 cdv_59 2649 -4.9312376208e+00 cdv_60 2650 -3.0820665692e+00 cdv_61 2651 -4.2381995465e+00 cdv_62 2652 -3.0982694454e+00 cdv_63 2653 1.5730831931e+00 cdv_64 2654 1.7286514565e+00 cdv_65 2655 1.9821868460e+00 cdv_66 2656 2.2590302875e+00 cdv_67 2657 4.3566940027e+00 cdv_68 2658 -3.8330478585e+00 cdv_69 2659 -9.2401767741e-01 cdv_70 2660 3.0490458694e+00 cdv_71 2661 3.4682772425e+00 cdv_72 2662 1.3197985328e+00 cdv_73 2663 -4.8232295506e+00 cdv_74 2664 -4.4359543972e-01 cdv_75 2665 4.5271192322e+00 cdv_76 2666 -1.8696780961e+00 cdv_77 2667 3.3738551755e+00 cdv_78 2668 9.0788515440e-01 cdv_79 2669 3.1490051134e+00 cdv_80 2670 4.2001591534e+00 cdv_81 2671 -7.9512275367e-01 cdv_82 2672 4.8320700953e+00 cdv_83 2673 4.1958509701e+00 cdv_84 2674 -1.8549164143e+00 cdv_85 2675 4.9210820816e+00 cdv_86 2676 -4.8720923943e+00 cdv_87 2677 1.5519423598e+00 cdv_88 2678 3.0187918117e+00 cdv_89 2679 2.2473989821e+00 cdv_90 2680 3.6111815561e-01 cdv_91 2681 -5.9371791916e-01 cdv_92 2682 -2.7355812155e+00 cdv_93 2683 4.8792226684e+00 cdv_94 2684 2.6953712377e-01 cdv_95 2685 8.9434740657e-01 cdv_96 2686<<<<< Best objective function = 2687 1.6565134480e+04 2688<<<<< Best constraint values = 2689 8.5096915330e+00 2690 1.6385434222e+00 2691<<<<< Best data captured at function evaluation 35329 2692<<<<< Results summary: 2693 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 2694 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 2695 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 2696 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 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2.779174248 4.011854497 2717 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 2718dakota_apps.in 2719Test Number 0 succeeded 2720<<<<< Function evaluation summary: 61 total (61 new, 0 duplicate) 2721<<<<< Best parameters = 2722 1.0000000000e+00 x1 2723 1.0000000000e+00 x2 2724 1.0000000000e+00 x3 2725<<<<< Best objective function = 2726 0.0000000000e+00 2727<<<<< Best data captured at function evaluation 25 2728Test Number 1 succeeded 2729<<<<< Function evaluation summary: 287 total (287 new, 0 duplicate) 2730<<<<< Best parameters = 2731 5.0000000000e-01 x1 2732 9.0039062500e-01 x2 2733 1.0000000000e+00 x3 2734<<<<< Best objective function = 2735 6.2598446631e-02 2736<<<<< Best constraint values = 2737 -2.0019531250e-01 2738<<<<< Best data captured at function evaluation 215 2739Test Number 2 succeeded 2740<<<<< Function evaluation summary: 22 total (22 new, 0 duplicate) 2741<<<<< Best parameters = 2742 1.0000000000e+00 x1 2743 1.0000000000e+00 x2 2744 1.0000000000e+00 x3 2745<<<<< Best objective function = 2746 0.0000000000e+00 2747<<<<< Best data captured at function evaluation 21 2748Test Number 3 succeeded 2749<<<<< Function evaluation summary: 91 total (91 new, 0 duplicate) 2750<<<<< Best parameters = 2751 6.2271967622e-01 x1 2752 1.1761084488e+00 x2 2753 1.5784521988e+00 x3 2754<<<<< Best objective function = 2755 1.3318448984e-01 2756<<<<< Best constraint values = 2757 -2.0027442923e-01 2758<<<<< Best data captured at function evaluation 67 2759Test Number 4 succeeded 2760<<<<< Function evaluation summary: 395 total (395 new, 0 duplicate) 2761<<<<< Best parameters = 2762 5.0000000000e-01 x1 2763 5.0000000000e-01 x2 2764 0.0000000000e+00 x3 2765<<<<< Best objective function = 2766 1.1250000000e+00 2767<<<<< Best constraint values = 2768 -0.0000000000e+00 2769 -0.0000000000e+00 2770 0.0000000000e+00 2771<<<<< Best data captured at function evaluation 20 2772Test Number 5 succeeded 2773<<<<< Function evaluation summary: 232 total (232 new, 0 duplicate) 2774<<<<< Best parameters = 2775 1.1091092410e+00 x1 2776 1.0783907590e+00 x2 2777 7.0339075897e-01 x3 2778<<<<< Best objective function = 2779 7.9194471793e-03 2780<<<<< Best constraint values = 2781 6.9092792906e-01 2782 6.0837200851e-01 2783 4.9475855980e-01 2784<<<<< Best data captured at function evaluation 20 2785Test Number 6 succeeded 2786<<<<< Function evaluation summary: 198 total (198 new, 0 duplicate) 2787<<<<< Best parameters = 2788 6.7187500000e-01 x1 2789 1.3046875000e+00 x2 2790 1.0000000000e+00 x3 2791<<<<< Best objective function = 2792 2.0210210234e-02 2793<<<<< Best constraint values = 2794 -2.0092773438e-01 2795<<<<< Best data captured at function evaluation 143 2796Test Number 7 succeeded 2797<<<<< Function evaluation summary: 445 total (445 new, 0 duplicate) 2798<<<<< Best parameters = 2799 4.9843750000e-01 x1 2800 4.9882812500e-01 x2 2801 1.0000000000e+00 x3 2802<<<<< Best objective function = 2803 1.2637292040e-01 2804<<<<< Best constraint values = 2805 -9.7412109375e-04 2806 -3.8925170898e-04 2807<<<<< Best data captured at function evaluation 376 2808Test Number 8 succeeded 2809<<<<< Function evaluation summary: 38 total (38 new, 0 duplicate) 2810<<<<< Best parameters = 2811 1.0272044278e+00 x1 2812 9.7060807224e-01 x2 2813 9.7498307224e-01 x3 2814<<<<< Best objective function = 2815 1.6857017976e-06 2816<<<<< Best data captured at function evaluation 38 2817Test Number 9 succeeded 2818<<<<< Function evaluation summary: 103 total (103 new, 0 duplicate) 2819<<<<< Best parameters = 2820 3.8558482938e-01 x1 2821 6.9703235812e-01 x2 2822 2.5317979831e+00 x3 2823<<<<< Best objective function = 2824 5.6565527847e+00 2825<<<<< Best constraint values = 2826 -1.9984051841e-01 2827<<<<< Best data captured at function evaluation 80 2828Test Number 10 succeeded 2829<<<<< Function evaluation summary: 99 total (99 new, 0 duplicate) 2830<<<<< Best parameters = 2831 1.0000000000e+00 x1 2832 1.0000000000e+00 x2 2833 1.0000000000e+00 x3 2834<<<<< Best objective function = 2835 0.0000000000e+00 2836<<<<< Best data captured at function evaluation 21 2837Test Number 11 succeeded 2838<<<<< Function evaluation summary: 144 total (144 new, 0 duplicate) 2839<<<<< Best parameters = 2840 6.4121842688e-01 x1 2841 1.2232346981e+00 x2 2842 1.4943284481e+00 x3 2843<<<<< Best objective function = 2844 7.8765434761e-02 2845<<<<< Best constraint values = 2846 -2.0045627808e-01 2847<<<<< Best data captured at function evaluation 101 2848Test Number 12 succeeded 2849<<<<< Function evaluation summary: 34 total (34 new, 0 duplicate) 2850<<<<< Best parameters = 2851 1.0000000000e+00 x1 2852 1.0000000000e+00 x2 2853 1.0000000000e+00 x3 2854<<<<< Best objective function = 2855 0.0000000000e+00 2856<<<<< Best data captured at function evaluation 34 2857Test Number 13 succeeded 2858<<<<< Function evaluation summary: 244 total (244 new, 0 duplicate) 2859<<<<< Best parameters = 2860 5.0215885294e-01 x1 2861 5.0213802206e-01 x2 2862 2.4935442721e+00 x3 2863<<<<< Best objective function = 2864 5.0987740624e+00 2865<<<<< Best constraint values = 2866 1.0945025633e-03 2867 1.0631667211e-03 2868<<<<< Best data captured at function evaluation 244 2869Test Number 14 succeeded 2870<<<<< Function evaluation summary: 64 total (64 new, 0 duplicate) 2871<<<<< Best parameters = 2872 5.0000000000e-01 x1 2873 5.0000000000e-01 x2 2874 1.0000000000e+00 x3 2875<<<<< Best objective function = 2876 1.2500000000e-01 2877<<<<< Best constraint values = 2878 -0.0000000000e+00 2879 -0.0000000000e+00 2880<<<<< Best data captured at function evaluation 31 2881Test Number 15 succeeded 2882<<<<< Function evaluation summary: 71 total (71 new, 0 duplicate) 2883<<<<< Best parameters = 2884 1.1091092410e+00 x1 2885 1.1096407590e+00 x2 2886 6.7214075897e-01 x3 2887<<<<< Best objective function = 2888 1.1840693327e-02 2889<<<<< Best constraint values = 2890 6.7530292906e-01 2891 6.7674799344e-01 2892 4.5177319986e-01 2893<<<<< Best data captured at function evaluation 53 2894Test Number 16 succeeded 2895<<<<< Function evaluation summary: 205 total (205 new, 0 duplicate) 2896<<<<< Best parameters = 2897 9.9264820337e-01 x1 2898 1.0073907615e+00 x2 2899 1.0073128318e+00 x3 2900<<<<< Best objective function = 2901 8.7648399372e-09 2902<<<<< Best data captured at function evaluation 205 2903Test Number 17 succeeded 2904<<<<< Function evaluation summary: 225 total (225 new, 0 duplicate) 2905<<<<< Best parameters = 2906 4.9833152522e-01 x1 2907 4.9737159978e-01 x2 2908 2.5059653498e+00 x3 2909<<<<< Best objective function = 2910 5.2706769214e+00 2911<<<<< Best constraint values = 2912 -3.5149085931e-04 2913 -1.7872543449e-03 2914<<<<< Best data captured at function evaluation 181 2915Test Number 18 succeeded 2916<<<<< Function evaluation summary: 250 total (250 new, 0 duplicate) 2917<<<<< Best parameters = 2918 1.1091092410e+00 x1 2919 1.0783907590e+00 x2 2920 7.0339075897e-01 x3 2921<<<<< Best objective function = 2922 7.9194471793e-03 2923<<<<< Best constraint values = 2924 6.9092792906e-01 2925 6.0837200851e-01 2926 4.9475855980e-01 2927<<<<< Best data captured at function evaluation 23 2928Test Number 19 succeeded 2929<<<<< Function evaluation summary: 64 total (64 new, 0 duplicate) 2930<<<<< Best parameters = 2931 5.0000000000e-01 x1 2932 5.0000000000e-01 x2 2933 1.0000000000e+00 x3 2934<<<<< Best objective function = 2935 1.2500000000e-01 2936<<<<< Best constraint values = 2937 -0.0000000000e+00 2938 -0.0000000000e+00 2939<<<<< Best data captured at function evaluation 35 2940Test Number 20 succeeded 2941<<<<< Function evaluation summary: 61 total (61 new, 0 duplicate) 2942<<<<< Best parameters = 2943 5.0000000000e-01 x1 2944 5.0000000000e-01 x2 2945 1.0000000000e+00 x3 2946<<<<< Best objective function = 2947 1.2500000000e-01 2948<<<<< Best constraint values = 2949 -0.0000000000e+00 2950 -0.0000000000e+00 2951<<<<< Best data captured at function evaluation 33 2952Test Number 21 succeeded 2953<<<<< Function evaluation summary: 323 total (323 new, 0 duplicate) 2954<<<<< Best parameters = 2955 5.0439146078e-01 x1 2956 5.0498353922e-01 x2 2957 2.4862335392e+00 x3 2958<<<<< Best objective function = 2959 4.9995738850e+00 2960<<<<< Best constraint values = 2961 1.9189761028e-03 2962 2.8126444882e-03 2963<<<<< Best data captured at function evaluation 284 2964Test Number 22 succeeded 2965<<<<< Function evaluation summary: 476 total (476 new, 0 duplicate) 2966<<<<< Best parameters = 2967 5.0000000000e-01 x1 2968 5.0000000000e-01 x2 2969 1.0000000000e+00 x3 2970<<<<< Best objective function = 2971 1.2500000000e-01 2972<<<<< Best constraint values = 2973 -0.0000000000e+00 2974 -0.0000000000e+00 2975<<<<< Best data captured at function evaluation 33 2976Test Number 23 succeeded 2977<<<<< Function evaluation summary: 476 total (476 new, 0 duplicate) 2978<<<<< Best parameters = 2979 5.0000000000e-01 x1 2980 5.0000000000e-01 x2 2981 1.0000000000e+00 x3 2982<<<<< Best objective function = 2983 1.2500000000e-01 2984<<<<< Best constraint values = 2985 -0.0000000000e+00 2986 -0.0000000000e+00 2987<<<<< Best data captured at function evaluation 33 2988Test Number 24 succeeded 2989<<<<< Function evaluation summary: 476 total (476 new, 0 duplicate) 2990<<<<< Best parameters = 2991 5.0000000000e-01 x1 2992 5.0000000000e-01 x2 2993 1.0000000000e+00 x3 2994<<<<< Best objective function = 2995 1.2500000000e-01 2996<<<<< Best constraint values = 2997 -0.0000000000e+00 2998 -0.0000000000e+00 2999<<<<< Best data captured at function evaluation 33 3000Test Number 25 succeeded 3001<<<<< Function evaluation summary: 476 total (476 new, 0 duplicate) 3002<<<<< Best parameters = 3003 5.0000000000e-01 x1 3004 5.0000000000e-01 x2 3005 1.0000000000e+00 x3 3006<<<<< Best objective function = 3007 1.2500000000e-01 3008<<<<< Best constraint values = 3009 -0.0000000000e+00 3010 -0.0000000000e+00 3011<<<<< Best data captured at function evaluation 33 3012Test Number 26 succeeded 3013<<<<< Function evaluation summary: 468 total (468 new, 0 duplicate) 3014<<<<< Best parameters = 3015 5.0000000000e-01 x1 3016 5.0000000000e-01 x2 3017 1.0000000000e+00 x3 3018<<<<< Best objective function = 3019 1.2500000000e-01 3020<<<<< Best constraint values = 3021 -0.0000000000e+00 3022 -0.0000000000e+00 3023<<<<< Best data captured at function evaluation 29 3024Test Number 27 succeeded 3025<<<<< Function evaluation summary: 466 total (466 new, 0 duplicate) 3026<<<<< Best parameters = 3027 5.0000000000e-01 x1 3028 5.0000000000e-01 x2 3029 1.0000000000e+00 x3 3030<<<<< Best objective function = 3031 1.2500000000e-01 3032<<<<< Best constraint values = 3033 -0.0000000000e+00 3034 -0.0000000000e+00 3035<<<<< Best data captured at function evaluation 28 3036Test Number 28 succeeded 3037<<<<< Function evaluation summary: 462 total (462 new, 0 duplicate) 3038<<<<< Best parameters = 3039 5.0000000000e-01 x1 3040 5.0000000000e-01 x2 3041 1.0000000000e+00 x3 3042<<<<< Best objective function = 3043 1.2500000000e-01 3044<<<<< Best constraint values = 3045 -0.0000000000e+00 3046 -0.0000000000e+00 3047<<<<< Best data captured at function evaluation 27 3048Test Number 29 succeeded 3049<<<<< Function evaluation summary: 456 total (456 new, 0 duplicate) 3050<<<<< Best parameters = 3051 5.0000000000e-01 x1 3052 5.0000000000e-01 x2 3053 1.0000000000e+00 x3 3054<<<<< Best objective function = 3055 1.2500000000e-01 3056<<<<< Best constraint values = 3057 -0.0000000000e+00 3058 -0.0000000000e+00 3059<<<<< Best data captured at function evaluation 27 3060dakota_cantilever_ego.in 3061Test Number 0 succeeded 3062<<<<< Function evaluation summary: 34 total (25 new, 9 duplicate) 3063<<<<< Best parameters = 3064 2.4938864333e+00 w 3065 3.1728423287e+00 t 3066 4.0000000000e+04 R 3067 2.9000000000e+07 E 3068 5.0000000000e+02 X 3069 1.0000000000e+03 Y 3070<<<<< Best objective function = 3071 7.9127084385e+00 3072<<<<< Best constraint values = 3073 -2.2461578362e-02 3074 -1.1495818155e-02 3075<<<<< Best data captured at function evaluation 27 3076Test Number 1 succeeded 3077<<<<< Function evaluation summary: 30 total (22 new, 8 duplicate) 3078<<<<< Best parameters = 3079 3.1358109367e+00 w 3080 2.7927737980e+00 t 3081 4.0000000000e+04 R 3082 2.9000000000e+07 E 3083 5.0000000000e+02 X 3084 1.0000000000e+03 Y 3085<<<<< Best objective function = 3086 8.7576106195e+00 3087<<<<< Best constraint values = 3088 -1.1360182196e-01 3089 -3.6021861116e-02 3090<<<<< Best data captured at function evaluation 27 3091dakota_cantilever_queso.in 3092Test Number 0 succeeded 3093<<<<< Function evaluation summary: 1632 total (1632 new, 0 duplicate) 3094 stress: 1632 val (1632 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3095 displacement: 1632 val (1632 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3096<<<<< Best parameters = 3097 2.8691852474e+07 E 3098 2.4998843409e+00 w 3099<<<<< Best misfit = 3100 9.7137281272e+00 3101<<<<< Best log prior = 3102 -2.0703165165e+01 3103<<<<< Best log posterior = 3104 -6.9874315821e+01 3105Sample moment statistics for each posterior variable: 3106 Mean Std Dev Skewness Kurtosis 3107 E 2.8609959149e+07 1.4417714265e+05 8.0289072767e-01 7.8655956161e-02 3108 w 2.5016445558e+00 3.8306697138e-03 -1.2217188066e-01 3.8866929785e-02 3109Sample moment statistics for each response function: 3110 Mean Std Dev Skewness Kurtosis 3111 stress 2.6282814617e+03 8.9765361327e+01 1.3400226598e-01 4.9239052295e-02 3112 displacement 2.9604502307e-01 1.0636886950e-02 -3.5080744510e-01 -1.2381836901e-01 3113Information gained from prior to posterior = 6.0209966781e+00 3114Test Number 1 succeeded 3115<<<<< Function evaluation summary: 1468 total (1468 new, 0 duplicate) 3116 stress: 1468 val (1468 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3117 displacement: 1468 val (1468 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3118<<<<< Best parameters = 3119 2.8648655053e+07 E 3120 2.5015668110e+00 w 3121<<<<< Best misfit = 3122 9.8012312136e+00 3123<<<<< Best log prior = 3124 -2.0703165165e+01 3125<<<<< Best log posterior = 3126 -6.9961818907e+01 3127Sample moment statistics for each posterior variable: 3128 Mean Std Dev Skewness Kurtosis 3129 E 2.8506753626e+07 3.8307420828e+04 1.3039327250e-01 6.6935899992e+00 3130 w 2.5026433245e+00 3.0465652412e-03 3.0912842683e-01 5.2358311834e-02 3131Sample moment statistics for each response function: 3132 Mean Std Dev Skewness Kurtosis 3133 stress 2.6048303154e+03 7.1267271938e+01 -3.0005923242e-01 4.4813089222e-02 3134 displacement 3.0350843286e-01 5.4717777815e-03 1.5296908017e-03 -1.2245378222e-01 3135Information gained from prior to posterior = 1.9840447225e+01 3136Test Number 2 succeeded 3137<<<<< Function evaluation summary: 1632 total (1632 new, 0 duplicate) 3138 stress: 1632 val (1632 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3139 displacement: 1632 val (1632 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3140<<<<< Best parameters = 3141 2.8691852474e+07 E 3142 2.4998843409e+00 w 3143<<<<< Best misfit = 3144 9.7137281272e+00 3145<<<<< Best log prior = 3146 -2.0703165165e+01 3147<<<<< Best log posterior = 3148 -6.9874315821e+01 3149Sample moment statistics for each posterior variable: 3150 Mean Std Dev Skewness Kurtosis 3151 E 2.8609959149e+07 1.4417714265e+05 8.0289072767e-01 7.8655956161e-02 3152 w 2.5016445558e+00 3.8306697138e-03 -1.2217188066e-01 3.8866929785e-02 3153Sample moment statistics for each response function: 3154 Mean Std Dev Skewness Kurtosis 3155 stress 2.6282814617e+03 8.9765361327e+01 1.3400226598e-01 4.9239052295e-02 3156 displacement 2.9604502307e-01 1.0636886950e-02 -3.5080744510e-01 -1.2381836901e-01 3157Information gained from prior to posterior = 6.0209966781e+00 3158Test Number 3 succeeded 3159<<<<< Function evaluation summary: 1468 total (1468 new, 0 duplicate) 3160 stress: 1468 val (1468 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3161 displacement: 1468 val (1468 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3162<<<<< Best parameters = 3163 2.8648655053e+07 E 3164 2.5015668110e+00 w 3165<<<<< Best misfit = 3166 9.8012312136e+00 3167<<<<< Best log prior = 3168 -2.0703165165e+01 3169<<<<< Best log posterior = 3170 -6.9961818907e+01 3171Sample moment statistics for each posterior variable: 3172 Mean Std Dev Skewness Kurtosis 3173 E 2.8506753626e+07 3.8307420828e+04 1.3039327250e-01 6.6935899992e+00 3174 w 2.5026433245e+00 3.0465652412e-03 3.0912842683e-01 5.2358311834e-02 3175Sample moment statistics for each response function: 3176 Mean Std Dev Skewness Kurtosis 3177 stress 2.6048303154e+03 7.1267271938e+01 -3.0005923242e-01 4.4813089222e-02 3178 displacement 3.0350843286e-01 5.4717777815e-03 1.5296908017e-03 -1.2245378222e-01 3179Information gained from prior to posterior = 1.9840447225e+01 3180Test Number 4 succeeded 3181<<<<< Function evaluation summary: 1762 total (1762 new, 0 duplicate) 3182 stress: 1762 val (1762 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3183 displacement: 1762 val (1762 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3184<<<<< Best parameters = 3185 2.8725945587e+07 E 3186 2.4993381806e+00 w 3187 8.5488028185e-01 CovMultResp1 3188 8.9860299890e-01 CovMultResp2 3189<<<<< Best misfit = 3190 1.1082170014e+01 3191<<<<< Best log prior = 3192 -1.9252953512e+01 3193<<<<< Best log posterior = 3194 -6.8474007124e+01 3195Sample moment statistics for each posterior variable: 3196 Mean Std Dev Skewness Kurtosis 3197 E 2.8605946432e+07 1.3532115812e+05 1.3945884416e+00 1.3541457485e+00 3198 w 2.5016034131e+00 3.5684594382e-03 -1.2273953999e-01 -1.6888920395e-01 3199 CovMultResp1 1.0044694859e+00 1.7084394579e-01 3.4221784361e-01 1.5077791544e-01 3200 CovMultResp2 1.0548221534e+00 1.8771627706e-01 6.6394070771e-01 5.6539171795e-01 3201Sample moment statistics for each response function: 3202 Mean Std Dev Skewness Kurtosis 3203 stress 2.6292222498e+03 8.3622879617e+01 1.3260561395e-01 -1.6917219669e-01 3204 displacement 2.9646522740e-01 9.9607488850e-03 -1.0560733245e+00 1.2791257125e+00 3205Information gained from prior to posterior = 8.2908388285e+00 3206Test Number 5 succeeded 3207<<<<< Function evaluation summary: 1800 total (1800 new, 0 duplicate) 3208 stress: 1800 val (1800 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3209 displacement: 1800 val (1800 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 3210<<<<< Best parameters = 3211 2.8639753447e+07 E 3212 2.5011742137e+00 w 3213 6.8548822280e-01 CovMultResp1 3214 9.2046475229e-01 CovMultResp2 3215<<<<< Best misfit = 3216 1.2167647369e+01 3217<<<<< Best log prior = 3218 -2.1321922782e+01 3219<<<<< Best log posterior = 3220 -7.0644490022e+01 3221Sample moment statistics for each posterior variable: 3222 Mean Std Dev Skewness Kurtosis 3223 E 2.8563846690e+07 9.5100350556e+04 1.2354358416e+00 7.9625733236e-01 3224 w 2.5019851962e+00 3.4353065179e-03 1.9214581775e-02 -9.2030356347e-02 3225 CovMultResp1 1.0260730453e+00 3.7387815958e-01 1.3538051020e+00 3.9436119762e+00 3226 CovMultResp2 1.4701743387e+00 6.8424971556e-01 1.5191416902e+00 2.5570099327e+00 3227Sample moment statistics for each response function: 3228 Mean Std Dev Skewness Kurtosis 3229 stress 2.6202682022e+03 8.0450698819e+01 -9.2317030086e-03 -9.1427611616e-02 3230 displacement 2.9954754931e-01 8.3603027591e-03 -5.7320241860e-01 -7.2592267731e-02 3231Information gained from prior to posterior = 8.6352311573e+00 3232dakota_cantilever_queso_adapt.in 3233Test Number 0 succeeded 3234<<<<< Function evaluation summary: 57 total (57 new, 0 duplicate) 3235<<<<< Best parameters = 3236 3.8587819101240195e+04 R 3237 3.1743707436499655e+07 E 3238 3.8362770758586555e+02 X 3239 6.9057018528749745e+02 Y 3240<<<<< Best misfit = 3241 9.7237300141531229e+00 3242<<<<< Best log prior = 3243 -1.1179735202011267e+01 3244<<<<< Best log posterior = 3245 -6.0360887744443474e+01 3246Sample moment statistics for each posterior variable: 3247 Mean Std Dev Skewness Kurtosis 3248 R 3.8632799263410518e+04 1.4670705707944855e+03 3.1362427152769289e-02 3.6373767170672938e-01 3249 E 3.1874766723431639e+07 1.0783873713353737e+06 9.1818857565694828e-02 1.6764275523365985e-01 3250 X 3.8398671543114966e+02 5.5952983792480545e+01 -2.1794065737540710e-01 -8.7713994779589022e-02 3251 Y 6.9138681576973556e+02 4.7480549062477046e+01 -1.5956653727705186e-01 -8.3467736359714551e-02 3252Sample moment statistics for each response function: 3253 Mean Std Dev Skewness Kurtosis 3254 stress 2.6615443347035048e+03 8.7398487111933449e+01 -7.3409585559503041e-02 2.0576762925144521e-01 3255 displacement 2.9389214592584278e-01 9.8391864850537487e-03 2.7584007195422297e-02 -2.8606411538641730e-02 3256Information gained from prior to posterior = 7.3813410287766260e+01 3257Test Number 1 succeeded 3258<<<<< Function evaluation summary: 49 total (49 new, 0 duplicate) 3259<<<<< Best parameters = 3260 3.9576109478771585e+04 R 3261 3.1000000000000000e+07 E 3262 3.0000000000000000e+02 X 3263 8.0000000000000000e+02 Y 3264<<<<< Best misfit = 3265 4.0276958954028089e+02 3266<<<<< Best log prior = 3267 -2.7725887222397811e+00 3268<<<<< Best log posterior = 3269 -4.4499960079079978e+02 3270Sample moment statistics for each posterior variable: 3271 Mean Std Dev Skewness Kurtosis 3272 R 3.9617298729155365e+04 7.2459737564629606e+01 3.8320856947048959e-01 -3.4028725751338036e-02 3273 E 3.0994594394025739e+07 5.3272591884802750e+03 -1.8332827080742562e+00 4.5215924588789180e+00 3274 X 3.0039048159037327e+02 3.5890660816315578e-01 1.5580038506610485e+00 3.1005667612228471e+00 3275 Y 8.0014882406782442e+02 1.4196237940506609e-01 1.6260180851497181e+00 3.3473463991704864e+00 3276Sample moment statistics for each response function: 3277 Mean Std Dev Skewness Kurtosis 3278 stress 2.6434106081200257e+03 7.0892028361721174e+01 -3.4885452164431913e-01 -1.4910083215816350e-01 3279 displacement 5.6643176323954025e-01 7.5317923763391177e-04 6.8472666387059700e-01 2.1735421174887590e-01 3280Information gained from prior to posterior = 1.1284111288359374e+02 3281dakota_coliny_p.in 3282Test Number 0 succeeded 3283<<<<< Function evaluation summary: 200 total (200 new, 0 duplicate) 3284<<<<< Best parameters = 3285 5.7893892864e-01 x1 3286 5.7495736388e-01 x2 3287 1.3050171516e+00 x3 3288<<<<< Best objective function = 3289 7.2726686137e-02 3290<<<<< Best constraint values = 3291 4.7691601150e-02 3292 4.1106505960e-02 3293<<<<< Best data captured at function evaluation 68 3294Test Number 1 succeeded 3295<<<<< Function evaluation summary: 200 total (200 new, 0 duplicate) 3296<<<<< Best parameters = 3297 5.7893892864e-01 x1 3298 5.7495736388e-01 x2 3299 1.3050171516e+00 x3 3300<<<<< Best objective function = 3301 7.2726686137e-02 3302<<<<< Best constraint values = 3303 4.7691601150e-02 3304 4.1106505960e-02 3305<<<<< Best data captured at function evaluation 68 3306Test Number 2 succeeded 3307<<<<< Function evaluation summary: 60 total (60 new, 0 duplicate) 3308<<<<< Best parameters = 3309 5.0000000000e-01 x1 3310 5.0000000000e-01 x2 3311 1.0000857053e+00 x3 3312<<<<< Best objective function = 3313 1.2500000000e-01 3314<<<<< Best constraint values = 3315 5.5511151231e-17 3316 -1.1102230246e-16 3317<<<<< Best data captured at function evaluation 60 3318Test Number 3 succeeded 3319<<<<< Function evaluation summary: 60 total (60 new, 0 duplicate) 3320<<<<< Best parameters = 3321 5.0000000000e-01 x1 3322 5.0000000000e-01 x2 3323 1.0000857053e+00 x3 3324<<<<< Best objective function = 3325 1.2500000000e-01 3326<<<<< Best constraint values = 3327 5.5511151231e-17 3328 -1.1102230246e-16 3329<<<<< Best data captured at function evaluation 60 3330Test Number 4 succeeded 3331<<<<< Function evaluation summary: 353 total (353 new, 0 duplicate) 3332<<<<< Best parameters = 3333 1.2294873749e-01 x1 3334 2.0525326424e-01 x2 3335 9.9984758421e-01 x3 3336<<<<< Best objective function = 3337 9.9064456572e-01 3338<<<<< Best constraint values = 3339 -8.7510240069e-02 3340 -1.9345466264e-02 3341<<<<< Best data captured at function evaluation 322 3342Test Number 5 succeeded 3343<<<<< Function evaluation summary: 353 total (353 new, 0 duplicate) 3344<<<<< Best parameters = 3345 1.2294873749e-01 x1 3346 2.0525326424e-01 x2 3347 9.9984758421e-01 x3 3348<<<<< Best objective function = 3349 9.9064456572e-01 3350<<<<< Best constraint values = 3351 -8.7510240069e-02 3352 -1.9345466264e-02 3353<<<<< Best data captured at function evaluation 322 3354Test Number 6 succeeded 3355<<<<< Function evaluation summary: 1030 total (1030 new, 0 duplicate) 3356<<<<< Best parameters = 3357 -4.5229303672e-02 x1 3358 -1.6890680891e-01 x2 3359 1.1832626589e+00 x3 3360<<<<< Best objective function = 3361 3.0615871485e+00 3362<<<<< Best constraint values = 3363 8.6499094365e-02 3364 5.1144161932e-02 3365<<<<< Best data captured at function evaluation 485 3366Test Number 7 succeeded 3367<<<<< Function evaluation summary: 1030 total (1030 new, 0 duplicate) 3368<<<<< Best parameters = 3369 -4.5229303672e-02 x1 3370 -1.6890680891e-01 x2 3371 1.1832626589e+00 x3 3372<<<<< Best objective function = 3373 3.0615871485e+00 3374<<<<< Best constraint values = 3375 8.6499094365e-02 3376 5.1144161932e-02 3377<<<<< Best data captured at function evaluation 485 3378Test Number 8 succeeded 3379<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3380<<<<< Best parameters = 3381 6.5507812500e-01 x1 3382 6.5507812500e-01 x2 3383 1.0000000000e+00 x3 3384<<<<< Best objective function = 3385 2.8308245201e-02 3386<<<<< Best constraint values = 3387 1.0158828735e-01 3388 1.0158828735e-01 3389<<<<< Best data captured at function evaluation 132 3390Test Number 9 succeeded 3391<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3392<<<<< Best parameters = 3393 6.5507812500e-01 x1 3394 6.5507812500e-01 x2 3395 1.0000000000e+00 x3 3396<<<<< Best objective function = 3397 2.8308245201e-02 3398<<<<< Best constraint values = 3399 1.0158828735e-01 3400 1.0158828735e-01 3401<<<<< Best data captured at function evaluation 132 3402Test Number 10 succeeded 3403<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3404<<<<< Best parameters = 3405 6.5507812500e-01 x1 3406 6.5507812500e-01 x2 3407 1.0000000000e+00 x3 3408<<<<< Best objective function = 3409 2.8308245201e-02 3410<<<<< Best constraint values = 3411 1.0158828735e-01 3412 1.0158828735e-01 3413<<<<< Best data captured at function evaluation 132 3414Test Number 11 succeeded 3415<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3416<<<<< Best parameters = 3417 6.5507812500e-01 x1 3418 6.5507812500e-01 x2 3419 1.0000000000e+00 x3 3420<<<<< Best objective function = 3421 2.8308245201e-02 3422<<<<< Best constraint values = 3423 1.0158828735e-01 3424 1.0158828735e-01 3425<<<<< Best data captured at function evaluation 132 3426Test Number 12 succeeded 3427<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3428<<<<< Best parameters = 3429 6.5507812500e-01 x1 3430 6.5507812500e-01 x2 3431 1.0000000000e+00 x3 3432<<<<< Best objective function = 3433 2.8308245201e-02 3434<<<<< Best constraint values = 3435 1.0158828735e-01 3436 1.0158828735e-01 3437<<<<< Best data captured at function evaluation 132 3438Test Number 13 succeeded 3439<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3440<<<<< Best parameters = 3441 6.5507812500e-01 x1 3442 6.5507812500e-01 x2 3443 1.0000000000e+00 x3 3444<<<<< Best objective function = 3445 2.8308245201e-02 3446<<<<< Best constraint values = 3447 1.0158828735e-01 3448 1.0158828735e-01 3449<<<<< Best data captured at function evaluation 132 3450Test Number 14 succeeded 3451<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3452<<<<< Best parameters = 3453 6.5507812500e-01 x1 3454 6.5507812500e-01 x2 3455 1.0000000000e+00 x3 3456<<<<< Best objective function = 3457 2.8308245201e-02 3458<<<<< Best constraint values = 3459 1.0158828735e-01 3460 1.0158828735e-01 3461<<<<< Best data captured at function evaluation 132 3462Test Number 15 succeeded 3463<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3464<<<<< Best parameters = 3465 6.5507812500e-01 x1 3466 6.5507812500e-01 x2 3467 1.0000000000e+00 x3 3468<<<<< Best objective function = 3469 2.8308245201e-02 3470<<<<< Best constraint values = 3471 1.0158828735e-01 3472 1.0158828735e-01 3473<<<<< Best data captured at function evaluation 132 3474Test Number 16 succeeded 3475<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3476<<<<< Best parameters = 3477 6.5507812500e-01 x1 3478 6.5507812500e-01 x2 3479 1.0000000000e+00 x3 3480<<<<< Best objective function = 3481 2.8308245201e-02 3482<<<<< Best constraint values = 3483 1.0158828735e-01 3484 1.0158828735e-01 3485<<<<< Best data captured at function evaluation 132 3486Test Number 17 succeeded 3487<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3488<<<<< Best parameters = 3489 6.5507812500e-01 x1 3490 6.5507812500e-01 x2 3491 1.0000000000e+00 x3 3492<<<<< Best objective function = 3493 2.8308245201e-02 3494<<<<< Best constraint values = 3495 1.0158828735e-01 3496 1.0158828735e-01 3497<<<<< Best data captured at function evaluation 132 3498Test Number 18 succeeded 3499<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3500<<<<< Best parameters = 3501 6.5507812500e-01 x1 3502 6.5507812500e-01 x2 3503 1.0000000000e+00 x3 3504<<<<< Best objective function = 3505 2.8308245201e-02 3506<<<<< Best constraint values = 3507 1.0158828735e-01 3508 1.0158828735e-01 3509<<<<< Best data captured at function evaluation 132 3510Test Number 19 succeeded 3511<<<<< Function evaluation summary: 137 total (137 new, 0 duplicate) 3512<<<<< Best parameters = 3513 6.5507812500e-01 x1 3514 6.5507812500e-01 x2 3515 1.0000000000e+00 x3 3516<<<<< Best objective function = 3517 2.8308245201e-02 3518<<<<< Best constraint values = 3519 1.0158828735e-01 3520 1.0158828735e-01 3521<<<<< Best data captured at function evaluation 132 3522dakota_cv_subspace.in 3523Test Number 0 succeeded 3524<<<<< Function evaluation summary (ID_I): 50 total (50 new, 0 duplicate) 3525 response_fn_1: 50 val (50 n, 0 d), 50 grad (50 n, 0 d), 0 Hess (0 n, 0 d) 3526<<<<< Function evaluation summary (ID_I): 20 total (20 new, 0 duplicate) 3527 response_fn_1: 20 val (20 n, 0 d), 20 grad (20 n, 0 d), 0 Hess (0 n, 0 d) 3528Sample moment statistics for each response function: 3529 Mean Std Dev Skewness Kurtosis 3530 response_fn_1 9.6238823046981352e+01 4.0856479914076068e+01 4.9548956804096544e-01 3.6781299311476411e-02 353195% confidence intervals for each response function: 3532 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 3533 response_fn_1 7.7117401851587658e+01 1.1536024424237505e+02 3.1070960520786297e+01 5.9673815714174097e+01 3534Simple Correlation Matrix among all inputs and outputs: 3535 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 ssv_6 ssv_7 response_fn_1 3536 ssv_1 1.00000e+00 3537 ssv_2 6.17449e-02 1.00000e+00 3538 ssv_3 5.20660e-03 4.75634e-02 1.00000e+00 3539 ssv_4 2.64940e-02 1.01326e-02 -7.92289e-02 1.00000e+00 3540 ssv_5 3.26429e-02 -7.73857e-02 6.41556e-02 1.57578e-02 1.00000e+00 3541 ssv_6 5.01108e-02 6.17191e-03 1.53751e-01 2.31022e-02 2.61476e-02 1.00000e+00 3542 ssv_7 2.35262e-02 -8.33211e-02 -3.66798e-02 2.42490e-02 1.13363e-01 -5.27374e-03 1.00000e+00 3543response_fn_1 -9.45290e-01 -1.35421e-01 1.18001e-02 2.21210e-02 -1.25313e-01 -5.04091e-02 -2.12655e-01 1.00000e+00 3544Partial Correlation Matrix between input and output: 3545 response_fn_1 3546 ssv_1 -9.71490e-01 3547 ssv_2 -4.06622e-01 3548 ssv_3 1.09220e-01 3549 ssv_4 2.38686e-01 3550 ssv_5 -3.41918e-01 3551 ssv_6 -3.06204e-02 3552 ssv_7 -6.38699e-01 3553Simple Rank Correlation Matrix among all inputs and outputs: 3554 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 ssv_6 ssv_7 response_fn_1 3555 ssv_1 1.00000e+00 3556 ssv_2 4.66165e-02 1.00000e+00 3557 ssv_3 -5.26316e-02 3.45865e-02 1.00000e+00 3558 ssv_4 -1.20301e-02 -4.51128e-02 3.45865e-02 1.00000e+00 3559 ssv_5 7.66917e-02 -6.46617e-02 -6.61654e-02 -3.45865e-02 1.00000e+00 3560 ssv_6 -3.15789e-02 2.85714e-02 8.87218e-02 -2.25564e-02 -2.55639e-02 1.00000e+00 3561 ssv_7 5.71429e-02 5.41353e-02 1.95489e-02 5.11278e-02 8.87218e-02 1.35338e-02 1.00000e+00 3562response_fn_1 -9.56391e-01 -1.42857e-01 1.20301e-01 2.85714e-02 -1.24812e-01 4.36090e-02 -1.42857e-01 1.00000e+00 3563Partial Rank Correlation Matrix between input and output: 3564 response_fn_1 3565 ssv_1 -9.66919e-01 3566 ssv_2 -3.73696e-01 3567 ssv_3 2.76715e-01 3568 ssv_4 5.30073e-02 3569 ssv_5 -1.83629e-01 3570 ssv_6 4.31339e-02 3571 ssv_7 -3.13194e-01 3572Test Number 1 succeeded 3573<<<<< Function evaluation summary (ID_I): 50 total (50 new, 0 duplicate) 3574 response_fn_1: 50 val (50 n, 0 d), 50 grad (50 n, 0 d), 0 Hess (0 n, 0 d) 3575<<<<< Function evaluation summary (ID_I): 20 total (20 new, 0 duplicate) 3576 response_fn_1: 20 val (20 n, 0 d), 20 grad (20 n, 0 d), 0 Hess (0 n, 0 d) 3577Sample moment statistics for each response function: 3578 Mean Std Dev Skewness Kurtosis 3579 response_fn_1 9.6238823046981352e+01 4.0856479914076068e+01 4.9548956804096544e-01 3.6781299311476411e-02 358095% confidence intervals for each response function: 3581 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 3582 response_fn_1 7.7117401851587658e+01 1.1536024424237505e+02 3.1070960520786297e+01 5.9673815714174097e+01 3583Simple Correlation Matrix among all inputs and outputs: 3584 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 ssv_6 ssv_7 response_fn_1 3585 ssv_1 1.00000e+00 3586 ssv_2 6.17449e-02 1.00000e+00 3587 ssv_3 5.20660e-03 4.75634e-02 1.00000e+00 3588 ssv_4 2.64940e-02 1.01326e-02 -7.92289e-02 1.00000e+00 3589 ssv_5 3.26429e-02 -7.73857e-02 6.41556e-02 1.57578e-02 1.00000e+00 3590 ssv_6 5.01108e-02 6.17191e-03 1.53751e-01 2.31022e-02 2.61476e-02 1.00000e+00 3591 ssv_7 2.35262e-02 -8.33211e-02 -3.66798e-02 2.42490e-02 1.13363e-01 -5.27374e-03 1.00000e+00 3592response_fn_1 -9.45290e-01 -1.35421e-01 1.18001e-02 2.21210e-02 -1.25313e-01 -5.04091e-02 -2.12655e-01 1.00000e+00 3593Partial Correlation Matrix between input and output: 3594 response_fn_1 3595 ssv_1 -9.71490e-01 3596 ssv_2 -4.06622e-01 3597 ssv_3 1.09220e-01 3598 ssv_4 2.38686e-01 3599 ssv_5 -3.41918e-01 3600 ssv_6 -3.06204e-02 3601 ssv_7 -6.38699e-01 3602Simple Rank Correlation Matrix among all inputs and outputs: 3603 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 ssv_6 ssv_7 response_fn_1 3604 ssv_1 1.00000e+00 3605 ssv_2 4.66165e-02 1.00000e+00 3606 ssv_3 -5.26316e-02 3.45865e-02 1.00000e+00 3607 ssv_4 -1.20301e-02 -4.51128e-02 3.45865e-02 1.00000e+00 3608 ssv_5 7.66917e-02 -6.46617e-02 -6.61654e-02 -3.45865e-02 1.00000e+00 3609 ssv_6 -3.15789e-02 2.85714e-02 8.87218e-02 -2.25564e-02 -2.55639e-02 1.00000e+00 3610 ssv_7 5.71429e-02 5.41353e-02 1.95489e-02 5.11278e-02 8.87218e-02 1.35338e-02 1.00000e+00 3611response_fn_1 -9.56391e-01 -1.42857e-01 1.20301e-01 2.85714e-02 -1.24812e-01 4.36090e-02 -1.42857e-01 1.00000e+00 3612Partial Rank Correlation Matrix between input and output: 3613 response_fn_1 3614 ssv_1 -9.66919e-01 3615 ssv_2 -3.73696e-01 3616 ssv_3 2.76715e-01 3617 ssv_4 5.30073e-02 3618 ssv_5 -1.83629e-01 3619 ssv_6 4.31339e-02 3620 ssv_7 -3.13194e-01 3621Test Number 2 succeeded 3622<<<<< Function evaluation summary (ID_I): 50 total (50 new, 0 duplicate) 3623 response_fn_1: 50 val (50 n, 0 d), 50 grad (50 n, 0 d), 0 Hess (0 n, 0 d) 3624<<<<< Function evaluation summary (ID_I): 20 total (20 new, 0 duplicate) 3625 response_fn_1: 20 val (20 n, 0 d), 20 grad (20 n, 0 d), 0 Hess (0 n, 0 d) 3626Sample moment statistics for each response function: 3627 Mean Std Dev Skewness Kurtosis 3628 response_fn_1 9.6238823046981352e+01 4.0856479914076068e+01 4.9548956804096544e-01 3.6781299311476411e-02 362995% confidence intervals for each response function: 3630 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 3631 response_fn_1 7.7117401851587658e+01 1.1536024424237505e+02 3.1070960520786297e+01 5.9673815714174097e+01 3632Simple Correlation Matrix among all inputs and outputs: 3633 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 ssv_6 ssv_7 response_fn_1 3634 ssv_1 1.00000e+00 3635 ssv_2 6.17449e-02 1.00000e+00 3636 ssv_3 5.20660e-03 4.75634e-02 1.00000e+00 3637 ssv_4 2.64940e-02 1.01326e-02 -7.92289e-02 1.00000e+00 3638 ssv_5 3.26429e-02 -7.73857e-02 6.41556e-02 1.57578e-02 1.00000e+00 3639 ssv_6 5.01108e-02 6.17191e-03 1.53751e-01 2.31022e-02 2.61476e-02 1.00000e+00 3640 ssv_7 2.35262e-02 -8.33211e-02 -3.66798e-02 2.42490e-02 1.13363e-01 -5.27374e-03 1.00000e+00 3641response_fn_1 -9.45290e-01 -1.35421e-01 1.18001e-02 2.21210e-02 -1.25313e-01 -5.04091e-02 -2.12655e-01 1.00000e+00 3642Partial Correlation Matrix between input and output: 3643 response_fn_1 3644 ssv_1 -9.71490e-01 3645 ssv_2 -4.06622e-01 3646 ssv_3 1.09220e-01 3647 ssv_4 2.38686e-01 3648 ssv_5 -3.41918e-01 3649 ssv_6 -3.06204e-02 3650 ssv_7 -6.38699e-01 3651Simple Rank Correlation Matrix among all inputs and outputs: 3652 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 ssv_6 ssv_7 response_fn_1 3653 ssv_1 1.00000e+00 3654 ssv_2 4.66165e-02 1.00000e+00 3655 ssv_3 -5.26316e-02 3.45865e-02 1.00000e+00 3656 ssv_4 -1.20301e-02 -4.51128e-02 3.45865e-02 1.00000e+00 3657 ssv_5 7.66917e-02 -6.46617e-02 -6.61654e-02 -3.45865e-02 1.00000e+00 3658 ssv_6 -3.15789e-02 2.85714e-02 8.87218e-02 -2.25564e-02 -2.55639e-02 1.00000e+00 3659 ssv_7 5.71429e-02 5.41353e-02 1.95489e-02 5.11278e-02 8.87218e-02 1.35338e-02 1.00000e+00 3660response_fn_1 -9.56391e-01 -1.42857e-01 1.20301e-01 2.85714e-02 -1.24812e-01 4.36090e-02 -1.42857e-01 1.00000e+00 3661Partial Rank Correlation Matrix between input and output: 3662 response_fn_1 3663 ssv_1 -9.66919e-01 3664 ssv_2 -3.73696e-01 3665 ssv_3 2.76715e-01 3666 ssv_4 5.30073e-02 3667 ssv_5 -1.83629e-01 3668 ssv_6 4.31339e-02 3669 ssv_7 -3.13194e-01 3670Test Number 3 succeeded 3671<<<<< Function evaluation summary (ID_I): 50 total (50 new, 0 duplicate) 3672 response_fn_1: 50 val (50 n, 0 d), 50 grad (50 n, 0 d), 0 Hess (0 n, 0 d) 3673<<<<< Function evaluation summary (ID_I): 20 total (20 new, 0 duplicate) 3674 response_fn_1: 20 val (20 n, 0 d), 20 grad (20 n, 0 d), 0 Hess (0 n, 0 d) 3675Sample moment statistics for each response function: 3676 Mean Std Dev Skewness Kurtosis 3677 response_fn_1 9.7141992793322856e+01 3.9564446228057875e+01 3.4180759991221904e-01 2.6877313891488563e-01 367895% confidence intervals for each response function: 3679 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 3680 response_fn_1 7.8625261976565511e+01 1.1565872361008020e+02 3.0088381313418843e+01 5.7786707959465360e+01 3681Simple Correlation Matrix among all inputs and outputs: 3682 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 3683 ssv_1 1.00000e+00 3684 ssv_2 -5.70672e-02 1.00000e+00 3685 ssv_3 2.44087e-02 -1.63471e-02 1.00000e+00 3686 ssv_4 2.77337e-02 -1.54512e-02 1.65424e-02 1.00000e+00 3687 ssv_5 1.56742e-02 8.97376e-02 -1.08713e-01 5.59216e-03 1.00000e+00 3688response_fn_1 -9.15051e-01 -1.39048e-01 2.54012e-02 1.28129e-02 -6.55375e-02 1.00000e+00 3689Partial Correlation Matrix between input and output: 3690 response_fn_1 3691 ssv_1 -9.35578e-01 3692 ssv_2 -4.72116e-01 3693 ssv_3 1.16278e-01 3694 ssv_4 1.00005e-01 3695 ssv_5 -8.43359e-02 3696Simple Rank Correlation Matrix among all inputs and outputs: 3697 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 3698 ssv_1 1.00000e+00 3699 ssv_2 -5.26316e-02 1.00000e+00 3700 ssv_3 -4.81203e-02 -1.35338e-02 1.00000e+00 3701 ssv_4 2.85714e-02 2.08167e-17 -6.16541e-02 1.00000e+00 3702 ssv_5 -6.01504e-03 -1.95489e-02 6.46617e-02 -5.41353e-02 1.00000e+00 3703response_fn_1 -9.11278e-01 -8.72180e-02 1.27820e-01 5.56391e-02 -3.45865e-02 1.00000e+00 3704Partial Rank Correlation Matrix between input and output: 3705 response_fn_1 3706 ssv_1 -9.27825e-01 3707 ssv_2 -3.44556e-01 3708 ssv_3 2.36657e-01 3709 ssv_4 2.24597e-01 3710 ssv_5 -1.18354e-01 3711Test Number 4 succeeded 3712<<<<< Function evaluation summary (ID_I): 50 total (50 new, 0 duplicate) 3713 response_fn_1: 50 val (50 n, 0 d), 50 grad (50 n, 0 d), 0 Hess (0 n, 0 d) 3714<<<<< Function evaluation summary (ID_I): 20 total (20 new, 0 duplicate) 3715 response_fn_1: 20 val (20 n, 0 d), 20 grad (20 n, 0 d), 0 Hess (0 n, 0 d) 3716Sample moment statistics for each response function: 3717 Mean Std Dev Skewness Kurtosis 3718 response_fn_1 9.7141992793322856e+01 3.9564446228057875e+01 3.4180759991221904e-01 2.6877313891488563e-01 371995% confidence intervals for each response function: 3720 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 3721 response_fn_1 7.8625261976565511e+01 1.1565872361008020e+02 3.0088381313418843e+01 5.7786707959465360e+01 3722Simple Correlation Matrix among all inputs and outputs: 3723 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 3724 ssv_1 1.00000e+00 3725 ssv_2 -5.70672e-02 1.00000e+00 3726 ssv_3 2.44087e-02 -1.63471e-02 1.00000e+00 3727 ssv_4 2.77337e-02 -1.54512e-02 1.65424e-02 1.00000e+00 3728 ssv_5 1.56742e-02 8.97376e-02 -1.08713e-01 5.59216e-03 1.00000e+00 3729response_fn_1 -9.15051e-01 -1.39048e-01 2.54012e-02 1.28129e-02 -6.55375e-02 1.00000e+00 3730Partial Correlation Matrix between input and output: 3731 response_fn_1 3732 ssv_1 -9.35578e-01 3733 ssv_2 -4.72116e-01 3734 ssv_3 1.16278e-01 3735 ssv_4 1.00005e-01 3736 ssv_5 -8.43359e-02 3737Simple Rank Correlation Matrix among all inputs and outputs: 3738 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 3739 ssv_1 1.00000e+00 3740 ssv_2 -5.26316e-02 1.00000e+00 3741 ssv_3 -4.81203e-02 -1.35338e-02 1.00000e+00 3742 ssv_4 2.85714e-02 2.08167e-17 -6.16541e-02 1.00000e+00 3743 ssv_5 -6.01504e-03 -1.95489e-02 6.46617e-02 -5.41353e-02 1.00000e+00 3744response_fn_1 -9.11278e-01 -8.72180e-02 1.27820e-01 5.56391e-02 -3.45865e-02 1.00000e+00 3745Partial Rank Correlation Matrix between input and output: 3746 response_fn_1 3747 ssv_1 -9.27825e-01 3748 ssv_2 -3.44556e-01 3749 ssv_3 2.36657e-01 3750 ssv_4 2.24597e-01 3751 ssv_5 -1.18354e-01 3752Test Number 5 succeeded 3753<<<<< Function evaluation summary (ID_I): 50 total (50 new, 0 duplicate) 3754 response_fn_1: 50 val (50 n, 0 d), 50 grad (50 n, 0 d), 0 Hess (0 n, 0 d) 3755<<<<< Function evaluation summary (ID_I): 20 total (20 new, 0 duplicate) 3756 response_fn_1: 20 val (20 n, 0 d), 20 grad (20 n, 0 d), 0 Hess (0 n, 0 d) 3757Sample moment statistics for each response function: 3758 Mean Std Dev Skewness Kurtosis 3759 response_fn_1 9.6238823046981352e+01 4.0856479914076068e+01 4.9548956804096544e-01 3.6781299311476411e-02 376095% confidence intervals for each response function: 3761 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 3762 response_fn_1 7.7117401851587658e+01 1.1536024424237505e+02 3.1070960520786297e+01 5.9673815714174097e+01 3763Simple Correlation Matrix among all inputs and outputs: 3764 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 ssv_6 ssv_7 response_fn_1 3765 ssv_1 1.00000e+00 3766 ssv_2 6.17449e-02 1.00000e+00 3767 ssv_3 5.20660e-03 4.75634e-02 1.00000e+00 3768 ssv_4 2.64940e-02 1.01326e-02 -7.92289e-02 1.00000e+00 3769 ssv_5 3.26429e-02 -7.73857e-02 6.41556e-02 1.57578e-02 1.00000e+00 3770 ssv_6 5.01108e-02 6.17191e-03 1.53751e-01 2.31022e-02 2.61476e-02 1.00000e+00 3771 ssv_7 2.35262e-02 -8.33211e-02 -3.66798e-02 2.42490e-02 1.13363e-01 -5.27374e-03 1.00000e+00 3772response_fn_1 -9.45290e-01 -1.35421e-01 1.18001e-02 2.21210e-02 -1.25313e-01 -5.04091e-02 -2.12655e-01 1.00000e+00 3773Partial Correlation Matrix between input and output: 3774 response_fn_1 3775 ssv_1 -9.71490e-01 3776 ssv_2 -4.06622e-01 3777 ssv_3 1.09220e-01 3778 ssv_4 2.38686e-01 3779 ssv_5 -3.41918e-01 3780 ssv_6 -3.06204e-02 3781 ssv_7 -6.38699e-01 3782Simple Rank Correlation Matrix among all inputs and outputs: 3783 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 ssv_6 ssv_7 response_fn_1 3784 ssv_1 1.00000e+00 3785 ssv_2 4.66165e-02 1.00000e+00 3786 ssv_3 -5.26316e-02 3.45865e-02 1.00000e+00 3787 ssv_4 -1.20301e-02 -4.51128e-02 3.45865e-02 1.00000e+00 3788 ssv_5 7.66917e-02 -6.46617e-02 -6.61654e-02 -3.45865e-02 1.00000e+00 3789 ssv_6 -3.15789e-02 2.85714e-02 8.87218e-02 -2.25564e-02 -2.55639e-02 1.00000e+00 3790 ssv_7 5.71429e-02 5.41353e-02 1.95489e-02 5.11278e-02 8.87218e-02 1.35338e-02 1.00000e+00 3791response_fn_1 -9.56391e-01 -1.42857e-01 1.20301e-01 2.85714e-02 -1.24812e-01 4.36090e-02 -1.42857e-01 1.00000e+00 3792Partial Rank Correlation Matrix between input and output: 3793 response_fn_1 3794 ssv_1 -9.66919e-01 3795 ssv_2 -3.73696e-01 3796 ssv_3 2.76715e-01 3797 ssv_4 5.30073e-02 3798 ssv_5 -1.83629e-01 3799 ssv_6 4.31339e-02 3800 ssv_7 -3.13194e-01 3801Test Number 6 succeeded 3802<<<<< Function evaluation summary (ID_I): 50 total (50 new, 0 duplicate) 3803 response_fn_1: 50 val (50 n, 0 d), 50 grad (50 n, 0 d), 0 Hess (0 n, 0 d) 3804<<<<< Function evaluation summary (ID_I): 20 total (20 new, 0 duplicate) 3805 response_fn_1: 20 val (20 n, 0 d), 20 grad (20 n, 0 d), 0 Hess (0 n, 0 d) 3806Sample moment statistics for each response function: 3807 Mean Std Dev Skewness Kurtosis 3808 response_fn_1 9.7141992793322856e+01 3.9564446228057875e+01 3.4180759991221904e-01 2.6877313891488563e-01 380995% confidence intervals for each response function: 3810 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 3811 response_fn_1 7.8625261976565511e+01 1.1565872361008020e+02 3.0088381313418843e+01 5.7786707959465360e+01 3812Simple Correlation Matrix among all inputs and outputs: 3813 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 3814 ssv_1 1.00000e+00 3815 ssv_2 -5.70672e-02 1.00000e+00 3816 ssv_3 2.44087e-02 -1.63471e-02 1.00000e+00 3817 ssv_4 2.77337e-02 -1.54512e-02 1.65424e-02 1.00000e+00 3818 ssv_5 1.56742e-02 8.97376e-02 -1.08713e-01 5.59216e-03 1.00000e+00 3819response_fn_1 -9.15051e-01 -1.39048e-01 2.54012e-02 1.28129e-02 -6.55375e-02 1.00000e+00 3820Partial Correlation Matrix between input and output: 3821 response_fn_1 3822 ssv_1 -9.35578e-01 3823 ssv_2 -4.72116e-01 3824 ssv_3 1.16278e-01 3825 ssv_4 1.00005e-01 3826 ssv_5 -8.43359e-02 3827Simple Rank Correlation Matrix among all inputs and outputs: 3828 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 3829 ssv_1 1.00000e+00 3830 ssv_2 -5.26316e-02 1.00000e+00 3831 ssv_3 -4.81203e-02 -1.35338e-02 1.00000e+00 3832 ssv_4 2.85714e-02 2.08167e-17 -6.16541e-02 1.00000e+00 3833 ssv_5 -6.01504e-03 -1.95489e-02 6.46617e-02 -5.41353e-02 1.00000e+00 3834response_fn_1 -9.11278e-01 -8.72180e-02 1.27820e-01 5.56391e-02 -3.45865e-02 1.00000e+00 3835Partial Rank Correlation Matrix between input and output: 3836 response_fn_1 3837 ssv_1 -9.27825e-01 3838 ssv_2 -3.44556e-01 3839 ssv_3 2.36657e-01 3840 ssv_4 2.24597e-01 3841 ssv_5 -1.18354e-01 3842dakota_dace.in 3843Test Number 0 succeeded 3844<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) 3845<<<<< Best parameters = 3846 3.0625565391e-01 cdv_1 3847 1.7966183297e-01 cdv_2 3848 1.9281970958e-01 cdv_3 3849 2.1916471235e+00 csv_1 3850<<<<< Best objective function = 3851 3.1254689919e+00 3852<<<<< Best constraint values = 3853 3.9616090681e-03 3854 -1.2084945273e-01 3855<<<<< Best data captured at function evaluation 20 3856Simple Correlation Matrix among all inputs and outputs: 3857 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 3858 cdv_1 1.00000e+00 3859 cdv_2 5.16495e-02 1.00000e+00 3860 cdv_3 -2.47895e-02 -3.56150e-03 1.00000e+00 3861 csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02 1.00000e+00 3862 obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02 8.33132e-01 1.00000e+00 3863nln_ineq_con_1 9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02 1.00000e+00 3864nln_ineq_con_2 -1.82922e-01 9.50371e-01 -1.19377e-02 6.22073e-03 -1.68181e-02 -4.14859e-01 1.00000e+00 3865Partial Correlation Matrix between input and output: 3866 obj_fn nln_ineq_con_1 nln_ineq_con_2 3867 cdv_1 -1.84324e-02 9.71743e-01 -7.47542e-01 3868 cdv_2 -4.85328e-02 -7.40946e-01 9.77858e-01 3869 cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 3870 csv_1 8.33463e-01 3.13943e-02 8.45201e-02 3871Simple Rank Correlation Matrix among all inputs and outputs: 3872 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 3873 cdv_1 1.00000e+00 3874 cdv_2 6.35714e-02 1.00000e+00 3875 cdv_3 -2.67347e-02 5.81633e-03 1.00000e+00 3876 csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02 1.00000e+00 3877 obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02 9.84082e-01 1.00000e+00 3878nln_ineq_con_1 9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02 1.00000e+00 3879nln_ineq_con_2 -2.45510e-01 9.31735e-01 -1.23469e-02 1.44898e-02 2.87755e-02 -4.73878e-01 1.00000e+00 3880Partial Rank Correlation Matrix between input and output: 3881 obj_fn nln_ineq_con_1 nln_ineq_con_2 3882 cdv_1 -3.10410e-03 9.82362e-01 -8.46657e-01 3883 cdv_2 5.28573e-02 -8.22690e-01 9.80382e-01 3884 cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 3885 csv_1 9.84183e-01 -8.66602e-02 1.95501e-01 3886Test Number 1 succeeded 3887<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) 3888<<<<< Best parameters = 3889 3.0625565391e-01 cdv_1 3890 1.7966183297e-01 cdv_2 3891 1.9281970958e-01 cdv_3 3892 2.1916471235e+00 csv_1 3893<<<<< Best objective function = 3894 3.1254689919e+00 3895<<<<< Best constraint values = 3896 3.9616090681e-03 3897 -1.2084945273e-01 3898<<<<< Best data captured at function evaluation 20 3899Simple Correlation Matrix among all inputs and outputs: 3900 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 3901 cdv_1 1.00000e+00 3902 cdv_2 5.16495e-02 1.00000e+00 3903 cdv_3 -2.47895e-02 -3.56150e-03 1.00000e+00 3904 csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02 1.00000e+00 3905 obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02 8.33132e-01 1.00000e+00 3906nln_ineq_con_1 9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02 1.00000e+00 3907nln_ineq_con_2 -1.82922e-01 9.50371e-01 -1.19377e-02 6.22073e-03 -1.68181e-02 -4.14859e-01 1.00000e+00 3908Partial Correlation Matrix between input and output: 3909 obj_fn nln_ineq_con_1 nln_ineq_con_2 3910 cdv_1 -1.84324e-02 9.71743e-01 -7.47542e-01 3911 cdv_2 -4.85328e-02 -7.40946e-01 9.77858e-01 3912 cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 3913 csv_1 8.33463e-01 3.13943e-02 8.45201e-02 3914Simple Rank Correlation Matrix among all inputs and outputs: 3915 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 3916 cdv_1 1.00000e+00 3917 cdv_2 6.35714e-02 1.00000e+00 3918 cdv_3 -2.67347e-02 5.81633e-03 1.00000e+00 3919 csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02 1.00000e+00 3920 obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02 9.84082e-01 1.00000e+00 3921nln_ineq_con_1 9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02 1.00000e+00 3922nln_ineq_con_2 -2.45510e-01 9.31735e-01 -1.23469e-02 1.44898e-02 2.87755e-02 -4.73878e-01 1.00000e+00 3923Partial Rank Correlation Matrix between input and output: 3924 obj_fn nln_ineq_con_1 nln_ineq_con_2 3925 cdv_1 -3.10410e-03 9.82362e-01 -8.46657e-01 3926 cdv_2 5.28573e-02 -8.22690e-01 9.80382e-01 3927 cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 3928 csv_1 9.84183e-01 -8.66602e-02 1.95501e-01 3929Test Number 2 succeeded 3930<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) 3931<<<<< Best parameters = 3932 3.0625565391e-01 cdv_1 3933 1.7966183297e-01 cdv_2 3934 1.9281970958e-01 cdv_3 3935 2.1916471235e+00 csv_1 3936<<<<< Best objective function = 3937 3.1254689919e+00 3938<<<<< Best constraint values = 3939 3.9616090681e-03 3940 -1.2084945273e-01 3941<<<<< Best data captured at function evaluation 20 3942Simple Correlation Matrix among all inputs and outputs: 3943 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 3944 cdv_1 1.00000e+00 3945 cdv_2 5.16495e-02 1.00000e+00 3946 cdv_3 -2.47895e-02 -3.56150e-03 1.00000e+00 3947 csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02 1.00000e+00 3948 obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02 8.33132e-01 1.00000e+00 3949nln_ineq_con_1 9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02 1.00000e+00 3950nln_ineq_con_2 -1.82922e-01 9.50371e-01 -1.19377e-02 6.22073e-03 -1.68181e-02 -4.14859e-01 1.00000e+00 3951Partial Correlation Matrix between input and output: 3952 obj_fn nln_ineq_con_1 nln_ineq_con_2 3953 cdv_1 -1.84324e-02 9.71743e-01 -7.47542e-01 3954 cdv_2 -4.85328e-02 -7.40946e-01 9.77858e-01 3955 cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 3956 csv_1 8.33463e-01 3.13943e-02 8.45201e-02 3957Simple Rank Correlation Matrix among all inputs and outputs: 3958 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 3959 cdv_1 1.00000e+00 3960 cdv_2 6.35714e-02 1.00000e+00 3961 cdv_3 -2.67347e-02 5.81633e-03 1.00000e+00 3962 csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02 1.00000e+00 3963 obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02 9.84082e-01 1.00000e+00 3964nln_ineq_con_1 9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02 1.00000e+00 3965nln_ineq_con_2 -2.45510e-01 9.31735e-01 -1.23469e-02 1.44898e-02 2.87755e-02 -4.73878e-01 1.00000e+00 3966Partial Rank Correlation Matrix between input and output: 3967 obj_fn nln_ineq_con_1 nln_ineq_con_2 3968 cdv_1 -3.10410e-03 9.82362e-01 -8.46657e-01 3969 cdv_2 5.28573e-02 -8.22690e-01 9.80382e-01 3970 cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 3971 csv_1 9.84183e-01 -8.66602e-02 1.95501e-01 3972Test Number 3 succeeded 3973<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) 3974<<<<< Best parameters = 3975 3.0625565391e-01 cdv_1 3976 1.7966183297e-01 cdv_2 3977 1.9281970958e-01 cdv_3 3978 2.1916471235e+00 csv_1 3979<<<<< Best objective function = 3980 3.1254689919e+00 3981<<<<< Best constraint values = 3982 3.9616090681e-03 3983 -1.2084945273e-01 3984<<<<< Best data captured at function evaluation 20 3985Simple Correlation Matrix among all inputs and outputs: 3986 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 3987 cdv_1 1.00000e+00 3988 cdv_2 5.16495e-02 1.00000e+00 3989 cdv_3 -2.47895e-02 -3.56150e-03 1.00000e+00 3990 csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02 1.00000e+00 3991 obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02 8.33132e-01 1.00000e+00 3992nln_ineq_con_1 9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02 1.00000e+00 3993nln_ineq_con_2 -1.82922e-01 9.50371e-01 -1.19377e-02 6.22073e-03 -1.68181e-02 -4.14859e-01 1.00000e+00 3994Partial Correlation Matrix between input and output: 3995 obj_fn nln_ineq_con_1 nln_ineq_con_2 3996 cdv_1 -1.84324e-02 9.71743e-01 -7.47542e-01 3997 cdv_2 -4.85328e-02 -7.40946e-01 9.77858e-01 3998 cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 3999 csv_1 8.33463e-01 3.13943e-02 8.45201e-02 4000Simple Rank Correlation Matrix among all inputs and outputs: 4001 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 4002 cdv_1 1.00000e+00 4003 cdv_2 6.35714e-02 1.00000e+00 4004 cdv_3 -2.67347e-02 5.81633e-03 1.00000e+00 4005 csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02 1.00000e+00 4006 obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02 9.84082e-01 1.00000e+00 4007nln_ineq_con_1 9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02 1.00000e+00 4008nln_ineq_con_2 -2.45510e-01 9.31735e-01 -1.23469e-02 1.44898e-02 2.87755e-02 -4.73878e-01 1.00000e+00 4009Partial Rank Correlation Matrix between input and output: 4010 obj_fn nln_ineq_con_1 nln_ineq_con_2 4011 cdv_1 -3.10410e-03 9.82362e-01 -8.46657e-01 4012 cdv_2 5.28573e-02 -8.22690e-01 9.80382e-01 4013 cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 4014 csv_1 9.84183e-01 -8.66602e-02 1.95501e-01 4015Test Number 4 succeeded 4016<<<<< Function evaluation summary (I1): 49 total (49 new, 0 duplicate) 4017<<<<< Best parameters = 4018 3.0625565391e-01 cdv_1 4019 1.7966183297e-01 cdv_2 4020 1.9281970958e-01 cdv_3 4021 2.1916471235e+00 csv_1 4022<<<<< Best objective function = 4023 3.1254689919e+00 4024<<<<< Best constraint values = 4025 3.9616090681e-03 4026 -1.2084945273e-01 4027<<<<< Best data captured at function evaluation 20 4028Simple Correlation Matrix among all inputs and outputs: 4029 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 4030 cdv_1 1.00000e+00 4031 cdv_2 5.16495e-02 1.00000e+00 4032 cdv_3 -2.47895e-02 -3.56150e-03 1.00000e+00 4033 csv_1 -4.78156e-02 -2.35743e-02 -2.43766e-02 1.00000e+00 4034 obj_fn -4.99626e-02 -4.66793e-02 -7.25756e-02 8.33132e-01 1.00000e+00 4035nln_ineq_con_1 9.39037e-01 -2.05895e-01 -2.92181e-02 -3.21161e-02 -3.21366e-02 1.00000e+00 4036nln_ineq_con_2 -1.82922e-01 9.50371e-01 -1.19377e-02 6.22073e-03 -1.68181e-02 -4.14859e-01 1.00000e+00 4037Partial Correlation Matrix between input and output: 4038 obj_fn nln_ineq_con_1 nln_ineq_con_2 4039 cdv_1 -1.84324e-02 9.71743e-01 -7.47542e-01 4040 cdv_2 -4.85328e-02 -7.40946e-01 9.77858e-01 4041 cdv_3 -9.53009e-02 -2.74523e-02 -6.70752e-02 4042 csv_1 8.33463e-01 3.13943e-02 8.45201e-02 4043Simple Rank Correlation Matrix among all inputs and outputs: 4044 cdv_1 cdv_2 cdv_3 csv_1 obj_fn nln_ineq_con_1 nln_ineq_con_2 4045 cdv_1 1.00000e+00 4046 cdv_2 6.35714e-02 1.00000e+00 4047 cdv_3 -2.67347e-02 5.81633e-03 1.00000e+00 4048 csv_1 -4.62245e-02 -4.04082e-02 -2.90816e-02 1.00000e+00 4049 obj_fn -4.50000e-02 -3.05102e-02 -4.48980e-02 9.84082e-01 1.00000e+00 4050nln_ineq_con_1 9.46531e-01 -2.03163e-01 -5.74490e-02 -4.87755e-02 -4.35714e-02 1.00000e+00 4051nln_ineq_con_2 -2.45510e-01 9.31735e-01 -1.23469e-02 1.44898e-02 2.87755e-02 -4.73878e-01 1.00000e+00 4052Partial Rank Correlation Matrix between input and output: 4053 obj_fn nln_ineq_con_1 nln_ineq_con_2 4054 cdv_1 -3.10410e-03 9.82362e-01 -8.46657e-01 4055 cdv_2 5.28573e-02 -8.22690e-01 9.80382e-01 4056 cdv_3 -9.20598e-02 -1.65570e-01 -1.29305e-01 4057 csv_1 9.84183e-01 -8.66602e-02 1.95501e-01 4058dakota_drivers.in 4059Test Number 0 succeeded 4060<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4061<<<<< Best parameters = 4062 5.0000000000e-01 cdv_1 4063 5.0000000000e-01 cdv_2 4064 1.0000000000e+00 cdv_3 4065 1.0000000000e+00 cdv_4 4066<<<<< Best objective function = 4067 1.2500000000e-01 4068<<<<< Best constraint values = 4069 2.1094237468e-15 4070 2.1094237468e-15 4071<<<<< Best data captured at function evaluation 82 4072Test Number 1 succeeded 4073<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4074<<<<< Best parameters = 4075 5.0000000000e-01 cdv_1 4076 5.0000000000e-01 cdv_2 4077 1.0000000000e+00 cdv_3 4078 1.0000000000e+00 cdv_4 4079<<<<< Best objective function = 4080 1.2500000000e-01 4081<<<<< Best constraint values = 4082 2.1094237468e-15 4083 2.1094237468e-15 4084<<<<< Best data captured at function evaluation 82 4085Test Number 2 succeeded 4086<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4087<<<<< Best parameters = 4088 5.0000000000e-01 cdv_1 4089 5.0000000000e-01 cdv_2 4090 1.0000000000e+00 cdv_3 4091 1.0000000000e+00 cdv_4 4092<<<<< Best objective function = 4093 1.2500000000e-01 4094<<<<< Best constraint values = 4095 2.1094237468e-15 4096 2.1094237468e-15 4097<<<<< Best data captured at function evaluation 82 4098Test Number 3 succeeded 4099<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4100<<<<< Best parameters = 4101 5.0000000000e-01 cdv_1 4102 5.0000000000e-01 cdv_2 4103 1.0000000000e+00 cdv_3 4104 1.0000000000e+00 cdv_4 4105<<<<< Best objective function = 4106 1.2500000000e-01 4107<<<<< Best constraint values = 4108 2.1094237468e-15 4109 2.1094237468e-15 4110<<<<< Best data captured at function evaluation 82 4111Test Number 4 succeeded 4112<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4113<<<<< Best parameters = 4114 5.0000000000e-01 cdv_1 4115 5.0000000000e-01 cdv_2 4116 1.0000000000e+00 cdv_3 4117 1.0000000000e+00 cdv_4 4118<<<<< Best objective function = 4119 1.2500000000e-01 4120<<<<< Best constraint values = 4121 2.1094237468e-15 4122 2.1094237468e-15 4123<<<<< Best data captured at function evaluation 82 4124Test Number 5 succeeded 4125<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4126<<<<< Best parameters = 4127 5.0000000000e-01 cdv_1 4128 5.0000000000e-01 cdv_2 4129 1.0000000000e+00 cdv_3 4130 1.0000000000e+00 cdv_4 4131<<<<< Best objective function = 4132 1.2500000000e-01 4133<<<<< Best constraint values = 4134 2.1094237468e-15 4135 2.1094237468e-15 4136<<<<< Best data captured at function evaluation 82 4137Test Number 6 succeeded 4138<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4139<<<<< Best parameters = 4140 5.0000000000e-01 cdv_1 4141 5.0000000000e-01 cdv_2 4142 1.0000000000e+00 cdv_3 4143 1.0000000000e+00 cdv_4 4144<<<<< Best objective function = 4145 1.2500000000e-01 4146<<<<< Best constraint values = 4147 2.1094237468e-15 4148 2.1094237468e-15 4149<<<<< Best data captured at function evaluation 82 4150Test Number 7 succeeded 4151<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4152<<<<< Best parameters = 4153 5.0000000000e-01 cdv_1 4154 5.0000000000e-01 cdv_2 4155 1.0000000000e+00 cdv_3 4156 1.0000000000e+00 cdv_4 4157<<<<< Best objective function = 4158 1.2500000000e-01 4159<<<<< Best constraint values = 4160 2.1094237468e-15 4161 2.1094237468e-15 4162<<<<< Best data captured at function evaluation 82 4163Test Number 8 succeeded 4164<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4165<<<<< Best parameters = 4166 5.0000000000e-01 cdv_1 4167 5.0000000000e-01 cdv_2 4168 1.0000000000e+00 cdv_3 4169 1.0000000000e+00 cdv_4 4170<<<<< Best objective function = 4171 1.2500000000e-01 4172<<<<< Best constraint values = 4173 2.1094237468e-15 4174 2.1094237468e-15 4175<<<<< Best data captured at function evaluation 82 4176Test Number 9 succeeded 4177<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4178<<<<< Best parameters = 4179 5.0000000000e-01 cdv_1 4180 5.0000000000e-01 cdv_2 4181 1.0000000000e+00 cdv_3 4182 1.0000000000e+00 cdv_4 4183<<<<< Best objective function = 4184 1.2500000000e-01 4185<<<<< Best constraint values = 4186 2.1094237468e-15 4187 2.1094237468e-15 4188<<<<< Best data captured at function evaluation 82 4189Test Number 10 succeeded 4190<<<<< Function evaluation summary: 90 total (90 new, 0 duplicate) 4191<<<<< Best parameters = 4192 5.0000000000e-01 cdv_1 4193 5.0000000000e-01 cdv_2 4194 1.0000000000e+00 cdv_3 4195 1.0000000000e+00 cdv_4 4196<<<<< Best objective function = 4197 1.2500000000e-01 4198<<<<< Best constraint values = 4199 2.1094237468e-15 4200 2.1094237468e-15 4201<<<<< Best data captured at function evaluation 82 4202dakota_hybrid.in 4203Test Number 0 succeeded 4204<<<<< Function evaluation summary: 405 total (405 new, 0 duplicate) 4205 obj_fn: 405 val (405 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 4206<<<<< Best parameters (set 1) = 4207 1.0527006153e+00 x1 4208 1.0825664856e+00 x2 4209<<<<< Best objective function (set 1) = 4210 5.4188250571e-05 4211<<<<< Best data captured at function evaluation 12 4212<<<<< Best parameters (set 2) = 4213 3.5587762942e+00 x1 4214 1.6449863703e+00 x2 4215<<<<< Best objective function (set 2) = 4216 4.3040672492e+01 4217<<<<< Best data captured at function evaluation 402 4218<<<<< Best parameters (set 3) = 4219 4.0522638270e+00 x1 4220 1.1470223103e+00 x2 4221<<<<< Best objective function (set 3) = 4222 8.6794182534e+01 4223<<<<< Best data captured at function evaluation 403 4224<<<<< Function evaluation summary: 235 total (234 new, 1 duplicate) 4225 obj_fn: 235 val (234 n, 1 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 4226<<<<< Best parameters = 4227 1.0121224903e+00 x1 4228 1.0117657044e+00 x2 4229<<<<< Best objective function = 4230 4.0759068116e-08 4231<<<<< Best data captured at function evaluation 640 4232<<<<< Function evaluation summary: 36 total (36 new, 0 duplicate) 4233 obj_fn: 13 val (13 n, 0 d), 13 grad (13 n, 0 d), 12 Hess (12 n, 0 d) 4234<<<<< Best parameters = 4235 1.0000934323e+00 x1 4236 1.0000906824e+00 x2 4237<<<<< Best objective function = 4238 1.4382822838e-16 4239<<<<< Best data captured at function evaluation 675 4240<<<<< Best parameters (set 1) = 4241 1.0000934323e+00 x1 4242 1.0000906824e+00 x2 4243<<<<< Best response functions (set 1) = 4244 1.4382822838e-16 4245<<<<< Best parameters (set 2) = 4246 1.0000727327e+00 x1 4247 1.0000696574e+00 x2 4248<<<<< Best response functions (set 2) = 4249 5.1527961202e-17 4250<<<<< Best parameters (set 3) = 4251 9.9989470256e-01 x1 4252 1.0001011503e+00 x2 4253<<<<< Best response functions (set 3) = 4254 2.2761478478e-16 4255Test Number 1 succeeded 4256<<<<< Function evaluation summary: 405 total (405 new, 0 duplicate) 4257 obj_fn: 405 val (405 n, 0 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 4258<<<<< Best parameters (set 1) = 4259 1.0527006153e+00 x1 4260 1.0825664856e+00 x2 4261<<<<< Best objective function (set 1) = 4262 5.4188250571e-05 4263<<<<< Best data captured at function evaluation 12 4264<<<<< Best parameters (set 2) = 4265 3.5587762942e+00 x1 4266 1.6449863703e+00 x2 4267<<<<< Best objective function (set 2) = 4268 4.3040672492e+01 4269<<<<< Best data captured at function evaluation 402 4270<<<<< Best parameters (set 3) = 4271 4.0522638270e+00 x1 4272 1.1470223103e+00 x2 4273<<<<< Best objective function (set 3) = 4274 8.6794182534e+01 4275<<<<< Best data captured at function evaluation 403 4276<<<<< Function evaluation summary: 235 total (234 new, 1 duplicate) 4277 obj_fn: 235 val (234 n, 1 d), 0 grad (0 n, 0 d), 0 Hess (0 n, 0 d) 4278<<<<< Best parameters = 4279 1.0121224903e+00 x1 4280 1.0117657044e+00 x2 4281<<<<< Best objective function = 4282 4.0759068116e-08 4283<<<<< Best data captured at function evaluation 640 4284<<<<< Function evaluation summary: 34 total (14 new, 20 duplicate) 4285 obj_fn: 34 val (14 n, 20 d), 34 grad (14 n, 20 d), 34 Hess (14 n, 20 d) 4286<<<<< Best parameters = 4287 1.0010492764e+00 x1 4288 1.0010492764e+00 x2 4289<<<<< Best objective function = 4290 2.4243177401e-12 4291<<<<< Best data captured at function evaluation 673 4292<<<<< Best parameters (set 1) = 4293 1.0010492764e+00 x1 4294 1.0010492764e+00 x2 4295<<<<< Best response functions (set 1) = 4296 2.4243177401e-12 4297<<<<< Best parameters (set 2) = 4298 1.0008123242e+00 x1 4299 1.0008123242e+00 x2 4300<<<<< Best response functions (set 2) = 4301 8.7085863611e-13 4302<<<<< Best parameters (set 3) = 4303 9.9882254252e-01 x1 4304 1.0011774575e+00 x2 4305<<<<< Best response functions (set 3) = 4306 3.8442438432e-12 4307dakota_lib_mode.in 4308Test Number 0 succeeded 4309<<<<< Function evaluation summary: 9 total (9 new, 0 duplicate) 4310<<<<< Best parameters = 4311 4.9999868171e-01 x1 4312 4.9999868171e-01 x2 4313<<<<< Best objective function = 4314 1.2500131830e-01 4315<<<<< Best constraint values = 4316 -6.5914342853e-07 4317 -6.5914342853e-07 4318<<<<< Best data captured at function evaluation 9 4319Test Number 1 succeeded 4320<<<<< Function evaluation summary: 8 total (8 new, 0 duplicate) 4321<<<<< Best parameters = 4322 4.9988784831e-01 cdv_1 4323 4.9988784831e-01 cdv_2 4324<<<<< Best objective function = 4325 1.2511218943e-01 4326<<<<< Best constraint values = 4327 -5.6063269127e-05 4328 -5.6063269127e-05 4329<<<<< Best data captured at function evaluation 8 4330Test Number 2 succeeded 4331<<<<< Function evaluation summary: 51 total (51 new, 0 duplicate) 4332<<<<< Best parameters = 4333 6.0731615484e-01 x1 4334 6.7978778969e-01 x2 4335<<<<< Best objective function = 4336 3.4291428244e-02 4337<<<<< Best constraint values = 4338 2.8939017086e-02 4339 1.5845336159e-01 4340<<<<< Best data captured at function evaluation 51 4341Test Number 3 succeeded 4342<<<<< Function evaluation summary: 51 total (51 new, 0 duplicate) 4343<<<<< Best parameters = 4344 6.0731615484e-01 x1 4345 6.7978778969e-01 x2 4346<<<<< Best objective function = 4347 3.4291428244e-02 4348<<<<< Best constraint values = 4349 2.8939017086e-02 4350 1.5845336159e-01 4351<<<<< Best data captured at function evaluation 51 4352Test Number 4 succeeded 4353<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4354Coefficients of Polynomial Chaos Expansion for response_fn_1: 4355 2.4400000000e+01 P0 P0 4356 -2.7200000000e+01 P1 P0 4357 -2.7200000000e+01 P0 P1 4358 2.5142857143e+01 P2 P0 4359 -3.1016097320e-14 P1 P1 4360 2.5142857143e+01 P0 P2 4361 -1.2800000000e+01 P3 P0 4362 -8.2555537861e-14 P2 P1 4363 -1.3202413632e-13 P1 P2 4364 -1.2800000000e+01 P0 P3 4365 3.6571428571e+00 P4 P0 4366 -4.3132283395e-14 P3 P1 4367 -7.5759606345e-14 P2 P2 4368 -1.7261893368e-14 P1 P3 4369 3.6571428571e+00 P0 P4 4370Coefficients of Polynomial Chaos Expansion for response_fn_2: 4371 1.3333333333e+00 P0 P0 4372 9.1600349884e-16 P1 P0 4373 -1.0000000000e+00 P0 P1 4374 2.6666666667e+00 P2 P0 4375 4.0799970952e-15 P1 P1 4376 8.3564964067e-16 P0 P2 4377 5.8434187044e-16 P3 P0 4378 1.1967413996e-15 P2 P1 4379 1.2224457066e-15 P1 P2 4380 1.5748203596e-15 P0 P3 4381 -9.3497030265e-16 P4 P0 4382 2.1371434485e-15 P3 P1 4383 3.6283336372e-17 P2 P2 4384 1.4814311473e-15 P1 P3 4385 5.4615378546e-16 P0 P4 4386Coefficients of Polynomial Chaos Expansion for response_fn_3: 4387 1.3333333333e+00 P0 P0 4388 -1.0000000000e+00 P1 P0 4389 -1.1445355174e-15 P0 P1 4390 -7.4900469564e-16 P2 P0 4391 -3.3594005933e-15 P1 P1 4392 2.6666666667e+00 P0 P2 4393 -1.1565099519e-16 P3 P0 4394 -4.1346434420e-15 P2 P1 4395 -7.7739906657e-15 P1 P2 4396 -2.9422425022e-15 P0 P3 4397 1.7421126342e-15 P4 P0 4398 -3.9891799077e-15 P3 P1 4399 -2.6441481381e-15 P2 P2 4400 -2.3751205893e-15 P1 P3 4401 -1.1833332018e-15 P0 P4 4402Moment statistics for each response function: 4403 Mean Std Dev Skewness Kurtosis 4404 response_fn_1 2.4400000000e+01 2.8211266465e+01 4405 response_fn_2 1.3333333333e+00 1.3249737943e+00 4406 response_fn_3 1.3333333333e+00 1.3249737943e+00 4407Test Number 5 succeeded 4408<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4409Coefficients of Polynomial Chaos Expansion for response_fn_1: 4410 2.4400000000e+01 P0 P0 4411 -2.7200000000e+01 P1 P0 4412 -2.7200000000e+01 P0 P1 4413 2.5142857143e+01 P2 P0 4414 -3.1016097320e-14 P1 P1 4415 2.5142857143e+01 P0 P2 4416 -1.2800000000e+01 P3 P0 4417 -8.2555537861e-14 P2 P1 4418 -1.3202413632e-13 P1 P2 4419 -1.2800000000e+01 P0 P3 4420 3.6571428571e+00 P4 P0 4421 -4.3132283395e-14 P3 P1 4422 -7.5759606345e-14 P2 P2 4423 -1.7261893368e-14 P1 P3 4424 3.6571428571e+00 P0 P4 4425Coefficients of Polynomial Chaos Expansion for response_fn_2: 4426 1.3333333333e+00 P0 P0 4427 9.1600349884e-16 P1 P0 4428 -1.0000000000e+00 P0 P1 4429 2.6666666667e+00 P2 P0 4430 4.0799970952e-15 P1 P1 4431 8.3564964067e-16 P0 P2 4432 5.8434187044e-16 P3 P0 4433 1.1967413996e-15 P2 P1 4434 1.2224457066e-15 P1 P2 4435 1.5748203596e-15 P0 P3 4436 -9.3497030265e-16 P4 P0 4437 2.1371434485e-15 P3 P1 4438 3.6283336372e-17 P2 P2 4439 1.4814311473e-15 P1 P3 4440 5.4615378546e-16 P0 P4 4441Coefficients of Polynomial Chaos Expansion for response_fn_3: 4442 1.3333333333e+00 P0 P0 4443 -1.0000000000e+00 P1 P0 4444 -1.1445355174e-15 P0 P1 4445 -7.4900469564e-16 P2 P0 4446 -3.3594005933e-15 P1 P1 4447 2.6666666667e+00 P0 P2 4448 -1.1565099519e-16 P3 P0 4449 -4.1346434420e-15 P2 P1 4450 -7.7739906657e-15 P1 P2 4451 -2.9422425022e-15 P0 P3 4452 1.7421126342e-15 P4 P0 4453 -3.9891799077e-15 P3 P1 4454 -2.6441481381e-15 P2 P2 4455 -2.3751205893e-15 P1 P3 4456 -1.1833332018e-15 P0 P4 4457Moment statistics for each response function: 4458 Mean Std Dev Skewness Kurtosis 4459 response_fn_1 2.4400000000e+01 2.8211266465e+01 4460 response_fn_2 1.3333333333e+00 1.3249737943e+00 4461 response_fn_3 1.3333333333e+00 1.3249737943e+00 4462Test Number 6 succeeded 4463<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4464Coefficients of Polynomial Chaos Expansion for response_fn_1: 4465 2.4400000000e+01 P0 P0 4466 -2.7200000000e+01 P1 P0 4467 -2.7200000000e+01 P0 P1 4468 2.5142857143e+01 P2 P0 4469 -3.1016097320e-14 P1 P1 4470 2.5142857143e+01 P0 P2 4471 -1.2800000000e+01 P3 P0 4472 -8.2555537861e-14 P2 P1 4473 -1.3202413632e-13 P1 P2 4474 -1.2800000000e+01 P0 P3 4475 3.6571428571e+00 P4 P0 4476 -4.3132283395e-14 P3 P1 4477 -7.5759606345e-14 P2 P2 4478 -1.7261893368e-14 P1 P3 4479 3.6571428571e+00 P0 P4 4480Coefficients of Polynomial Chaos Expansion for response_fn_2: 4481 1.3333333333e+00 P0 P0 4482 9.1600349884e-16 P1 P0 4483 -1.0000000000e+00 P0 P1 4484 2.6666666667e+00 P2 P0 4485 4.0799970952e-15 P1 P1 4486 8.3564964067e-16 P0 P2 4487 5.8434187044e-16 P3 P0 4488 1.1967413996e-15 P2 P1 4489 1.2224457066e-15 P1 P2 4490 1.5748203596e-15 P0 P3 4491 -9.3497030265e-16 P4 P0 4492 2.1371434485e-15 P3 P1 4493 3.6283336372e-17 P2 P2 4494 1.4814311473e-15 P1 P3 4495 5.4615378546e-16 P0 P4 4496Coefficients of Polynomial Chaos Expansion for response_fn_3: 4497 1.3333333333e+00 P0 P0 4498 -1.0000000000e+00 P1 P0 4499 -1.1445355174e-15 P0 P1 4500 -7.4900469564e-16 P2 P0 4501 -3.3594005933e-15 P1 P1 4502 2.6666666667e+00 P0 P2 4503 -1.1565099519e-16 P3 P0 4504 -4.1346434420e-15 P2 P1 4505 -7.7739906657e-15 P1 P2 4506 -2.9422425022e-15 P0 P3 4507 1.7421126342e-15 P4 P0 4508 -3.9891799077e-15 P3 P1 4509 -2.6441481381e-15 P2 P2 4510 -2.3751205893e-15 P1 P3 4511 -1.1833332018e-15 P0 P4 4512Moment statistics for each response function: 4513 Mean Std Dev Skewness Kurtosis 4514 response_fn_1 2.4400000000e+01 2.8211266465e+01 4515 response_fn_2 1.3333333333e+00 1.3249737943e+00 4516 response_fn_3 1.3333333333e+00 1.3249737943e+00 4517Test Number 7 succeeded 4518<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4519Coefficients of Polynomial Chaos Expansion for response_fn_1: 4520 2.4400000000e+01 P0 P0 4521 -2.7200000000e+01 P1 P0 4522 -2.7200000000e+01 P0 P1 4523 2.5142857143e+01 P2 P0 4524 -3.1016097320e-14 P1 P1 4525 2.5142857143e+01 P0 P2 4526 -1.2800000000e+01 P3 P0 4527 -8.2555537861e-14 P2 P1 4528 -1.3202413632e-13 P1 P2 4529 -1.2800000000e+01 P0 P3 4530 3.6571428571e+00 P4 P0 4531 -4.3132283395e-14 P3 P1 4532 -7.5759606345e-14 P2 P2 4533 -1.7261893368e-14 P1 P3 4534 3.6571428571e+00 P0 P4 4535Coefficients of Polynomial Chaos Expansion for response_fn_2: 4536 1.3333333333e+00 P0 P0 4537 9.1600349884e-16 P1 P0 4538 -1.0000000000e+00 P0 P1 4539 2.6666666667e+00 P2 P0 4540 4.0799970952e-15 P1 P1 4541 8.3564964067e-16 P0 P2 4542 5.8434187044e-16 P3 P0 4543 1.1967413996e-15 P2 P1 4544 1.2224457066e-15 P1 P2 4545 1.5748203596e-15 P0 P3 4546 -9.3497030265e-16 P4 P0 4547 2.1371434485e-15 P3 P1 4548 3.6283336372e-17 P2 P2 4549 1.4814311473e-15 P1 P3 4550 5.4615378546e-16 P0 P4 4551Coefficients of Polynomial Chaos Expansion for response_fn_3: 4552 1.3333333333e+00 P0 P0 4553 -1.0000000000e+00 P1 P0 4554 -1.1445355174e-15 P0 P1 4555 -7.4900469564e-16 P2 P0 4556 -3.3594005933e-15 P1 P1 4557 2.6666666667e+00 P0 P2 4558 -1.1565099519e-16 P3 P0 4559 -4.1346434420e-15 P2 P1 4560 -7.7739906657e-15 P1 P2 4561 -2.9422425022e-15 P0 P3 4562 1.7421126342e-15 P4 P0 4563 -3.9891799077e-15 P3 P1 4564 -2.6441481381e-15 P2 P2 4565 -2.3751205893e-15 P1 P3 4566 -1.1833332018e-15 P0 P4 4567Moment statistics for each response function: 4568 Mean Std Dev Skewness Kurtosis 4569 response_fn_1 2.4400000000e+01 2.8211266465e+01 4570 response_fn_2 1.3333333333e+00 1.3249737943e+00 4571 response_fn_3 1.3333333333e+00 1.3249737943e+00 4572dakota_lib_split.in 4573Test Number 0 succeeded 4574<<<<< Function evaluation summary: 56 total (55 new, 1 duplicate) 4575<<<<< Best parameters = 4576 1.0003666224e+00 x1 4577 1.0003666224e+00 x2 4578 1.0003666224e+00 x3 4579<<<<< Best objective function = 4580 5.4199752832e-14 4581<<<<< Best data captured at function evaluation 55 4582<<<<< Function evaluation summary: 24 total (24 new, 0 duplicate) 4583<<<<< Best parameters = 4584 4.9988658610e-01 x1 4585 4.9988658610e-01 x2 4586<<<<< Best objective function = 4587 1.2511345250e-01 4588<<<<< Best constraint values = 4589 -5.6694089465e-05 4590 -5.6694089465e-05 4591<<<<< Best data captured at function evaluation 22 4592Test Number 1 succeeded 4593<<<<< Function evaluation summary: 56 total (55 new, 1 duplicate) 4594<<<<< Best parameters = 4595 1.0003666224e+00 x1 4596 1.0003666224e+00 x2 4597 1.0003666224e+00 x3 4598<<<<< Best objective function = 4599 5.4199752832e-14 4600<<<<< Best data captured at function evaluation 55 4601<<<<< Function evaluation summary: 24 total (24 new, 0 duplicate) 4602<<<<< Best parameters = 4603 4.9988658610e-01 x1 4604 4.9988658610e-01 x2 4605<<<<< Best objective function = 4606 1.2511345250e-01 4607<<<<< Best constraint values = 4608 -5.6694089465e-05 4609 -5.6694089465e-05 4610<<<<< Best data captured at function evaluation 22 4611dakota_multistart.in 4612Test Number 0 succeeded 4613<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) 4614<<<<< Best parameters = 4615 -8.5437286655e-01 x1 4616 -8.5437286655e-01 x2 4617<<<<< Best objective function = 4618 5.5840969194e-01 4619<<<<< Best data captured at function evaluation 17 4620<<<<< Function evaluation summary: 27 total (26 new, 1 duplicate) 4621<<<<< Best parameters = 4622 1.7709282174e-01 x1 4623 1.7709282174e-01 x2 4624<<<<< Best objective function = 4625 6.0247194598e-02 4626<<<<< Best data captured at function evaluation 44 4627<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) 4628<<<<< Best parameters = 4629 1.7709371624e-01 x1 4630 -7.0241105246e-01 x2 4631<<<<< Best objective function = 4632 3.0302333982e-01 4633<<<<< Best data captured at function evaluation 61 4634<<<<< Results summary: 4635 set_id x1 x2 x1* x2* obj_fn 4636 1 -0.8 -0.8 -0.8543728666 -0.8543728666 0.5584096919 4637 2 -0.8 0.8 -1 0.177092822 0.2913715524 4638 3 0.8 -0.8 0.177092822 -1 0.2913715524 4639 4 0.8 0.8 0.1770928217 0.1770928217 0.0602471946 4640 5 0 0 0.03572926375 0.03572926375 0.08730499239 4641 6 -0.5356872085 -0.18209903 -0.5509947154 -0.1074808541 0.3261816536 4642 7 0.1419702143 -0.7143527167 0.1770937162 -0.7024110525 0.3030233398 4643 8 0.5240928925 0.7939232343 0.03572734101 0.1770874415 0.07377609411 4644Test Number 1 succeeded 4645<<<<< Results summary: 4646 set_id x1 x2 x1* x2* f1 4647 1 -0.8 -0.8 -0.8543728666 -0.8543728666 0.5584096919 4648 2 -0.8 0.8 -1 0.177092822 0.2913715524 4649 3 0.8 -0.8 0.177092822 -1 0.2913715524 4650 4 0.8 0.8 0.1770928217 0.1770928217 0.0602471946 4651 5 0 0 0.03572926375 0.03572926375 0.08730499239 4652 6 -0.5356872085 -0.18209903 -0.5509947154 -0.1074808541 0.3261816536 4653 7 0.1419702143 -0.7143527167 0.1770937162 -0.7024110525 0.3030233398 4654 8 0.5240928925 0.7939232343 0.03572734101 0.1770874415 0.07377609411 4655Test Number 2 succeeded 4656<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) 4657<<<<< Best parameters = 4658 -8.5437286655e-01 x1 4659 -8.5437286655e-01 x2 4660<<<<< Best objective function = 4661 5.5840969194e-01 4662<<<<< Best data captured at function evaluation 17 4663<<<<< Function evaluation summary: 27 total (26 new, 1 duplicate) 4664<<<<< Best parameters = 4665 1.7709282174e-01 x1 4666 1.7709282174e-01 x2 4667<<<<< Best objective function = 4668 6.0247194598e-02 4669<<<<< Best data captured at function evaluation 44 4670<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) 4671<<<<< Best parameters = 4672 1.7709371624e-01 x1 4673 -7.0241105246e-01 x2 4674<<<<< Best objective function = 4675 3.0302333982e-01 4676<<<<< Best data captured at function evaluation 61 4677<<<<< Results summary: 4678 set_id x1 x2 x1* x2* obj_fn 4679 1 -0.8 -0.8 -0.8543728666 -0.8543728666 0.5584096919 4680 2 -0.8 0.8 -1 0.177092822 0.2913715524 4681 3 0.8 -0.8 0.177092822 -1 0.2913715524 4682 4 0.8 0.8 0.1770928217 0.1770928217 0.0602471946 4683 5 0 0 0.03572926375 0.03572926375 0.08730499239 4684 6 -0.5356872085 -0.18209903 -0.5509947154 -0.1074808541 0.3261816536 4685 7 0.1419702143 -0.7143527167 0.1770937162 -0.7024110525 0.3030233398 4686 8 0.5240928925 0.7939232343 0.03572734101 0.1770874415 0.07377609411 4687Test Number 3 succeeded 4688<<<<< Results summary: 4689 set_id x1 x2 x1* x2* f1 4690 1 -0.8 -0.8 -0.8543728666 -0.8543728666 0.5584096919 4691 2 -0.8 0.8 -1 0.177092822 0.2913715524 4692 3 0.8 -0.8 0.177092822 -1 0.2913715524 4693 4 0.8 0.8 0.1770928217 0.1770928217 0.0602471946 4694 5 0 0 0.03572926375 0.03572926375 0.08730499239 4695 6 -0.5356872085 -0.18209903 -0.5509947154 -0.1074808541 0.3261816536 4696 7 0.1419702143 -0.7143527167 0.1770937162 -0.7024110525 0.3030233398 4697 8 0.5240928925 0.7939232343 0.03572734101 0.1770874415 0.07377609411 4698Test Number 4 succeeded 4699<<<<< Results summary: 4700 set_id x1 x2 x1* x2* f1 4701 1 -0.8 -0.8 -0.8543728666 -0.8543728666 0.5584096919 4702 2 -0.8 0.8 -1 0.177092822 0.2913715524 4703 3 0.8 -0.8 0.177092822 -1 0.2913715524 4704 4 0.8 0.8 0.1770928217 0.1770928217 0.0602471946 4705 5 0 0 0.03572926375 0.03572926375 0.08730499239 4706 6 -0.5356872085 -0.18209903 -0.5509947154 -0.1074808541 0.3261816536 4707 7 0.1419702143 -0.7143527167 0.1770937162 -0.7024110525 0.3030233398 4708 8 0.5240928925 0.7939232343 0.03572734101 0.1770874415 0.07377609411 4709Test Number 5 succeeded 4710<<<<< Function evaluation summary: 7 total (4 new, 3 duplicate) 4711<<<<< Best parameters = 4712 -1.0000000000e+00 x1 4713 -1.0000000000e+00 x2 4714<<<<< Best objective function = 4715 5.2249591022e-01 4716<<<<< Best data captured at function evaluation 6 4717<<<<< Function evaluation summary: 53 total (28 new, 25 duplicate) 4718<<<<< Best parameters = 4719 3.5729261426e-02 x1 4720 3.5729261426e-02 x2 4721<<<<< Best objective function = 4722 8.7304992388e-02 4723<<<<< Best data captured at function evaluation 59 4724<<<<< Function evaluation summary: 75 total (29 new, 46 duplicate) 4725<<<<< Best parameters = 4726 1.7709282202e-01 x1 4727 -7.0241174514e-01 x2 4728<<<<< Best objective function = 4729 3.0302333980e-01 4730<<<<< Best data captured at function evaluation 111 4731<<<<< Results summary: 4732 set_id x1 x2 x1* x2* obj_fn 4733 1 -0.8 -0.8 -1 -1 0.5224959102 4734 2 -0.8 0.8 -1 -0.1074812933 0.3445820226 4735 3 0.8 -0.8 -0.1074812933 -1 0.3445820226 4736 4 0.8 0.8 0.03572926143 0.03572926143 0.08730499239 4737 5 0 0 0.03572926143 0.03572926143 0.08730499239 4738 6 -0.5356872085 -0.18209903 0.03572926143 0.3167612442 0.0960897264 4739 7 0.1419702143 -0.7143527167 0.177092822 -0.7024117451 0.3030233398 4740 8 0.5240928925 0.7939232343 0.177092822 -0.1074812933 0.1134576647 4741Test Number 6 succeeded 4742<<<<< Results summary: 4743 set_id x1 x2 x1* x2* f1 4744 1 -0.8 -0.8 -1 -1 0.5224959102 4745 2 -0.8 0.8 -1 -0.1074812933 0.3445820226 4746 3 0.8 -0.8 -0.1074812933 -1 0.3445820226 4747 4 0.8 0.8 0.03572926143 0.03572926143 0.08730499239 4748 5 0 0 0.03572926143 0.03572926143 0.08730499239 4749 6 -0.5356872085 -0.18209903 0.03572926143 0.3167612442 0.0960897264 4750 7 0.1419702143 -0.7143527167 0.177092822 -0.7024117451 0.3030233398 4751 8 0.5240928925 0.7939232343 0.177092822 -0.1074812933 0.1134576647 4752dakota_multistart_ie.in 4753Test Number 0 succeeded 4754<<<<< Results summary: 4755 set_id cdv_1 cdv_1* f1 4756 1 -1 -0.91 13.30863361 4757 2 -0.5 -0.41 3.95254161 4758 3 0.5 0.59 0.02825761 4759 4 1 1 0 4760Test Number 1 succeeded 4761<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4762<<<<< Best parameters = 4763 -9.1000000000e-01 cdv_1 4764<<<<< Best objective function = 4765 1.3308633610e+01 4766<<<<< Best data captured at function evaluation 10 4767<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4768<<<<< Best parameters = 4769 5.9000000000e-01 cdv_1 4770<<<<< Best objective function = 4771 2.8257610000e-02 4772<<<<< Best data captured at function evaluation 20 4773<<<<< Results summary: 4774 set_id cdv_1 cdv_1* obj_fn 4775 1 -1 -0.91 13.30863361 4776 2 -0.5 -0.41 3.95254161 4777 3 0.5 0.59 0.02825761 4778 4 1 1 0 4779Test Number 2 succeeded 4780<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4781<<<<< Best parameters = 4782 -9.1000000000e-01 cdv_1 4783<<<<< Best objective function = 4784 1.3308633610e+01 4785<<<<< Best data captured at function evaluation 10 4786<<<<< Results summary: 4787 set_id cdv_1 cdv_1* obj_fn 4788 1 -1 -0.91 13.30863361 4789 2 -0.5 -0.41 3.95254161 4790 3 0.5 0.59 0.02825761 4791 4 1 1 0 4792Test Number 3 succeeded 4793<<<<< Results summary: 4794 set_id cdv_1 cdv_1* f1 4795 1 -1 -0.91 13.30863361 4796 2 -0.5 -0.41 3.95254161 4797 3 0.5 0.59 0.02825761 4798 4 1 1 0 4799Test Number 4 succeeded 4800<<<<< Results summary: 4801 set_id cdv_1 cdv_1* f1 4802 1 -1 -0.91 13.30863361 4803 2 -0.5 -0.41 3.95254161 4804 3 0.5 0.59 0.02825761 4805 4 1 1 0 4806Test Number 5 succeeded 4807<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4808<<<<< Best parameters = 4809 -9.1000000000e-01 cdv_1 4810<<<<< Best objective function = 4811 1.3308633610e+01 4812<<<<< Best data captured at function evaluation 10 4813<<<<< Results summary: 4814 set_id cdv_1 cdv_1* obj_fn 4815 1 -1 -0.91 13.30863361 4816 2 -0.5 -0.41 3.95254161 4817 3 0.5 0.59 0.02825761 4818 4 1 1 0 4819Test Number 6 succeeded 4820<<<<< Function evaluation summary: 10 total (10 new, 0 duplicate) 4821<<<<< Best parameters = 4822 -9.1000000000e-01 cdv_1 4823<<<<< Best objective function = 4824 1.3308633610e+01 4825<<<<< Best data captured at function evaluation 10 4826<<<<< Results summary: 4827 set_id cdv_1 cdv_1* obj_fn 4828 1 -1 -0.91 13.30863361 4829 2 -0.5 -0.41 3.95254161 4830 3 0.5 0.59 0.02825761 4831 4 1 1 0 4832Test Number 7 succeeded 4833<<<<< Results summary: 4834 set_id cdv_1 cdv_1* f1 4835 1 -1 -0.91 13.30863361 4836 2 -0.5 -0.41 3.95254161 4837 3 0.5 0.59 0.02825761 4838 4 1 1 0 4839Test Number 8 succeeded 4840<<<<< Results summary: 4841 set_id cdv_1 cdv_1* f1 4842 1 -1 -0.98 15.36953616 4843 2 -0.5 -0.48 4.79785216 4844 3 0.5 0.52 0.05308416 4845 4 1 1 0 4846Test Number 9 succeeded 4847<<<<< Function evaluation summary: 3 total (3 new, 0 duplicate) 4848<<<<< Best parameters = 4849 -9.8000000000e-01 cdv_1 4850<<<<< Best objective function = 4851 1.5369536160e+01 4852<<<<< Best data captured at function evaluation 3 4853<<<<< Function evaluation summary: 3 total (3 new, 0 duplicate) 4854<<<<< Best parameters = 4855 5.2000000000e-01 cdv_1 4856<<<<< Best objective function = 4857 5.3084160000e-02 4858<<<<< Best data captured at function evaluation 6 4859<<<<< Results summary: 4860 set_id cdv_1 cdv_1* obj_fn 4861 1 -1 -0.98 15.36953616 4862 2 -0.5 -0.48 4.79785216 4863 3 0.5 0.52 0.05308416 4864 4 1 1 0 4865dakota_pareto_pcbdo_short_column.in 4866Test Number 0 succeeded 4867<<<<< Function evaluation summary (UQ_I): 62 total (62 new, 0 duplicate) 4868<<<<< Best parameters = 4869 5.0000000000e+00 b 4870 1.5000000000e+01 h 4871<<<<< Best objective functions = 4872 0.0000000000e+00 4873 0.0000000000e+00 4874<<<<< Best data not found in evaluation cache 4875<<<<< Function evaluation summary (UQ_I): 155 total (124 new, 31 duplicate) 4876<<<<< Best parameters = 4877 1.5000000000e+01 b 4878 2.5000000000e+01 h 4879<<<<< Best objective functions = 4880 0.0000000000e+00 4881 0.0000000000e+00 4882<<<<< Best data not found in evaluation cache 4883<<<<< Results summary: 4884 set_id w1 w2 b h obj_fn_1 obj_fn_2 4885 1 1 0 5 15 0 0 4886 2 0.8 0.2 5 15 0 0 4887 3 0.6 0.4 15 25 0 0 4888 4 0.4 0.6 15 25 0 0 4889 5 0.2 0.8 15 25 0 0 4890 6 0 1 15 25 0 0 4891Test Number 1 succeeded 4892<<<<< Function evaluation summary (UQ_I): 186 total (186 new, 0 duplicate) 4893<<<<< Best parameters = 4894 5.0000000000e+00 b 4895 1.5000000000e+01 h 4896<<<<< Best objective functions = 4897 0.0000000000e+00 4898 0.0000000000e+00 4899<<<<< Best data not found in evaluation cache 4900<<<<< Function evaluation summary (UQ_I): 372 total (186 new, 186 duplicate) 4901<<<<< Best parameters = 4902 5.0000000000e+00 b 4903 1.5000000000e+01 h 4904<<<<< Best objective functions = 4905 0.0000000000e+00 4906 0.0000000000e+00 4907<<<<< Best data not found in evaluation cache 4908<<<<< Function evaluation summary (UQ_I): 930 total (651 new, 279 duplicate) 4909<<<<< Best parameters = 4910 1.5000000000e+01 b 4911 2.5000000000e+01 h 4912<<<<< Best objective functions = 4913 0.0000000000e+00 4914 0.0000000000e+00 4915<<<<< Best data not found in evaluation cache 4916<<<<< Function evaluation summary (UQ_I): 1209 total (744 new, 465 duplicate) 4917<<<<< Best parameters = 4918 1.5000000000e+01 b 4919 2.5000000000e+01 h 4920<<<<< Best objective functions = 4921 0.0000000000e+00 4922 0.0000000000e+00 4923<<<<< Best data not found in evaluation cache 4924<<<<< Function evaluation summary (UQ_I): 1395 total (744 new, 651 duplicate) 4925<<<<< Best parameters = 4926 1.5000000000e+01 b 4927 2.5000000000e+01 h 4928<<<<< Best objective functions = 4929 0.0000000000e+00 4930 0.0000000000e+00 4931<<<<< Best data not found in evaluation cache 4932<<<<< Function evaluation summary (UQ_I): 1581 total (744 new, 837 duplicate) 4933<<<<< Best parameters = 4934 1.5000000000e+01 b 4935 2.5000000000e+01 h 4936<<<<< Best objective functions = 4937 0.0000000000e+00 4938 0.0000000000e+00 4939<<<<< Best data not found in evaluation cache 4940<<<<< Results summary: 4941 set_id w1 w2 b h obj_fn_1 obj_fn_2 4942 1 1 0 5 15 0 0 4943 2 0.8 0.2 5 15 0 0 4944 3 0.6 0.4 15 25 0 0 4945 4 0.4 0.6 15 25 0 0 4946 5 0.2 0.8 15 25 0 0 4947 6 0 1 15 25 0 0 4948Test Number 2 succeeded 4949<<<<< Function evaluation summary (UQ_I): 186 total (186 new, 0 duplicate) 4950<<<<< Best parameters = 4951 5.0000000000e+00 b 4952 1.5000000000e+01 h 4953<<<<< Best objective functions = 4954 0.0000000000e+00 4955 0.0000000000e+00 4956<<<<< Best data not found in evaluation cache 4957<<<<< Function evaluation summary (UQ_I): 465 total (372 new, 93 duplicate) 4958<<<<< Best parameters = 4959 1.5000000000e+01 b 4960 2.5000000000e+01 h 4961<<<<< Best objective functions = 4962 0.0000000000e+00 4963 0.0000000000e+00 4964<<<<< Best data not found in evaluation cache 4965<<<<< Results summary: 4966 set_id w1 w2 b h obj_fn_1 obj_fn_2 4967 1 1 0 5 15 0 0 4968 2 0.8 0.2 5 15 0 0 4969 3 0.6 0.4 15 25 0 0 4970 4 0.4 0.6 15 25 0 0 4971 5 0.2 0.8 15 25 0 0 4972 6 0 1 15 25 0 0 4973dakota_repartition.in 4974Test Number 0 succeeded 4975<<<<< Function evaluation summary (I1): 9 total (9 new, 0 duplicate) 4976<<<<< Best parameters = 4977 5.0000000000e-01 cdv_1 4978 5.0000000000e-01 cdv_2 4979 5.0000000000e-01 cdv_3 4980 5.0000000000e-01 cdv_4 4981<<<<< Best objective function = 4982 2.5000000000e-01 4983<<<<< Best constraint values = 4984 0.0000000000e+00 4985 0.0000000000e+00 4986<<<<< Best data captured at function evaluation 6 4987<<<<< Function evaluation summary (I2): 41 total (41 new, 0 duplicate) 4988<<<<< Best parameters = 4989 5.0000000000e-01 cdv_1 4990 5.0000000000e-01 cdv_2 4991 1.0000000000e+00 cdv_3 4992 5.0000000000e-01 cdv_4 4993<<<<< Best objective function = 4994 1.8750000000e-01 4995<<<<< Best constraint values = 4996 0.0000000000e+00 4997 0.0000000000e+00 4998<<<<< Best data captured at function evaluation 31 4999dakota_rosenbrock_ego.in 5000Test Number 0 succeeded 5001<<<<< Function evaluation summary: 78 total (70 new, 8 duplicate) 5002<<<<< Best parameters = 5003 9.8831165328e-01 x1 5004 9.7677070456e-01 x2 5005<<<<< Best objective function = 5006 1.3662907093e-04 5007<<<<< Best data captured at function evaluation 60 5008dakota_rosenbrock_queso.in 5009Test Number 0 succeeded 5010<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) 5011<<<<< Best parameters = 5012 9.9991512536e-01 x1 5013 9.9973343023e-01 x2 5014<<<<< Best misfit = 5015 9.4476381485e-07 5016<<<<< Best log prior = 5017 -1.3862943611e+00 5018<<<<< Best log posterior = 5019 -2.5310251917e+00 5020Sample moment statistics for each posterior variable: 5021 Mean Std Dev Skewness Kurtosis 5022 x1 7.7496170561e-01 3.7545319340e-01 -4.2746331081e-01 -7.7186365326e-01 5023 x2 7.1915791865e-01 5.4806446851e-01 3.0224343853e-01 -9.8688294658e-01 5024Sample moment statistics for each response function: 5025 Mean Std Dev Skewness Kurtosis 5026 f1 -2.2302344395e-01 7.3243886033e-01 -7.8991184313e-02 -2.4912824383e-01 5027 f2 2.2503829439e-01 3.7545319340e-01 4.2746331081e-01 -7.7186365326e-01 5028Information gained from prior to posterior = 5.0049245705e+00 5029Test Number 1 succeeded 5030<<<<< Function evaluation summary: 14 total (14 new, 0 duplicate) 5031<<<<< Best parameters = 5032 9.9991512536e-01 x1 5033 9.9973343023e-01 x2 5034<<<<< Best misfit = 5035 9.4476381485e-07 5036<<<<< Best log prior = 5037 -1.3862943611e+00 5038<<<<< Best log posterior = 5039 -2.5310251917e+00 5040Sample moment statistics for each posterior variable: 5041 Mean Std Dev Skewness Kurtosis 5042 x1 7.7496170429e-01 3.7545319358e-01 -4.2746330021e-01 -7.7186366650e-01 5043 x2 7.1915791715e-01 5.4806446891e-01 3.0224344411e-01 -9.8688294792e-01 5044Sample moment statistics for each response function: 5045 Mean Std Dev Skewness Kurtosis 5046 f1 -2.2302343994e-01 7.3243885825e-01 -7.8991184790e-02 -2.4912824481e-01 5047 f2 2.2503829571e-01 3.7545319358e-01 4.2746330021e-01 -7.7186366650e-01 5048Information gained from prior to posterior = 5.0049246021e+00 5049Test Number 2 succeeded 5050<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) 5051<<<<< Best parameters = 5052 9.9999878468e-01 x1 5053 9.9999756327e-01 x2 5054<<<<< Best misfit = 5055 1.4807044479e-12 5056<<<<< Best log prior = 5057 -1.3862943611e+00 5058<<<<< Best log posterior = 5059 -2.5310242470e+00 5060Sample moment statistics for each posterior variable: 5061 Mean Std Dev Skewness Kurtosis 5062 x1 8.3239685920e-01 3.0992776041e-01 -9.7705703995e-01 1.4368167031e+00 5063 x2 7.6796027990e-01 4.6154968581e-01 1.6879620410e-01 -8.1034798771e-01 5064Sample moment statistics for each response function: 5065 Mean Std Dev Skewness Kurtosis 5066 f1 -2.0931440373e-01 6.9507744372e-01 1.0895926750e-01 1.6321649874e-01 5067 f2 1.6760314080e-01 3.0992776041e-01 9.7705703995e-01 1.4368167031e+00 5068Information gained from prior to posterior = 5.4020499512e+00 5069Test Number 3 succeeded 5070<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) 5071<<<<< Best parameters = 5072 9.9991512536e-01 x1 5073 9.9973343023e-01 x2 5074<<<<< Best misfit = 5075 9.4476381507e-07 5076<<<<< Best log prior = 5077 -2.7725887222e+00 5078<<<<< Best log posterior = 5079 -3.9173195529e+00 5080Sample moment statistics for each posterior variable: 5081 Mean Std Dev Skewness Kurtosis 5082 x1 5.0659636877e-01 4.7344496429e-01 -4.4162797335e-01 -6.4463581178e-01 5083 x2 4.7015901750e-01 4.5046408919e-01 7.7861912384e-01 -4.3752649271e-01 5084Sample moment statistics for each response function: 5085 Mean Std Dev Skewness Kurtosis 5086 f1 -1.0518922495e-01 6.3577709160e-01 -2.7073113609e-01 -2.2012466881e-02 5087 f2 4.9340363123e-01 4.7344496429e-01 4.4162797335e-01 -6.4463581178e-01 5088Information gained from prior to posterior = 2.2738366439e+00 5089Test Number 4 succeeded 5090<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) 5091<<<<< Best parameters = 5092 9.9999878468e-01 x1 5093 9.9999756327e-01 x2 5094<<<<< Best misfit = 5095 1.4809264925e-12 5096<<<<< Best log prior = 5097 -2.7725887222e+00 5098<<<<< Best log posterior = 5099 -3.9173186081e+00 5100Sample moment statistics for each posterior variable: 5101 Mean Std Dev Skewness Kurtosis 5102 x1 7.8504568238e-01 3.0849966851e-01 -6.7482693673e-01 -2.3042656267e-01 5103 x2 7.0519412608e-01 4.3500628050e-01 5.2990130390e-02 -1.0293206407e+00 5104Sample moment statistics for each response function: 5105 Mean Std Dev Skewness Kurtosis 5106 f1 -6.2270567912e-02 6.6626604300e-01 2.9341789133e-02 3.7453532376e-02 5107 f2 2.1495431762e-01 3.0849966851e-01 6.7482693673e-01 -2.3042656267e-01 5108Information gained from prior to posterior = 3.0760102584e+00 5109Test Number 5 succeeded 5110<<<<< Function evaluation summary: 75 total (75 new, 0 duplicate) 5111<<<<< Best parameters = 5112 1.0000000000e+00 x1 5113 1.0000000000e+00 x2 5114<<<<< Best misfit = 5115 -1.1102230246e-16 5116<<<<< Best log prior = 5117 -2.7725887222e+00 5118<<<<< Best log posterior = 5119 -3.9173186081e+00 5120Sample moment statistics for each posterior variable: 5121 Mean Std Dev Skewness Kurtosis 5122 x1 7.6965923371e-01 2.7151665629e-01 -6.0725265382e-01 6.1020249257e-02 5123 x2 6.4154682538e-01 3.8319274937e-01 2.2019276247e-01 -6.7821143383e-01 5124Sample moment statistics for each response function: 5125 Mean Std Dev Skewness Kurtosis 5126 f1 -2.4512944653e-01 7.1590940622e-01 -2.1423785169e-01 2.6202062660e-01 5127 f2 2.3034076629e-01 2.7151665629e-01 6.0725265382e-01 6.1020249257e-02 5128Information gained from prior to posterior = 3.1829208772e+00 5129Test Number 6 succeeded 5130<<<<< Function evaluation summary: 63 total (63 new, 0 duplicate) 5131<<<<< Best parameters = 5132 1.0000000000e+00 x1 5133 1.0000000000e+00 x2 5134<<<<< Best misfit = 5135 1.1102230246e-16 5136<<<<< Best log prior = 5137 -1.3862943611e+00 5138<<<<< Best log posterior = 5139 -2.5310242470e+00 5140Sample moment statistics for each posterior variable: 5141 Mean Std Dev Skewness Kurtosis 5142 x1 7.2262067455e-01 3.4822051613e-01 -5.5614707479e-01 -4.6050355780e-01 5143 x2 6.1753537358e-01 4.4345386345e-01 2.6736112075e-01 -1.1321404955e+00 5144Sample moment statistics for each response function: 5145 Mean Std Dev Skewness Kurtosis 5146 f1 -2.5842164801e-01 6.1819719047e-01 -1.2921357672e-01 7.1572069362e-02 5147 f2 2.7737932545e-01 3.4822051613e-01 5.5614707479e-01 -4.6050355780e-01 5148Information gained from prior to posterior = 3.1613847240e+00 5149Test Number 7 succeeded 5150<<<<< Function evaluation summary: 21 total (21 new, 0 duplicate) 5151<<<<< Best parameters = 5152 5.5388906488e-01 x1 5153 3.0526132575e-01 x2 5154<<<<< Best misfit = 5155 1.9924959850e-01 5156<<<<< Best log prior = 5157 -2.0378658530e+00 5158<<<<< Best log posterior = 5159 -3.3818453374e+00 5160Sample moment statistics for each posterior variable: 5161 Mean Std Dev Skewness Kurtosis 5162 x1 5.7048893248e-01 3.5552471950e-01 -3.7960047638e-01 -2.4396745601e-01 5163 x2 4.4356506754e-01 3.9624385871e-01 8.9424871184e-01 2.7533758587e-01 5164Sample moment statistics for each response function: 5165 Mean Std Dev Skewness Kurtosis 5166 f1 -8.2271818100e-02 7.4145455925e-01 -1.2765265714e-02 5.0756215931e-02 5167 f2 4.2951106752e-01 3.5552471950e-01 3.7960047638e-01 -2.4396745601e-01 5168Information gained from prior to posterior = 1.7738896420e+00 5169Test Number 8 succeeded 5170<<<<< Function evaluation summary: 75 total (71 new, 4 duplicate) 5171<<<<< Best parameters = 5172 5.5392320644e-01 x1 5173 3.0530439665e-01 x2 5174<<<<< Best misfit = 5175 1.9921753269e-01 5176<<<<< Best log prior = 5177 -2.0378979130e+00 5178<<<<< Best log posterior = 5179 -3.3818453316e+00 5180Sample moment statistics for each posterior variable: 5181 Mean Std Dev Skewness Kurtosis 5182 x1 5.4523138502e-01 3.3333836070e-01 -3.2091735840e-01 2.1111556387e-01 5183 x2 4.0099191221e-01 3.6680101405e-01 1.1586174641e+00 1.1013057033e+00 5184Sample moment statistics for each response function: 5185 Mean Std Dev Skewness Kurtosis 5186 f1 -7.3442564864e-02 6.9557370570e-01 9.4505297694e-03 9.2424705599e-02 5187 f2 4.5476861498e-01 3.3333836070e-01 3.2091735840e-01 2.1111556387e-01 5188Information gained from prior to posterior = 1.5330169249e+00 5189Test Number 9 succeeded 5190<<<<< Function evaluation summary: 3232 total (3231 new, 1 duplicate) 5191<<<<< Best parameters = 5192 1.0122584471e+00 x1 5193 1.0235342026e+00 x2 5194<<<<< Best misfit = 5195 2.7862962659e-04 5196<<<<< Best log prior = 5197 -2.7725887222e+00 5198<<<<< Best log posterior = 5199 -3.9175972377e+00 5200Sample moment statistics for each posterior variable: 5201 Mean Std Dev Skewness Kurtosis 5202 x1 6.7215992894e-01 4.4477249755e-01 -1.5494687226e+00 3.1796769819e+00 5203 x2 6.4336934326e-01 4.4294131996e-01 3.1561583568e-01 -8.3219070357e-01 5204Sample moment statistics for each response function: 5205 Mean Std Dev Skewness Kurtosis 5206 f1 -6.1532900919e-02 6.6204567776e-01 -1.8915975249e-01 9.1410023419e-02 5207 f2 3.2784007106e-01 4.4477249755e-01 1.5494687226e+00 3.1796769819e+00 5208Information gained from prior to posterior = 3.1918893836e+00 5209Test Number 10 succeeded 5210<<<<< Function evaluation summary: 3247 total (3246 new, 1 duplicate) 5211<<<<< Best parameters = 5212 5.5281911512e-01 x1 5213 3.0590790664e-01 x2 5214<<<<< Best misfit = 5215 1.9997967987e-01 5216<<<<< Best log prior = 5217 -2.0374713771e+00 5218<<<<< Best log posterior = 5219 -3.3821809428e+00 5220Sample moment statistics for each posterior variable: 5221 Mean Std Dev Skewness Kurtosis 5222 x1 3.6678873731e-01 3.8142099884e-01 -7.1667491218e-01 8.9748304476e-01 5223 x2 2.7690170297e-01 2.8770087970e-01 1.4583628938e+00 3.2119679231e+00 5224Sample moment statistics for each response function: 5225 Mean Std Dev Skewness Kurtosis 5226 f1 -3.0415122085e-02 7.0609981132e-01 -6.3418103615e-02 -4.1184528542e-01 5227 f2 6.3321126269e-01 3.8142099884e-01 7.1667491218e-01 8.9748304476e-01 5228Information gained from prior to posterior = 1.1403121882e+00 5229Test Number 11 succeeded 5230<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) 5231<<<<< Best parameters = 5232 9.9991512536e-01 x1 5233 9.9973343023e-01 x2 5234<<<<< Best misfit = 5235 9.4476381529e-07 5236<<<<< Best log prior = 5237 -1.3862943611e+00 5238<<<<< Best log posterior = 5239 -2.5310251917e+00 5240Sample moment statistics for each posterior variable: 5241 Mean Std Dev Skewness Kurtosis 5242 x1 7.7496170330e-01 3.7545319373e-01 -4.2746329221e-01 -7.7186367648e-01 5243 x2 7.1915791601e-01 5.4806446922e-01 3.0224344833e-01 -9.8688294893e-01 5244Sample moment statistics for each response function: 5245 Mean Std Dev Skewness Kurtosis 5246 f1 -2.2302343690e-01 7.3243885669e-01 -7.8991185151e-02 -2.4912824556e-01 5247 f2 2.2503829670e-01 3.7545319373e-01 4.2746329221e-01 -7.7186367648e-01 5248Information gained from prior to posterior = 5.0049246259e+00 5249Test Number 12 succeeded 5250<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) 5251<<<<< Best parameters = 5252 9.9999878468e-01 x1 5253 9.9999756327e-01 x2 5254<<<<< Best misfit = 5255 1.4807044479e-12 5256<<<<< Best log prior = 5257 -1.3862943611e+00 5258<<<<< Best log posterior = 5259 -2.5310242470e+00 5260Sample moment statistics for each posterior variable: 5261 Mean Std Dev Skewness Kurtosis 5262 x1 8.3239685920e-01 3.0992776041e-01 -9.7705703995e-01 1.4368167031e+00 5263 x2 7.6796027990e-01 4.6154968581e-01 1.6879620410e-01 -8.1034798771e-01 5264Sample moment statistics for each response function: 5265 Mean Std Dev Skewness Kurtosis 5266 f1 -2.0931440373e-01 6.9507744372e-01 1.0895926750e-01 1.6321649874e-01 5267 f2 1.6760314080e-01 3.0992776041e-01 9.7705703995e-01 1.4368167031e+00 5268Information gained from prior to posterior = 5.4020499512e+00 5269Test Number 13 succeeded 5270<<<<< Function evaluation summary: 2763 total (2762 new, 1 duplicate) 5271<<<<< Best parameters = 5272 1.0022749716e+00 x1 5273 1.0062033972e+00 x2 5274<<<<< Best misfit = 5275 2.7685771014e-04 5276<<<<< Best log prior = 5277 -1.3862943611e+00 5278<<<<< Best log posterior = 5279 -2.5313011047e+00 5280Sample moment statistics for each posterior variable: 5281 Mean Std Dev Skewness Kurtosis 5282 x1 5.7357091253e-01 4.3536770905e-01 -1.1142569657e+00 1.9830055227e+00 5283 x2 5.0010552191e-01 4.2651748276e-01 5.5995606856e-01 -6.8199786409e-01 5284Sample moment statistics for each response function: 5285 Mean Std Dev Skewness Kurtosis 5286 f1 -1.8328339348e-01 6.4426425791e-01 -7.0567218089e-02 -6.5543043968e-02 5287 f2 4.2642908747e-01 4.3536770905e-01 1.1142569657e+00 1.9830055227e+00 5288Information gained from prior to posterior = 1.9159164375e+00 5289Test Number 14 succeeded 5290<<<<< Function evaluation summary: 75 total (75 new, 0 duplicate) 5291<<<<< Best parameters = 5292 1.0000000000e+00 x1 5293 1.0000000000e+00 x2 5294<<<<< Best misfit = 5295 2.2204460493e-16 5296<<<<< Best log prior = 5297 -1.3862943611e+00 5298<<<<< Best log posterior = 5299 -3.2241714275e+00 5300Sample moment statistics for each posterior variable: 5301 Mean Std Dev Skewness Kurtosis 5302 x1 5.6653847382e-01 3.6592257082e-01 -4.3231457515e-01 -5.3062722428e-02 5303 x2 4.1242336952e-01 3.9956245410e-01 8.0644276889e-01 -1.3521738947e-01 5304Sample moment statistics for each response function: 5305 Mean Std Dev Skewness Kurtosis 5306 f1 -4.2374850966e-01 9.7794651233e-01 1.1728895555e-01 6.1341183401e-02 5307 f2 4.3346152618e-01 3.6592257082e-01 4.3231457515e-01 -5.3062722428e-02 5308Information gained from prior to posterior = 2.4274690152e-01 5309Test Number 15 succeeded 5310<<<<< Function evaluation summary: 3331 total (3331 new, 0 duplicate) 5311<<<<< Best parameters = 5312 1.0219521149e+00 x1 5313 1.0468437515e+00 x2 5314<<<<< Best misfit = 5315 5.4294402597e-04 5316<<<<< Best log prior = 5317 -2.7725887222e+00 5318<<<<< Best log posterior = 5319 -4.6110087327e+00 5320Sample moment statistics for each posterior variable: 5321 Mean Std Dev Skewness Kurtosis 5322 x1 3.0665031852e-01 4.9125843198e-01 -3.2751182469e-01 -1.1671988356e-01 5323 x2 3.0911761863e-01 3.9976342001e-01 1.1435337683e+00 4.6736874296e-01 5324Sample moment statistics for each response function: 5325 Mean Std Dev Skewness Kurtosis 5326 f1 -2.6130978784e-01 9.5913248086e-01 -4.1092259020e-02 4.2679631094e-02 5327 f2 6.9334968148e-01 4.9125843198e-01 3.2751182469e-01 -1.1671988356e-01 5328Information gained from prior to posterior = 1.4345445178e+00 5329Test Number 16 succeeded 5330<<<<< Function evaluation summary: 25 total (25 new, 0 duplicate) 5331<<<<< Best parameters = 5332 5.0000000024e-01 x1 5333 2.4749999913e-01 x2 5334<<<<< Best misfit = 5335 2.5062500032e-01 5336<<<<< Best log prior = 5337 -3.7374999968e-01 5338<<<<< Best log posterior = 5339 -1.7691048858e+00 5340Sample moment statistics for each posterior variable: 5341 Mean Std Dev Skewness Kurtosis 5342 x1 3.8547027451e-01 3.0703392107e-01 2.1227547023e+00 4.7215660338e+00 5343 x2 1.8943384993e-01 4.6825210129e-01 3.4803757896e+00 1.3326412791e+01 5344Sample moment statistics for each response function: 5345 Mean Std Dev Skewness Kurtosis 5346 f1 -5.3376176374e-01 6.4463619062e-01 -3.6054355439e-02 1.7005596995e-01 5347 f2 6.1452972549e-01 3.0703392107e-01 -2.1227547023e+00 4.7215660338e+00 5348Information gained from prior to posterior = 4.9610491744e+00 5349Test Number 17 succeeded 5350<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) 5351<<<<< Best parameters = 5352 5.0000000024e-01 x1 5353 2.4749999913e-01 x2 5354<<<<< Best misfit = 5355 2.5062500032e-01 5356<<<<< Best log prior = 5357 -3.7374999968e-01 5358<<<<< Best log posterior = 5359 -1.7691048858e+00 5360Sample moment statistics for each posterior variable: 5361 Mean Std Dev Skewness Kurtosis 5362 x1 3.8547027452e-01 3.0703392107e-01 2.1227547023e+00 4.7215660338e+00 5363 x2 1.8943384993e-01 4.6825210129e-01 3.4803757896e+00 1.3326412791e+01 5364Sample moment statistics for each response function: 5365 Mean Std Dev Skewness Kurtosis 5366 f1 -5.3376176376e-01 6.4463619064e-01 -3.6054355445e-02 1.7005596975e-01 5367 f2 6.1452972548e-01 3.0703392107e-01 -2.1227547023e+00 4.7215660338e+00 5368Information gained from prior to posterior = 4.9610491745e+00 5369Test Number 18 succeeded 5370<<<<< Function evaluation summary: 3152 total (3151 new, 1 duplicate) 5371<<<<< Best parameters = 5372 4.9504556934e-01 x1 5373 2.4238578344e-01 x2 5374<<<<< Best misfit = 5375 2.5569954103e-01 5376<<<<< Best log prior = 5377 -1.7550100375e+00 5378<<<<< Best log posterior = 5379 -3.1554394644e+00 5380Sample moment statistics for each posterior variable: 5381 Mean Std Dev Skewness Kurtosis 5382 x1 4.4950772673e-01 2.1288123294e-01 9.6725914997e-01 2.5448331814e+00 5383 x2 2.3970176166e-01 2.3735312946e-01 3.8027151154e+00 2.3621359776e+01 5384Sample moment statistics for each response function: 5385 Mean Std Dev Skewness Kurtosis 5386 f1 -7.6511948582e-02 6.5160501226e-01 -1.0293498246e-01 -8.5188777787e-02 5387 f2 5.5049227327e-01 2.1288123294e-01 -9.6725914997e-01 2.5448331814e+00 5388Information gained from prior to posterior = 2.6500070107e+00 5389Test Number 19 succeeded 5390<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) 5391<<<<< Best parameters = 5392 6.6019544515e-01 x1 5393 4.3469800357e-01 x2 5394<<<<< Best misfit = 5395 1.1560170066e-01 5396<<<<< Best log prior = 5397 -7.3912802268e-01 5398<<<<< Best log posterior = 5399 -1.9994596092e+00 5400Sample moment statistics for each posterior variable: 5401 Mean Std Dev Skewness Kurtosis 5402 x1 7.0466068954e-01 3.2430085938e-01 -6.4635365402e-01 9.5347812000e-02 5403 x2 5.8637383384e-01 4.1760699040e-01 2.8814947243e-01 -8.2545885156e-01 5404Sample moment statistics for each response function: 5405 Mean Std Dev Skewness Kurtosis 5406 f1 -1.5291315411e-01 6.7355655106e-01 1.1324450793e-01 1.8036175051e-01 5407 f2 2.9533931046e-01 3.2430085938e-01 6.4635365402e-01 9.5347812000e-02 5408Information gained from prior to posterior = 4.7295217161e+00 5409Test Number 20 succeeded 5410<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) 5411<<<<< Best parameters = 5412 6.6209317971e-01 x1 5413 4.3721919539e-01 x2 5414<<<<< Best misfit = 5415 1.1431285167e-01 5416<<<<< Best log prior = 5417 -7.4040930910e-01 5418<<<<< Best log posterior = 5419 -1.9994520466e+00 5420Sample moment statistics for each posterior variable: 5421 Mean Std Dev Skewness Kurtosis 5422 x1 7.4812443168e-01 2.6944140645e-01 -5.8717380885e-01 2.8360985159e-02 5423 x2 5.9983431426e-01 3.7238487178e-01 2.1733553849e-01 -5.9406587302e-01 5424Sample moment statistics for each response function: 5425 Mean Std Dev Skewness Kurtosis 5426 f1 -3.2418223192e-01 6.6387000392e-01 4.3410418461e-02 -3.4257298987e-02 5427 f2 2.5187556832e-01 2.6944140645e-01 5.8717380885e-01 2.8360985159e-02 5428Information gained from prior to posterior = 3.1010205737e+00 5429Test Number 21 succeeded 5430<<<<< Function evaluation summary: 3137 total (3136 new, 1 duplicate) 5431<<<<< Best parameters = 5432 6.6875211458e-01 x1 5433 4.4709478554e-01 x2 5434<<<<< Best misfit = 5435 1.0972697345e-01 5436<<<<< Best log prior = 5437 -2.1314904483e+00 5438<<<<< Best log posterior = 5439 -3.3859473076e+00 5440Sample moment statistics for each posterior variable: 5441 Mean Std Dev Skewness Kurtosis 5442 x1 6.1196249695e-01 3.9495851076e-01 -9.5662626707e-01 1.1482241956e+00 5443 x2 5.1652002705e-01 4.1250132129e-01 6.6919927145e-01 -3.2781710155e-01 5444Sample moment statistics for each response function: 5445 Mean Std Dev Skewness Kurtosis 5446 f1 -1.3892299727e-01 7.0070008165e-01 -1.5940605027e-01 -2.7896683234e-01 5447 f2 3.8803750305e-01 3.9495851076e-01 9.5662626707e-01 1.1482241956e+00 5448Information gained from prior to posterior = 1.9914391835e+00 5449Test Number 22 succeeded 5450<<<<< Function evaluation summary: 25 total (25 new, 0 duplicate) 5451<<<<< Best parameters = 5452 1.2804568619e+00 x1 5453 1.6400713709e+00 x2 5454<<<<< Best misfit = 5455 7.8681211204e-02 5456<<<<< Best log prior = 5457 -2.1046017802e+00 5458<<<<< Best log posterior = 5459 -3.3280128772e+00 5460Sample moment statistics for each posterior variable: 5461 Mean Std Dev Skewness Kurtosis 5462 x1 2.0584699048e+00 3.4953589386e-01 -1.3609821802e+00 4.4049312776e-01 5463 x2 4.3571949877e+00 1.2852976168e+00 -1.2093352594e+00 -1.3567818528e-01 5464Sample moment statistics for each response function: 5465 Mean Std Dev Skewness Kurtosis 5466 f1 -2.2176146449e-02 6.7415823223e-01 -1.9369050158e-01 -1.6701593180e-01 5467 f2 -1.0584699048e+00 3.4953589386e-01 1.3609821802e+00 4.4049312776e-01 5468Information gained from prior to posterior = 1.1071107551e+01 5469Test Number 23 succeeded 5470<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) 5471<<<<< Best parameters = 5472 1.2804568619e+00 x1 5473 1.6400713709e+00 x2 5474<<<<< Best misfit = 5475 7.8681211204e-02 5476<<<<< Best log prior = 5477 -2.1046017802e+00 5478<<<<< Best log posterior = 5479 -3.3280128772e+00 5480Sample moment statistics for each posterior variable: 5481 Mean Std Dev Skewness Kurtosis 5482 x1 2.0584699036e+00 3.4953589330e-01 -1.3609821798e+00 4.4049313052e-01 5483 x2 4.3571949765e+00 1.2852976114e+00 -1.2093352557e+00 -1.3567818501e-01 5484Sample moment statistics for each response function: 5485 Mean Std Dev Skewness Kurtosis 5486 f1 -2.2176206959e-02 6.7415824195e-01 -1.9369043733e-01 -1.6701594804e-01 5487 f2 -1.0584699036e+00 3.4953589330e-01 1.3609821798e+00 4.4049313052e-01 5488Information gained from prior to posterior = 1.1071106155e+01 5489Test Number 24 succeeded 5490<<<<< Function evaluation summary: 3860 total (3859 new, 1 duplicate) 5491<<<<< Best parameters = 5492 1.3075358786e+00 x1 5493 1.7154815488e+00 x2 5494<<<<< Best misfit = 5495 9.7978926783e-02 5496<<<<< Best log prior = 5497 -3.4762592511e+00 5498<<<<< Best log posterior = 5499 -4.7189680637e+00 5500Sample moment statistics for each posterior variable: 5501 Mean Std Dev Skewness Kurtosis 5502 x1 1.7455792584e+00 4.2276078389e-01 -1.3941078651e+00 1.6060167512e+00 5503 x2 3.2189438649e+00 1.2554976934e+00 -6.5732701471e-01 6.7610000308e-02 5504Sample moment statistics for each response function: 5505 Mean Std Dev Skewness Kurtosis 5506 f1 -6.7403993431e-02 6.8931386513e-01 -9.4990882500e-02 -8.5586312823e-02 5507 f2 -7.4557925836e-01 4.2276078389e-01 1.3941078651e+00 1.6060167512e+00 5508Information gained from prior to posterior = 5.7081186088e+00 5509Test Number 25 succeeded 5510<<<<< Function evaluation summary: 30 total (30 new, 0 duplicate) 5511<<<<< Best parameters = 5512 9.9991512536e-01 x1 5513 9.9973343023e-01 x2 5514<<<<< Best misfit = 5515 9.4476381529e-07 5516<<<<< Best log prior = 5517 -1.3862943611e+00 5518<<<<< Best log posterior = 5519 -2.5310251917e+00 5520Sample moment statistics for each posterior variable: 5521 Mean Std Dev Skewness Kurtosis 5522 x1 7.7496169837e-01 3.7545319443e-01 -4.2746325267e-01 -7.7186372584e-01 5523 x2 7.1915791040e-01 5.4806447072e-01 3.0224346917e-01 -9.8688295391e-01 5524Sample moment statistics for each response function: 5525 Mean Std Dev Skewness Kurtosis 5526 f1 -2.2302342191e-01 7.3243884893e-01 -7.8991186932e-02 -2.4912824923e-01 5527 f2 2.2503830163e-01 3.7545319443e-01 4.2746325267e-01 -7.7186372584e-01 5528Information gained from prior to posterior = 5.0049247437e+00 5529Test Number 26 succeeded 5530<<<<< Function evaluation summary: 40 total (40 new, 0 duplicate) 5531<<<<< Best parameters = 5532 9.9999999990e-01 x1 5533 9.9999999980e-01 x2 5534<<<<< Best misfit = 5535 1.1102230246e-16 5536<<<<< Best log prior = 5537 -1.3862943611e+00 5538<<<<< Best log posterior = 5539 -2.5310242470e+00 5540Sample moment statistics for each posterior variable: 5541 Mean Std Dev Skewness Kurtosis 5542 x1 7.4945614965e-01 3.2060520299e-01 -7.4764891111e-01 5.4810503696e-02 5543 x2 6.4892182992e-01 4.2430735164e-01 7.4872380616e-02 -1.1238151716e+00 5544Sample moment statistics for each response function: 5545 Mean Std Dev Skewness Kurtosis 5546 f1 -1.5498992670e-01 5.9689757415e-01 9.1036354507e-02 1.2911563959e-01 5547 f2 2.5054385035e-01 3.2060520299e-01 7.4764891111e-01 5.4810503696e-02 5548Information gained from prior to posterior = 3.6925953657e+00 5549Test Number 27 succeeded 5550<<<<< Function evaluation summary: 17 total (17 new, 0 duplicate) 5551<<<<< Best parameters = 5552 1.1032165557e+00 x1 5553 1.2212582138e+00 x2 5554 9.9393357082e-01 CovMultExp1 5555 1.0114946467e+00 CovMultExp2 5556<<<<< Best misfit = 5557 2.0881878800e-02 5558<<<<< Best log prior = 5559 1.3808147969e+00 5560<<<<< Best log posterior = 5561 -9.4438003696e-01 5562Sample moment statistics for each posterior variable: 5563 Mean Std Dev Skewness Kurtosis 5564 x1 7.3479293635e-01 3.8720607611e-01 -1.5766327422e+00 3.0189096176e+00 5565 x2 6.7562282650e-01 4.1114125640e-01 2.9097650223e-01 -8.3206351188e-01 5566 CovMultExp1 1.0140831622e+00 9.8726635272e-02 3.3722313836e-01 -4.1682015105e-02 5567 CovMultExp2 1.0179398309e+00 9.9218984176e-02 5.6548642069e-01 1.2023633519e+00 5568Sample moment statistics for each response function: 5569 Mean Std Dev Skewness Kurtosis 5570 f1 -1.4151413920e-01 4.0386922381e-01 -1.2735646208e-01 -6.5044113068e-02 5571 f2 2.6520706365e-01 3.8720607611e-01 1.5766327422e+00 3.0189096176e+00 5572Information gained from prior to posterior = 5.2300316860e+00 5573dakota_sbo_hierarchical.in 5574Test Number 0 succeeded 5575<<<<< Function evaluation summary (LOFI_FN): 82 total (73 new, 9 duplicate) 5576<<<<< Function evaluation summary (HIFI_FN): 23 total (23 new, 0 duplicate) 5577<<<<< Best parameters = 5578 1.0000000128e+00 x1 5579 1.0000000224e+00 x2 5580<<<<< Best objective function = 5581 1.1816927162e-15 5582<<<<< Best data captured at function evaluation 21 5583dakota_sbo_textbook.in 5584Test Number 0 succeeded 5585<<<<< Function evaluation summary (APPROX_INTERFACE_1): 176 total (176 new, 0 duplicate) 5586<<<<< Function evaluation summary (TRUE_FN): 69 total (66 new, 3 duplicate) 5587<<<<< Best parameters = 5588 5.0000000000e-01 x1 5589 5.0000008571e-01 x2 5590<<<<< Best objective function = 5591 1.2499995714e-01 5592<<<<< Best constraint values = 5593 -4.2855799964e-08 5594 8.5711607256e-08 5595<<<<< Best data captured at function evaluation 65 5596dakota_sbuq_hierarchical.in 5597Test Number 0 succeeded 5598Moment statistics for each response function: 5599 Mean Std Dev Skewness Kurtosis 5600 response_fn_1 3.6564000000e+02 9.9751920282e+02 5601Moment statistics for each response function: 5602 Mean Std Dev Skewness Kurtosis 5603 response_fn_1 3.6360000000e+01 6.9283186994e+01 5604<<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate) 5605<<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate) 5606Coefficients of Polynomial Chaos Expansion for response_fn_1: 5607 4.0200000000e+02 He0 He0 5608 -2.0000000000e+00 He1 He0 5609 6.0100000000e+02 He2 He0 5610 9.0002368984e-14 He3 He0 5611 1.0000000000e+02 He4 He0 5612 1.4459151469e-14 He5 He0 5613 6.0867206337e-14 He6 He0 5614 -2.2854183272e-15 He7 He0 5615 -2.0000000000e+02 He0 He1 5616 8.2492606496e-14 He1 He1 5617 -2.0000000000e+02 He2 He1 5618 1.0836239313e-15 He3 He1 5619 1.3919421171e-14 He4 He1 5620 2.9013828377e-15 He5 He1 5621 -4.5747356520e-15 He6 He1 5622 -2.3442447278e-16 He7 He1 5623 1.0000000000e+02 He0 He2 5624 -6.6048728986e-14 He1 He2 5625 -4.4877296324e-15 He2 He2 5626 2.6737871176e-15 He3 He2 5627 -3.4347524824e-15 He4 He2 5628 7.7438055968e-16 He5 He2 5629 1.6678016992e-15 He6 He2 5630 2.3587833626e-16 He7 He2 5631 8.5571379265e-15 He0 He3 5632 3.4590386111e-15 He1 He3 5633 3.5874081483e-14 He2 He3 5634 -2.1614509950e-14 He0 He4 5635 -1.8989439650e-15 He1 He4 5636 -7.7276148443e-15 He2 He4 5637 -2.7404294112e-15 He0 He5 5638 -3.0161058836e-16 He1 He5 5639 -2.6784130469e-15 He2 He5 5640 8.0959930118e-15 He0 He6 5641 2.6059401550e-16 He1 He6 5642 2.9457917587e-15 He2 He6 5643 -4.9399417537e-16 He0 He7 5644 5.2880980018e-16 He1 He7 5645 -6.9142222811e-16 He2 He7 5646 5.3643156936e-15 He8 He0 5647 7.5189707488e-17 He9 He0 5648 -1.1679467896e-16 He10 He0 5649 1.8729072592e-17 He11 He0 5650 -4.2835348508e-18 He12 He0 5651 -2.2107059296e-18 He13 He0 5652 1.1984950600e-18 He14 He0 5653 -3.5465457731e-15 He3 He3 5654 1.7270135939e-16 He4 He3 5655 4.3915488530e-16 He5 He3 5656 -9.3752166524e-17 He6 He3 5657 9.8686491078e-18 He7 He3 5658 7.8486599935e-16 He3 He4 5659 4.8726454970e-16 He4 He4 5660 -4.6876083262e-16 He5 He4 5661 -8.5939485980e-17 He6 He4 5662 -4.2529178298e-17 He7 He4 5663 -1.0954200510e-15 He3 He5 5664 -5.3167347068e-16 He4 He5 5665 3.4540271877e-17 He5 He5 5666 6.2830399320e-17 He6 He5 5667 6.8610608083e-18 He7 He5 5668 -1.1842378929e-16 He3 He6 5669 5.4812121919e-16 He4 He6 5670 3.7171911639e-17 He5 He6 5671 -1.3925760408e-17 He6 He6 5672 9.7120038838e-19 He7 He6 5673 1.2829243840e-16 He3 He7 5674 3.7829821580e-17 He4 He7 5675 -2.6316397621e-18 He5 He7 5676 -1.1685733705e-17 He6 He7 5677 9.4882249925e-19 He7 He7 5678 4.7658085591e-16 He0 He8 5679 6.4420348342e-18 He0 He9 5680 5.9916798154e-18 He0 He10 5681 6.1234042083e-19 He0 He11 5682 -4.7468249677e-20 He0 He12 5683 -5.2142046568e-20 He0 He13 5684 -3.7244318977e-20 He0 He14 5685Moment statistics for each response function: 5686 Mean Std Dev Skewness Kurtosis 5687 expansion: 4.0200000000e+02 1.0499552371e+03 5688 integration: 4.0200000000e+02 1.0499552371e+03 9.2965272463e+00 1.7506447751e+02 5689response_fn_1 Sobol' indices: 5690 Main Total 5691 8.7300504533e-01 9.4557359085e-01 x1 5692 5.4426409145e-02 1.2699495467e-01 x2 5693 7.2568545527e-02 x1 x2 5694Test Number 1 succeeded 5695Moment statistics for each response function: 5696 Mean Std Dev Skewness Kurtosis 5697 response_fn_1 3.6564000000e+02 9.9751920282e+02 5698Moment statistics for each response function: 5699 Mean Std Dev Skewness Kurtosis 5700 response_fn_1 3.6360000000e+01 6.9283186994e+01 5701<<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate) 5702<<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate) 5703Coefficients of Polynomial Chaos Expansion for response_fn_1: 5704 4.0200000000e+02 He0 He0 5705 -2.0000000000e+00 He1 He0 5706 6.0100000000e+02 He2 He0 5707 9.0002368984e-14 He3 He0 5708 1.0000000000e+02 He4 He0 5709 1.4459151469e-14 He5 He0 5710 6.0867206337e-14 He6 He0 5711 -2.2854183272e-15 He7 He0 5712 -2.0000000000e+02 He0 He1 5713 8.2492606496e-14 He1 He1 5714 -2.0000000000e+02 He2 He1 5715 1.0836239313e-15 He3 He1 5716 1.3919421171e-14 He4 He1 5717 2.9013828377e-15 He5 He1 5718 -4.5747356520e-15 He6 He1 5719 -2.3442447278e-16 He7 He1 5720 1.0000000000e+02 He0 He2 5721 -6.6048728986e-14 He1 He2 5722 -4.4877296324e-15 He2 He2 5723 2.6737871176e-15 He3 He2 5724 -3.4347524824e-15 He4 He2 5725 7.7438055968e-16 He5 He2 5726 1.6678016992e-15 He6 He2 5727 2.3587833626e-16 He7 He2 5728 8.5571379265e-15 He0 He3 5729 3.4590386111e-15 He1 He3 5730 3.5874081483e-14 He2 He3 5731 -2.1614509950e-14 He0 He4 5732 -1.8989439650e-15 He1 He4 5733 -7.7276148443e-15 He2 He4 5734 -2.7404294112e-15 He0 He5 5735 -3.0161058836e-16 He1 He5 5736 -2.6784130469e-15 He2 He5 5737 8.0959930118e-15 He0 He6 5738 2.6059401550e-16 He1 He6 5739 2.9457917587e-15 He2 He6 5740 -4.9399417537e-16 He0 He7 5741 5.2880980018e-16 He1 He7 5742 -6.9142222811e-16 He2 He7 5743 5.3643156936e-15 He8 He0 5744 7.5189707488e-17 He9 He0 5745 -1.1679467896e-16 He10 He0 5746 1.8729072592e-17 He11 He0 5747 -4.2835348508e-18 He12 He0 5748 -2.2107059296e-18 He13 He0 5749 1.1984950600e-18 He14 He0 5750 -3.5465457731e-15 He3 He3 5751 1.7270135939e-16 He4 He3 5752 4.3915488530e-16 He5 He3 5753 -9.3752166524e-17 He6 He3 5754 9.8686491078e-18 He7 He3 5755 7.8486599935e-16 He3 He4 5756 4.8726454970e-16 He4 He4 5757 -4.6876083262e-16 He5 He4 5758 -8.5939485980e-17 He6 He4 5759 -4.2529178298e-17 He7 He4 5760 -1.0954200510e-15 He3 He5 5761 -5.3167347068e-16 He4 He5 5762 3.4540271877e-17 He5 He5 5763 6.2830399320e-17 He6 He5 5764 6.8610608083e-18 He7 He5 5765 -1.1842378929e-16 He3 He6 5766 5.4812121919e-16 He4 He6 5767 3.7171911639e-17 He5 He6 5768 -1.3925760408e-17 He6 He6 5769 9.7120038838e-19 He7 He6 5770 1.2829243840e-16 He3 He7 5771 3.7829821580e-17 He4 He7 5772 -2.6316397621e-18 He5 He7 5773 -1.1685733705e-17 He6 He7 5774 9.4882249925e-19 He7 He7 5775 4.7658085591e-16 He0 He8 5776 6.4420348342e-18 He0 He9 5777 5.9916798154e-18 He0 He10 5778 6.1234042083e-19 He0 He11 5779 -4.7468249677e-20 He0 He12 5780 -5.2142046568e-20 He0 He13 5781 -3.7244318977e-20 He0 He14 5782Moment statistics for each response function: 5783 Mean Std Dev Skewness Kurtosis 5784 expansion: 4.0200000000e+02 1.0499552371e+03 5785 integration: 4.0200000000e+02 1.0499552371e+03 9.2965272463e+00 1.7506447751e+02 5786response_fn_1 Sobol' indices: 5787 Main Total 5788 8.7300504533e-01 9.4557359085e-01 x1 5789 5.4426409145e-02 1.2699495467e-01 x2 5790 7.2568545527e-02 x1 x2 5791Test Number 2 succeeded 5792Moment statistics for each response function: 5793 Mean Std Dev Skewness Kurtosis 5794 response_fn_1 3.6564000000e+02 9.9751920282e+02 5795Moment statistics for each response function: 5796 Mean Std Dev Skewness Kurtosis 5797 response_fn_1 3.6360000000e+01 6.9283186994e+01 5798<<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate) 5799<<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate) 5800Coefficients of Polynomial Chaos Expansion for response_fn_1: 5801 4.0200000000e+02 He0 He0 5802 -2.0000000000e+00 He1 He0 5803 6.0100000000e+02 He2 He0 5804 9.0002368984e-14 He3 He0 5805 1.0000000000e+02 He4 He0 5806 1.4459151469e-14 He5 He0 5807 6.0867206337e-14 He6 He0 5808 -2.2854183272e-15 He7 He0 5809 -2.0000000000e+02 He0 He1 5810 8.2492606496e-14 He1 He1 5811 -2.0000000000e+02 He2 He1 5812 1.0836239313e-15 He3 He1 5813 1.3919421171e-14 He4 He1 5814 2.9013828377e-15 He5 He1 5815 -4.5747356520e-15 He6 He1 5816 -2.3442447278e-16 He7 He1 5817 1.0000000000e+02 He0 He2 5818 -6.6048728986e-14 He1 He2 5819 -4.4877296324e-15 He2 He2 5820 2.6737871176e-15 He3 He2 5821 -3.4347524824e-15 He4 He2 5822 7.7438055968e-16 He5 He2 5823 1.6678016992e-15 He6 He2 5824 2.3587833626e-16 He7 He2 5825 8.5571379265e-15 He0 He3 5826 3.4590386111e-15 He1 He3 5827 3.5874081483e-14 He2 He3 5828 -2.1614509950e-14 He0 He4 5829 -1.8989439650e-15 He1 He4 5830 -7.7276148443e-15 He2 He4 5831 -2.7404294112e-15 He0 He5 5832 -3.0161058836e-16 He1 He5 5833 -2.6784130469e-15 He2 He5 5834 8.0959930118e-15 He0 He6 5835 2.6059401550e-16 He1 He6 5836 2.9457917587e-15 He2 He6 5837 -4.9399417537e-16 He0 He7 5838 5.2880980018e-16 He1 He7 5839 -6.9142222811e-16 He2 He7 5840 5.3643156936e-15 He8 He0 5841 7.5189707488e-17 He9 He0 5842 -1.1679467896e-16 He10 He0 5843 1.8729072592e-17 He11 He0 5844 -4.2835348508e-18 He12 He0 5845 -2.2107059296e-18 He13 He0 5846 1.1984950600e-18 He14 He0 5847 -3.5465457731e-15 He3 He3 5848 1.7270135939e-16 He4 He3 5849 4.3915488530e-16 He5 He3 5850 -9.3752166524e-17 He6 He3 5851 9.8686491078e-18 He7 He3 5852 7.8486599935e-16 He3 He4 5853 4.8726454970e-16 He4 He4 5854 -4.6876083262e-16 He5 He4 5855 -8.5939485980e-17 He6 He4 5856 -4.2529178298e-17 He7 He4 5857 -1.0954200510e-15 He3 He5 5858 -5.3167347068e-16 He4 He5 5859 3.4540271877e-17 He5 He5 5860 6.2830399320e-17 He6 He5 5861 6.8610608083e-18 He7 He5 5862 -1.1842378929e-16 He3 He6 5863 5.4812121919e-16 He4 He6 5864 3.7171911639e-17 He5 He6 5865 -1.3925760408e-17 He6 He6 5866 9.7120038838e-19 He7 He6 5867 1.2829243840e-16 He3 He7 5868 3.7829821580e-17 He4 He7 5869 -2.6316397621e-18 He5 He7 5870 -1.1685733705e-17 He6 He7 5871 9.4882249925e-19 He7 He7 5872 4.7658085591e-16 He0 He8 5873 6.4420348342e-18 He0 He9 5874 5.9916798154e-18 He0 He10 5875 6.1234042083e-19 He0 He11 5876 -4.7468249677e-20 He0 He12 5877 -5.2142046568e-20 He0 He13 5878 -3.7244318977e-20 He0 He14 5879Moment statistics for each response function: 5880 Mean Std Dev Skewness Kurtosis 5881 expansion: 4.0200000000e+02 1.0499552371e+03 5882 integration: 4.0200000000e+02 1.0499552371e+03 9.2965272463e+00 1.7506447751e+02 5883response_fn_1 Sobol' indices: 5884 Main Total 5885 8.7300504533e-01 9.4557359085e-01 x1 5886 5.4426409145e-02 1.2699495467e-01 x2 5887 7.2568545527e-02 x1 x2 5888Test Number 3 succeeded 5889Moment statistics for each response function: 5890 Mean Std Dev Skewness Kurtosis 5891 response_fn_1 3.6564000000e+02 9.9751920282e+02 5892Moment statistics for each response function: 5893 Mean Std Dev Skewness Kurtosis 5894 response_fn_1 3.6360000000e+01 6.9283186994e+01 5895<<<<< Function evaluation summary (LOFI_FN): 122 total (101 new, 21 duplicate) 5896<<<<< Function evaluation summary (HIFI_FN): 21 total (21 new, 0 duplicate) 5897Coefficients of Polynomial Chaos Expansion for response_fn_1: 5898 4.0200000000e+02 He0 He0 5899 -2.0000000000e+00 He1 He0 5900 6.0100000000e+02 He2 He0 5901 9.0002368984e-14 He3 He0 5902 1.0000000000e+02 He4 He0 5903 1.4459151469e-14 He5 He0 5904 6.0867206337e-14 He6 He0 5905 -2.2854183272e-15 He7 He0 5906 -2.0000000000e+02 He0 He1 5907 8.2492606496e-14 He1 He1 5908 -2.0000000000e+02 He2 He1 5909 1.0836239313e-15 He3 He1 5910 1.3919421171e-14 He4 He1 5911 2.9013828377e-15 He5 He1 5912 -4.5747356520e-15 He6 He1 5913 -2.3442447278e-16 He7 He1 5914 1.0000000000e+02 He0 He2 5915 -6.6048728986e-14 He1 He2 5916 -4.4877296324e-15 He2 He2 5917 2.6737871176e-15 He3 He2 5918 -3.4347524824e-15 He4 He2 5919 7.7438055968e-16 He5 He2 5920 1.6678016992e-15 He6 He2 5921 2.3587833626e-16 He7 He2 5922 8.5571379265e-15 He0 He3 5923 3.4590386111e-15 He1 He3 5924 3.5874081483e-14 He2 He3 5925 -2.1614509950e-14 He0 He4 5926 -1.8989439650e-15 He1 He4 5927 -7.7276148443e-15 He2 He4 5928 -2.7404294112e-15 He0 He5 5929 -3.0161058836e-16 He1 He5 5930 -2.6784130469e-15 He2 He5 5931 8.0959930118e-15 He0 He6 5932 2.6059401550e-16 He1 He6 5933 2.9457917587e-15 He2 He6 5934 -4.9399417537e-16 He0 He7 5935 5.2880980018e-16 He1 He7 5936 -6.9142222811e-16 He2 He7 5937 5.3643156936e-15 He8 He0 5938 7.5189707488e-17 He9 He0 5939 -1.1679467896e-16 He10 He0 5940 1.8729072592e-17 He11 He0 5941 -4.2835348508e-18 He12 He0 5942 -2.2107059296e-18 He13 He0 5943 1.1984950600e-18 He14 He0 5944 -3.5465457731e-15 He3 He3 5945 1.7270135939e-16 He4 He3 5946 4.3915488530e-16 He5 He3 5947 -9.3752166524e-17 He6 He3 5948 9.8686491078e-18 He7 He3 5949 7.8486599935e-16 He3 He4 5950 4.8726454970e-16 He4 He4 5951 -4.6876083262e-16 He5 He4 5952 -8.5939485980e-17 He6 He4 5953 -4.2529178298e-17 He7 He4 5954 -1.0954200510e-15 He3 He5 5955 -5.3167347068e-16 He4 He5 5956 3.4540271877e-17 He5 He5 5957 6.2830399320e-17 He6 He5 5958 6.8610608083e-18 He7 He5 5959 -1.1842378929e-16 He3 He6 5960 5.4812121919e-16 He4 He6 5961 3.7171911639e-17 He5 He6 5962 -1.3925760408e-17 He6 He6 5963 9.7120038838e-19 He7 He6 5964 1.2829243840e-16 He3 He7 5965 3.7829821580e-17 He4 He7 5966 -2.6316397621e-18 He5 He7 5967 -1.1685733705e-17 He6 He7 5968 9.4882249925e-19 He7 He7 5969 4.7658085591e-16 He0 He8 5970 6.4420348342e-18 He0 He9 5971 5.9916798154e-18 He0 He10 5972 6.1234042083e-19 He0 He11 5973 -4.7468249677e-20 He0 He12 5974 -5.2142046568e-20 He0 He13 5975 -3.7244318977e-20 He0 He14 5976Moment statistics for each response function: 5977 Mean Std Dev Skewness Kurtosis 5978 expansion: 4.0200000000e+02 1.0499552371e+03 5979 integration: 4.0200000000e+02 1.0499552371e+03 9.2965272463e+00 1.7506447751e+02 5980response_fn_1 Sobol' indices: 5981 Main Total 5982 8.7300504533e-01 9.4557359085e-01 x1 5983 5.4426409145e-02 1.2699495467e-01 x2 5984 7.2568545527e-02 x1 x2 5985dakota_uq_cantilever_interval.in 5986Test Number 0 succeeded 5987<<<<< Function evaluation summary: 93 total (93 new, 0 duplicate) 5988weight: Min = 1.0000169352e+00 Max = 9.9999830649e+01 5989stress: Min = -9.7749994284e-01 Max = 2.1499428450e+01 5990displ: Min = -9.9315677360e-01 Max = 6.7429714485e+01 5991Test Number 1 succeeded 5992<<<<< Function evaluation summary: 160 total (145 new, 15 duplicate) 5993weight: Min = 1.0000000000e+00 Max = 1.0000000000e+02 5994stress: Min = -9.7750000000e-01 Max = 2.1500000000e+01 5995displ: Min = -9.9315679678e-01 Max = 6.7432032241e+01 5996dakota_uq_cantilever_sop_rel.in 5997Test Number 0 succeeded 5998<<<<< Function evaluation summary (ALEAT_I): 8036 total (8036 new, 0 duplicate) 5999mean_wt: Min = 9.5209117200e+00 Max = 9.5209117200e+00 6000ccdf_beta_s: Min = 1.7627715524e+00 Max = 4.2949468386e+00 6001ccdf_beta_d: Min = 2.0125192955e+00 Max = 3.9385559339e+00 6002Simple Correlation Matrix among all inputs and outputs: 6003 X_mean Y_mean mean_wt ccdf_beta_s ccdf_beta_d 6004 X_mean 1.00000e+00 6005 Y_mean -4.15171e-03 1.00000e+00 6006 mean_wt 4.68375e-16 -5.82867e-16 1.00000e+00 6007 ccdf_beta_s -6.19328e-01 -7.82554e-01 4.23273e-16 1.00000e+00 6008 ccdf_beta_d -9.13854e-01 -4.01386e-01 -3.15720e-16 8.84098e-01 1.00000e+00 6009Partial Correlation Matrix between input and output: 6010 mean_wt ccdf_beta_s ccdf_beta_d 6011 X_mean 4.63977e-16 -1.00000e+00 -9.99584e-01 6012 Y_mean -5.90297e-16 -1.00000e+00 -9.97881e-01 6013Simple Rank Correlation Matrix among all inputs and outputs: 6014 X_mean Y_mean mean_wt ccdf_beta_s ccdf_beta_d 6015 X_mean 1.00000e+00 6016 Y_mean -2.06483e-03 1.00000e+00 6017 mean_wt -nan -nan -nan 6018 ccdf_beta_s -5.97983e-01 -7.89388e-01 -nan 1.00000e+00 6019 ccdf_beta_d -9.19616e-01 -3.73349e-01 -nan 8.48451e-01 1.00000e+00 6020Partial Rank Correlation Matrix between input and output: 6021 mean_wt ccdf_beta_s ccdf_beta_d 6022 X_mean -nan -9.76738e-01 -9.92129e-01 6023 Y_mean -nan -9.86420e-01 -9.55272e-01 6024dakota_uq_diffusion_cvmc.in 6025Test Number 0 succeeded 6026<<<<< Function evaluation summary: 2912 total (2912 new, 0 duplicate) 6027<<<<< Function evaluation summary: 2912 total (2912 new, 0 duplicate) 6028<<<<< Equivalent number of high fidelity evaluations: 8.1429687500e+01 6029Sample moment statistics for each response function: 6030 Mean Std Dev Skewness Kurtosis 6031 response_fn_1 2.5638895038e-02 6.7797292002e-03 4.1932153614e-01 -2.7555448517e-01 6032 response_fn_2 1.2925299268e-01 1.4469413313e-02 2.6518201318e-01 -1.0083440574e+00 6033 response_fn_3 2.5376118561e-02 6.9922253556e-03 5.3804402029e-01 -9.1020660191e-01 6034Test Number 1 succeeded 6035<<<<< Function evaluation summary: 21944 total (21944 new, 0 duplicate) 6036<<<<< Function evaluation summary: 21944 total (21944 new, 0 duplicate) 6037<<<<< Equivalent number of high fidelity evaluations: 2.5352539062e+01 6038Sample moment statistics for each response function: 6039 Mean Std Dev Skewness Kurtosis 6040 response_fn_1 2.5225571176e-02 6.5767003331e-03 7.6644079999e-01 -1.4075286846e-01 6041 response_fn_2 1.2968378243e-01 1.3595190642e-02 1.3818246847e+00 1.5479136290e+00 6042 response_fn_3 2.5225571176e-02 6.5767003336e-03 7.6644079988e-01 -1.4075286924e-01 6043Test Number 2 succeeded 6044<<<<< Function evaluation summary (LF_INT): 21924 total (21924 new, 0 duplicate) 6045<<<<< Function evaluation summary (HF_INT): 20 total (20 new, 0 duplicate) 6046<<<<< Equivalent number of high fidelity evaluations: 2.5352539062e+01 6047Sample moment statistics for each response function: 6048 Mean Std Dev Skewness Kurtosis 6049 response_fn_1 2.5225571176e-02 6.5767003331e-03 7.6644079999e-01 -1.4075286846e-01 6050 response_fn_2 1.2968378243e-01 1.3595190642e-02 1.3818246847e+00 1.5479136290e+00 6051 response_fn_3 2.5225571176e-02 6.5767003336e-03 7.6644079988e-01 -1.4075286924e-01 6052Test Number 3 succeeded 6053<<<<< Function evaluation summary (LF_INT): 21924 total (21924 new, 0 duplicate) 6054<<<<< Function evaluation summary (HF_INT): 20 total (20 new, 0 duplicate) 6055<<<<< Equivalent number of high fidelity evaluations: 2.5352539062e+01 6056Sample moment statistics for each response function: 6057 Mean Std Dev Skewness Kurtosis 6058 response_fn_1 2.5225571176e-02 6.5767003331e-03 7.6644079999e-01 -1.4075286846e-01 6059 response_fn_2 1.2968378243e-01 1.3595190642e-02 1.3818246847e+00 1.5479136290e+00 6060 response_fn_3 2.5225571176e-02 6.5767003336e-03 7.6644079988e-01 -1.4075286924e-01 6061dakota_uq_diffusion_mfpce.in 6062Test Number 0 succeeded 6063Moment statistics for each response function: 6064 Mean Std Dev Skewness Kurtosis 6065 response_fn_1 2.5146121230e-02 6.1214266627e-03 6066 response_fn_2 1.2775234301e-01 1.9133758125e-02 6067 response_fn_3 2.5146121230e-02 6.1214266627e-03 6068Moment statistics for each response function: 6069 Mean Std Dev Skewness Kurtosis 6070 response_fn_1 1.2727805406e-04 5.5523157784e-04 6071 response_fn_2 1.2839633296e-03 7.5339037999e-03 6072 response_fn_3 1.2727805377e-04 5.5523157783e-04 6073Moment statistics for each response function: 6074 Mean Std Dev Skewness Kurtosis 6075 response_fn_1 7.9232432728e-08 3.1101547994e-06 6076 response_fn_2 4.5504402068e-06 8.2518722326e-05 6077 response_fn_3 7.9226314841e-08 3.1101554788e-06 6078<<<<< Function evaluation summary: 1955 total (1737 new, 218 duplicate) 6079<<<<< Equivalent number of high fidelity evaluations: 2.2825683594e+01 6080Moment statistics for each response function: 6081 Mean Std Dev Skewness Kurtosis 6082 expansion: 2.5273478517e-02 6.5975181292e-03 6083 integration: 2.5273478517e-02 6.5974482075e-03 7.8291253457e-01 -1.3700870341e-01 6084 expansion: 1.2904085678e-01 1.3500465036e-02 6085 integration: 1.2904085678e-01 1.3500457268e-02 7.2579238120e-01 -5.9411050438e-01 6086 expansion: 2.5273478510e-02 6.5975181295e-03 6087 integration: 2.5273478510e-02 6.5974482079e-03 7.8291253407e-01 -1.3700870415e-01 6088Test Number 1 succeeded 6089Moment statistics for each response function: 6090 Mean Std Dev Skewness Kurtosis 6091 response_fn_1 2.5146150269e-02 6.1218140936e-03 6092 response_fn_2 1.2775234365e-01 1.9133772239e-02 6093 response_fn_3 2.5146150269e-02 6.1218140936e-03 6094Moment statistics for each response function: 6095 Mean Std Dev Skewness Kurtosis 6096 response_fn_1 1.2707460825e-04 5.5549653976e-04 6097 response_fn_2 1.2848960617e-03 7.5482016135e-03 6098 response_fn_3 1.2707460847e-04 5.5549653987e-04 6099Moment statistics for each response function: 6100 Mean Std Dev Skewness Kurtosis 6101 response_fn_1 8.8558159503e-08 3.8689875092e-06 6102 response_fn_2 6.9950250425e-06 1.0093030907e-04 6103 response_fn_3 8.8576046192e-08 3.8689833463e-06 6104<<<<< Function evaluation summary: 12875 total (11157 new, 1718 duplicate) 6105<<<<< Equivalent number of high fidelity evaluations: 2.2851904297e+02 6106Moment statistics for each response function: 6107 Mean Std Dev Skewness Kurtosis 6108 expansion: 2.5273313435e-02 6.5968685886e-03 6109 integration: 2.5273313435e-02 6.5968662968e-03 7.8392479170e-01 -1.1976830580e-01 6110 expansion: 1.2904423474e-01 1.3502661855e-02 6111 integration: 1.2904423474e-01 1.3502661791e-02 7.3308176256e-01 -5.6680376291e-01 6112 expansion: 2.5273313453e-02 6.5968685887e-03 6113 integration: 2.5273313453e-02 6.5968662968e-03 7.8392479438e-01 -1.1976830055e-01 6114dakota_uq_diffusion_mlmc.in 6115Test Number 0 succeeded 6116<<<<< Function evaluation summary: 661 total (661 new, 0 duplicate) 6117<<<<< Equivalent number of high fidelity evaluations: 2.5879882812e+01 6118Sample moment statistics for each response function: 6119 Mean Std Dev Skewness Kurtosis 6120 response_fn_1 2.5347265313e-02 6.3949368322e-03 7.1896519209e-01 -3.4059785010e-01 6121 response_fn_2 1.2789480489e-01 1.3319468165e-02 5.5261688836e-01 -7.7015986016e-01 6122 response_fn_3 2.5347265314e-02 6.3949368324e-03 7.1896519207e-01 -3.4059785005e-01 6123Test Number 1 succeeded 6124<<<<< Function evaluation summary: 661 total (661 new, 0 duplicate) 6125<<<<< Equivalent number of high fidelity evaluations: 2.5879882812e+01 6126Sample moment statistics for each response function: 6127 Mean Std Dev Skewness Kurtosis 6128 response_fn_1 2.5347265313e-02 6.3949368322e-03 7.1896519209e-01 -3.4059785010e-01 6129 response_fn_2 1.2789480489e-01 1.3319468165e-02 5.5261688836e-01 -7.7015986016e-01 6130 response_fn_3 2.5347265314e-02 6.3949368324e-03 7.1896519207e-01 -3.4059785005e-01 6131dakota_uq_diffusion_mlpce.in 6132Test Number 0 succeeded 6133<<<<< Function evaluation summary: 112 total (112 new, 0 duplicate) 6134<<<<< Equivalent number of high fidelity evaluations: 1.2861816406250000e+01 6135Moment statistics for each response function: 6136 Mean Std Dev Skewness Kurtosis 6137 response_fn_1 2.5317924798202031e-02 6.0210229047910624e-03 6138 response_fn_2 1.3038068243496523e-01 2.0814311917779094e-02 6139 response_fn_3 2.5317924799554498e-02 6.0210229047171606e-03 6140Test Number 1 succeeded 6141<<<<< Function evaluation summary: 112 total (112 new, 0 duplicate) 6142<<<<< Equivalent number of high fidelity evaluations: 1.2861816406250000e+01 6143Moment statistics for each response function: 6144 Mean Std Dev Skewness Kurtosis 6145 response_fn_1 2.5317924798202031e-02 6.0210229047910624e-03 6146 response_fn_2 1.3038068243496523e-01 2.0814311917779094e-02 6147 response_fn_3 2.5317924799554498e-02 6.0210229047171606e-03 6148dakota_uq_heat_eq_mlcvmc.in 6149Test Number 0 succeeded 6150<<<<< Function evaluation summary: 23925 total (23925 new, 0 duplicate) 6151<<<<< Function evaluation summary: 23925 total (23925 new, 0 duplicate) 6152<<<<< Equivalent number of high fidelity evaluations: 2.7014218750e+01 6153Sample moment statistics for each response function: 6154 Mean Std Dev Skewness Kurtosis 6155 response_fn_1 3.9644754662e+01 1.0724228281e+02 2.0671703916e+00 6.6350157302e+00 6156Test Number 1 succeeded 6157<<<<< Function evaluation summary: 23925 total (23925 new, 0 duplicate) 6158<<<<< Function evaluation summary: 23925 total (23925 new, 0 duplicate) 6159<<<<< Equivalent number of high fidelity evaluations: 2.7014218750e+01 6160Sample moment statistics for each response function: 6161 Mean Std Dev Skewness Kurtosis 6162 response_fn_1 3.9644754662e+01 1.0724228281e+02 2.0671703916e+00 6.6350157302e+00 6163dakota_uq_short_column_ivp_exp.in 6164Test Number 0 succeeded 6165<<<<< Function evaluation summary (ALEAT_I): 465 total (465 new, 0 duplicate) 6166mean_area: Min = 7.5000188168e+01 Max = 3.7499962366e+02 6167cdf_beta: Min = -2.1873426619e+00 Max = 1.1590040921e+01 6168Test Number 1 succeeded 6169<<<<< Function evaluation summary (ALEAT_I): 465 total (465 new, 0 duplicate) 6170mean_area: Min = 7.5000188168e+01 Max = 3.7499962366e+02 6171cdf_beta: Min = -2.1873457070e+00 Max = 1.1590048509e+01 6172Test Number 2 succeeded 6173<<<<< Function evaluation summary (ALEAT_I): 496 total (434 new, 62 duplicate) 6174mean_area: Min = 7.5000000000e+01 Max = 3.7500000000e+02 6175cdf_beta: Min = -2.1873457813e+00 Max = 1.1590066274e+01 6176Test Number 3 succeeded 6177<<<<< Function evaluation summary (ALEAT_I): 496 total (434 new, 62 duplicate) 6178mean_area: Min = 7.5000000000e+01 Max = 3.7500000000e+02 6179cdf_beta: Min = -2.1873488264e+00 Max = 1.1590073862e+01 6180Test Number 4 succeeded 6181<<<<< Function evaluation summary (ALEAT_I): 341 total (341 new, 0 duplicate) 6182mean_area: Min = 7.5000188168e+01 Max = 3.7499962366e+02 6183cdf_beta: Min = -2.1873426619e+00 Max = 1.1590040921e+01 6184Test Number 5 succeeded 6185<<<<< Function evaluation summary (ALEAT_I): 279 total (279 new, 0 duplicate) 6186mean_area: Min = 7.5000188168e+01 Max = 3.7499962366e+02 6187cdf_beta: Min = -2.1873426619e+00 Max = 1.1590040921e+01 6188Test Number 6 succeeded 6189<<<<< Function evaluation summary (ALEAT_I): 341 total (341 new, 0 duplicate) 6190mean_area: Min = 7.5000188168e+01 Max = 3.7499962366e+02 6191cdf_beta: Min = -2.1873426619e+00 Max = 1.1590040921e+01 6192Test Number 7 succeeded 6193<<<<< Function evaluation summary (ALEAT_I): 0 total (0 new, 0 duplicate) 6194mean_area: Min = 7.5000188168e+01 Max = 3.7499962366e+02 6195cdf_beta: Min = -2.1873426619e+00 Max = 1.1590040921e+01 6196dakota_uq_subspace.in 6197Test Number 0 succeeded 6198<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 6199Sample moment statistics for each response function: 6200 Mean Std Dev Skewness Kurtosis 6201 response_fn_1 3.8063871423185782e+02 1.1434025886729910e+02 3.6483514183826432e-01 3.1832131301580219e-01 620295% confidence intervals for each response function: 6203 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6204 response_fn_1 3.5795112624253039e+02 4.0332630222118524e+02 1.0039152999073924e+02 1.3282624941012273e+02 6205Simple Correlation Matrix among all inputs and outputs: 6206 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6207 ssv_1 1.00000e+00 6208 ssv_2 6.15127e-04 1.00000e+00 6209 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 6210 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 6211 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 6212response_fn_1 -9.90396e-01 -1.14651e-02 2.79622e-02 1.42515e-02 -2.51504e-03 1.00000e+00 6213Partial Correlation Matrix between input and output: 6214 response_fn_1 6215 ssv_1 -9.90715e-01 6216 ssv_2 -7.99304e-02 6217 ssv_3 1.23573e-01 6218 ssv_4 7.28033e-02 6219 ssv_5 8.74311e-02 6220Simple Rank Correlation Matrix among all inputs and outputs: 6221 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6222 ssv_1 1.00000e+00 6223 ssv_2 2.69787e-02 1.00000e+00 6224 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6225 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6226 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6227response_fn_1 -9.96784e-01 -2.97750e-02 9.40894e-03 3.70837e-03 -5.41254e-03 1.00000e+00 6228Partial Rank Correlation Matrix between input and output: 6229 response_fn_1 6230 ssv_1 -9.97120e-01 6231 ssv_2 -4.22953e-02 6232 ssv_3 3.12891e-01 6233 ssv_4 3.40517e-02 6234 ssv_5 -7.79636e-02 6235Test Number 1 succeeded 6236<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 6237Sample moment statistics for each response function: 6238 Mean Std Dev Skewness Kurtosis 6239 response_fn_1 3.8034966647732188e+02 1.1479152176743131e+02 4.1160861954125061e-01 4.5226050148625985e-01 624095% confidence intervals for each response function: 6241 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6242 response_fn_1 3.5757253813838804e+02 4.0312679481625571e+02 1.0078774190613213e+02 1.3335047035483882e+02 6243Simple Correlation Matrix among all inputs and outputs: 6244 ssv_1 ssv_2 ssv_3 response_fn_1 6245 ssv_1 1.00000e+00 6246 ssv_2 9.11538e-03 1.00000e+00 6247 ssv_3 -1.40047e-02 2.85354e-02 1.00000e+00 6248response_fn_1 -9.90141e-01 1.07861e-02 2.70445e-02 1.00000e+00 6249Partial Correlation Matrix between input and output: 6250 response_fn_1 6251 ssv_1 -9.90411e-01 6252 ssv_2 1.39418e-01 6253 ssv_3 9.09819e-02 6254Simple Rank Correlation Matrix among all inputs and outputs: 6255 ssv_1 ssv_2 ssv_3 response_fn_1 6256 ssv_1 1.00000e+00 6257 ssv_2 -2.45545e-02 1.00000e+00 6258 ssv_3 -9.02490e-03 1.23132e-02 1.00000e+00 6259response_fn_1 -9.97840e-01 1.65497e-02 2.58866e-02 1.00000e+00 6260Partial Rank Correlation Matrix between input and output: 6261 response_fn_1 6262 ssv_1 -9.98014e-01 6263 ssv_2 -1.28511e-01 6264 ssv_3 2.60374e-01 6265Test Number 2 succeeded 6266<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 6267Sample moment statistics for each response function: 6268 Mean Std Dev Skewness Kurtosis 6269 response_fn_1 3.8063871423185782e+02 1.1434025886729910e+02 3.6483514183826432e-01 3.1832131301580219e-01 627095% confidence intervals for each response function: 6271 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6272 response_fn_1 3.5795112624253039e+02 4.0332630222118524e+02 1.0039152999073924e+02 1.3282624941012273e+02 6273Simple Correlation Matrix among all inputs and outputs: 6274 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6275 ssv_1 1.00000e+00 6276 ssv_2 6.15127e-04 1.00000e+00 6277 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 6278 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 6279 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 6280response_fn_1 -9.90396e-01 -1.14651e-02 2.79622e-02 1.42515e-02 -2.51504e-03 1.00000e+00 6281Partial Correlation Matrix between input and output: 6282 response_fn_1 6283 ssv_1 -9.90715e-01 6284 ssv_2 -7.99304e-02 6285 ssv_3 1.23573e-01 6286 ssv_4 7.28033e-02 6287 ssv_5 8.74311e-02 6288Simple Rank Correlation Matrix among all inputs and outputs: 6289 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6290 ssv_1 1.00000e+00 6291 ssv_2 2.69787e-02 1.00000e+00 6292 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6293 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6294 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6295response_fn_1 -9.96784e-01 -2.97750e-02 9.40894e-03 3.70837e-03 -5.41254e-03 1.00000e+00 6296Partial Rank Correlation Matrix between input and output: 6297 response_fn_1 6298 ssv_1 -9.97120e-01 6299 ssv_2 -4.22953e-02 6300 ssv_3 3.12891e-01 6301 ssv_4 3.40517e-02 6302 ssv_5 -7.79636e-02 6303Test Number 3 succeeded 6304<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 6305Sample moment statistics for each response function: 6306 Mean Std Dev Skewness Kurtosis 6307 response_fn_1 3.8063871423185782e+02 1.1434025886729910e+02 3.6483514183826432e-01 3.1832131301580219e-01 630895% confidence intervals for each response function: 6309 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6310 response_fn_1 3.5795112624253039e+02 4.0332630222118524e+02 1.0039152999073924e+02 1.3282624941012273e+02 6311Simple Correlation Matrix among all inputs and outputs: 6312 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6313 ssv_1 1.00000e+00 6314 ssv_2 6.15127e-04 1.00000e+00 6315 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 6316 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 6317 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 6318response_fn_1 -9.90396e-01 -1.14651e-02 2.79622e-02 1.42515e-02 -2.51504e-03 1.00000e+00 6319Partial Correlation Matrix between input and output: 6320 response_fn_1 6321 ssv_1 -9.90715e-01 6322 ssv_2 -7.99304e-02 6323 ssv_3 1.23573e-01 6324 ssv_4 7.28033e-02 6325 ssv_5 8.74311e-02 6326Simple Rank Correlation Matrix among all inputs and outputs: 6327 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6328 ssv_1 1.00000e+00 6329 ssv_2 2.69787e-02 1.00000e+00 6330 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6331 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6332 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6333response_fn_1 -9.96784e-01 -2.97750e-02 9.40894e-03 3.70837e-03 -5.41254e-03 1.00000e+00 6334Partial Rank Correlation Matrix between input and output: 6335 response_fn_1 6336 ssv_1 -9.97120e-01 6337 ssv_2 -4.22953e-02 6338 ssv_3 3.12891e-01 6339 ssv_4 3.40517e-02 6340 ssv_5 -7.79636e-02 6341Test Number 4 succeeded 6342<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 6343Sample moment statistics for each response function: 6344 Mean Std Dev Skewness Kurtosis 6345 response_fn_1 3.8063871423185782e+02 1.1434025886729910e+02 3.6483514183826432e-01 3.1832131301580219e-01 634695% confidence intervals for each response function: 6347 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6348 response_fn_1 3.5795112624253039e+02 4.0332630222118524e+02 1.0039152999073924e+02 1.3282624941012273e+02 6349Simple Correlation Matrix among all inputs and outputs: 6350 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6351 ssv_1 1.00000e+00 6352 ssv_2 6.15127e-04 1.00000e+00 6353 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 6354 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 6355 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 6356response_fn_1 -9.90396e-01 -1.14651e-02 2.79622e-02 1.42515e-02 -2.51504e-03 1.00000e+00 6357Partial Correlation Matrix between input and output: 6358 response_fn_1 6359 ssv_1 -9.90715e-01 6360 ssv_2 -7.99304e-02 6361 ssv_3 1.23573e-01 6362 ssv_4 7.28033e-02 6363 ssv_5 8.74311e-02 6364Simple Rank Correlation Matrix among all inputs and outputs: 6365 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6366 ssv_1 1.00000e+00 6367 ssv_2 2.69787e-02 1.00000e+00 6368 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6369 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6370 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6371response_fn_1 -9.96784e-01 -2.97750e-02 9.40894e-03 3.70837e-03 -5.41254e-03 1.00000e+00 6372Partial Rank Correlation Matrix between input and output: 6373 response_fn_1 6374 ssv_1 -9.97120e-01 6375 ssv_2 -4.22953e-02 6376 ssv_3 3.12891e-01 6377 ssv_4 3.40517e-02 6378 ssv_5 -7.79636e-02 6379Test Number 5 succeeded 6380<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 6381Sample moment statistics for each response function: 6382 Mean Std Dev Skewness Kurtosis 6383 response_fn_1 3.5879680876012941e+02 1.2701218745604612e+02 4.9640661418020876e-01 5.0690584218944713e-02 638495% confidence intervals for each response function: 6385 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6386 response_fn_1 3.3359483521929354e+02 3.8399878230096527e+02 1.1151757003612813e+02 1.4754691528853064e+02 6387Simple Correlation Matrix among all inputs and outputs: 6388 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6389 ssv_1 1.00000e+00 6390 ssv_2 5.76745e-03 1.00000e+00 6391 ssv_3 6.79603e-03 -1.54239e-02 1.00000e+00 6392 ssv_4 1.64123e-02 1.28746e-02 1.00907e-02 1.00000e+00 6393 ssv_5 -8.96362e-03 1.21005e-03 2.86055e-02 8.50865e-03 1.00000e+00 6394response_fn_1 -9.90495e-01 -2.34609e-02 3.73308e-03 -5.68738e-03 2.42307e-02 1.00000e+00 6395Partial Correlation Matrix between input and output: 6396 response_fn_1 6397 ssv_1 -9.90867e-01 6398 ssv_2 -1.30580e-01 6399 ssv_3 7.14145e-02 6400 ssv_4 7.81864e-02 6401 ssv_5 1.10623e-01 6402Simple Rank Correlation Matrix among all inputs and outputs: 6403 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6404 ssv_1 1.00000e+00 6405 ssv_2 2.69787e-02 1.00000e+00 6406 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6407 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6408 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6409response_fn_1 -9.97528e-01 -3.38794e-02 1.47615e-03 5.28053e-04 -2.76028e-03 1.00000e+00 6410Partial Rank Correlation Matrix between input and output: 6411 response_fn_1 6412 ssv_1 -9.97703e-01 6413 ssv_2 -1.06857e-01 6414 ssv_3 2.46201e-01 6415 ssv_4 -9.95762e-03 6416 ssv_5 -4.46490e-02 6417Test Number 6 succeeded 6418<<<<< Function evaluation summary (ID_I): 200 total (200 new, 0 duplicate) 6419Sample moment statistics for each response function: 6420 Mean Std Dev Skewness Kurtosis 6421 response_fn_1 3.5879680876012941e+02 1.2701218745604612e+02 4.9640661418020876e-01 5.0690584218944713e-02 642295% confidence intervals for each response function: 6423 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6424 response_fn_1 3.3359483521929354e+02 3.8399878230096527e+02 1.1151757003612813e+02 1.4754691528853064e+02 6425Simple Correlation Matrix among all inputs and outputs: 6426 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6427 ssv_1 1.00000e+00 6428 ssv_2 5.76745e-03 1.00000e+00 6429 ssv_3 6.79603e-03 -1.54239e-02 1.00000e+00 6430 ssv_4 1.64123e-02 1.28746e-02 1.00907e-02 1.00000e+00 6431 ssv_5 -8.96362e-03 1.21005e-03 2.86055e-02 8.50865e-03 1.00000e+00 6432response_fn_1 -9.90495e-01 -2.34609e-02 3.73308e-03 -5.68738e-03 2.42307e-02 1.00000e+00 6433Partial Correlation Matrix between input and output: 6434 response_fn_1 6435 ssv_1 -9.90867e-01 6436 ssv_2 -1.30580e-01 6437 ssv_3 7.14145e-02 6438 ssv_4 7.81864e-02 6439 ssv_5 1.10623e-01 6440Simple Rank Correlation Matrix among all inputs and outputs: 6441 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6442 ssv_1 1.00000e+00 6443 ssv_2 2.69787e-02 1.00000e+00 6444 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6445 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6446 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6447response_fn_1 -9.97528e-01 -3.38794e-02 1.47615e-03 5.28053e-04 -2.76028e-03 1.00000e+00 6448Partial Rank Correlation Matrix between input and output: 6449 response_fn_1 6450 ssv_1 -9.97703e-01 6451 ssv_2 -1.06857e-01 6452 ssv_3 2.46201e-01 6453 ssv_4 -9.95762e-03 6454 ssv_5 -4.46490e-02 6455Sample moment statistics for each response function: 6456 Mean Std Dev Skewness Kurtosis 6457 response_fn_1 3.5891546169530136e+02 1.2768304370321526e+02 5.3200093954055949e-01 2.3995720554189706e-01 645895% confidence intervals for each response function: 6459 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6460 response_fn_1 3.4111154435780713e+02 3.7671937903279559e+02 1.1627614540447004e+02 1.4159090922287720e+02 6461Simple Correlation Matrix among all inputs and outputs: 6462 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6463 ssv_1 1.00000e+00 6464 ssv_2 -6.48720e-03 1.00000e+00 6465 ssv_3 -2.82778e-03 -1.25023e-02 1.00000e+00 6466 ssv_4 3.16439e-03 1.73913e-03 -1.21396e-02 1.00000e+00 6467 ssv_5 -4.81269e-03 8.51426e-04 8.41570e-03 3.19181e-03 1.00000e+00 6468response_fn_1 -9.89703e-01 -9.40959e-03 1.16434e-02 -1.03011e-02 4.55019e-03 1.00000e+00 6469Partial Correlation Matrix between input and output: 6470 response_fn_1 6471 ssv_1 -9.89889e-01 6472 ssv_2 -1.10095e-01 6473 ssv_3 6.02705e-02 6474 ssv_4 -4.95543e-02 6475 ssv_5 -1.75891e-03 6476Simple Rank Correlation Matrix among all inputs and outputs: 6477 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6478 ssv_1 1.00000e+00 6479 ssv_2 -6.02265e-03 1.00000e+00 6480 ssv_3 2.77972e-02 5.56964e-03 1.00000e+00 6481 ssv_4 1.19688e-02 -2.01830e-02 -2.87032e-02 1.00000e+00 6482 ssv_5 -1.13808e-02 4.56581e-02 -1.70164e-02 7.69969e-03 1.00000e+00 6483response_fn_1 -9.96860e-01 -3.26858e-03 -9.77724e-03 -1.73809e-02 -1.42354e-03 1.00000e+00 6484Partial Rank Correlation Matrix between input and output: 6485 response_fn_1 6486 ssv_1 -9.97150e-01 6487 ssv_2 -1.17379e-01 6488 ssv_3 2.27652e-01 6489 ssv_4 -6.64025e-02 6490 ssv_5 -1.57295e-01 6491Test Number 7 succeeded 6492<<<<< Function evaluation summary (ID_I): 400 total (400 new, 0 duplicate) 6493Sample moment statistics for each response function: 6494 Mean Std Dev Skewness Kurtosis 6495 response_fn_1 3.5879680876012941e+02 1.2701218745604612e+02 4.9640661418020876e-01 5.0690584218944713e-02 649695% confidence intervals for each response function: 6497 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6498 response_fn_1 3.3359483521929354e+02 3.8399878230096527e+02 1.1151757003612813e+02 1.4754691528853064e+02 6499Simple Correlation Matrix among all inputs and outputs: 6500 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6501 ssv_1 1.00000e+00 6502 ssv_2 5.76745e-03 1.00000e+00 6503 ssv_3 6.79603e-03 -1.54239e-02 1.00000e+00 6504 ssv_4 1.64123e-02 1.28746e-02 1.00907e-02 1.00000e+00 6505 ssv_5 -8.96362e-03 1.21005e-03 2.86055e-02 8.50865e-03 1.00000e+00 6506response_fn_1 -9.90495e-01 -2.34609e-02 3.73308e-03 -5.68738e-03 2.42307e-02 1.00000e+00 6507Partial Correlation Matrix between input and output: 6508 response_fn_1 6509 ssv_1 -9.90867e-01 6510 ssv_2 -1.30580e-01 6511 ssv_3 7.14145e-02 6512 ssv_4 7.81864e-02 6513 ssv_5 1.10623e-01 6514Simple Rank Correlation Matrix among all inputs and outputs: 6515 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6516 ssv_1 1.00000e+00 6517 ssv_2 2.69787e-02 1.00000e+00 6518 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6519 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6520 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6521response_fn_1 -9.97528e-01 -3.38794e-02 1.47615e-03 5.28053e-04 -2.76028e-03 1.00000e+00 6522Partial Rank Correlation Matrix between input and output: 6523 response_fn_1 6524 ssv_1 -9.97703e-01 6525 ssv_2 -1.06857e-01 6526 ssv_3 2.46201e-01 6527 ssv_4 -9.95762e-03 6528 ssv_5 -4.46490e-02 6529Sample moment statistics for each response function: 6530 Mean Std Dev Skewness Kurtosis 6531 response_fn_1 3.5891546169530136e+02 1.2768304370321526e+02 5.3200093954055949e-01 2.3995720554189706e-01 653295% confidence intervals for each response function: 6533 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6534 response_fn_1 3.4111154435780713e+02 3.7671937903279559e+02 1.1627614540447004e+02 1.4159090922287720e+02 6535Simple Correlation Matrix among all inputs and outputs: 6536 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6537 ssv_1 1.00000e+00 6538 ssv_2 -6.48720e-03 1.00000e+00 6539 ssv_3 -2.82778e-03 -1.25023e-02 1.00000e+00 6540 ssv_4 3.16439e-03 1.73913e-03 -1.21396e-02 1.00000e+00 6541 ssv_5 -4.81269e-03 8.51426e-04 8.41570e-03 3.19181e-03 1.00000e+00 6542response_fn_1 -9.89703e-01 -9.40959e-03 1.16434e-02 -1.03011e-02 4.55019e-03 1.00000e+00 6543Partial Correlation Matrix between input and output: 6544 response_fn_1 6545 ssv_1 -9.89889e-01 6546 ssv_2 -1.10095e-01 6547 ssv_3 6.02705e-02 6548 ssv_4 -4.95543e-02 6549 ssv_5 -1.75891e-03 6550Simple Rank Correlation Matrix among all inputs and outputs: 6551 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6552 ssv_1 1.00000e+00 6553 ssv_2 -6.02265e-03 1.00000e+00 6554 ssv_3 2.77972e-02 5.56964e-03 1.00000e+00 6555 ssv_4 1.19688e-02 -2.01830e-02 -2.87032e-02 1.00000e+00 6556 ssv_5 -1.13808e-02 4.56581e-02 -1.70164e-02 7.69969e-03 1.00000e+00 6557response_fn_1 -9.96860e-01 -3.26858e-03 -9.77724e-03 -1.73809e-02 -1.42354e-03 1.00000e+00 6558Partial Rank Correlation Matrix between input and output: 6559 response_fn_1 6560 ssv_1 -9.97150e-01 6561 ssv_2 -1.17379e-01 6562 ssv_3 2.27652e-01 6563 ssv_4 -6.64025e-02 6564 ssv_5 -1.57295e-01 6565Sample moment statistics for each response function: 6566 Mean Std Dev Skewness Kurtosis 6567 response_fn_1 3.5873611745251043e+02 1.2794332024054098e+02 5.4402103736047358e-01 3.3516887646659016e-01 656895% confidence intervals for each response function: 6569 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6570 response_fn_1 3.4615975417292913e+02 3.7131248073209173e+02 1.1964904490471937e+02 1.3748265306443011e+02 6571Simple Correlation Matrix among all inputs and outputs: 6572 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6573 ssv_1 1.00000e+00 6574 ssv_2 -3.12549e-03 1.00000e+00 6575 ssv_3 -3.90743e-03 -1.51832e-03 1.00000e+00 6576 ssv_4 2.45305e-03 9.09153e-05 -1.18305e-02 1.00000e+00 6577 ssv_5 -4.80633e-03 1.57156e-03 4.04635e-03 -5.01565e-04 1.00000e+00 6578response_fn_1 -9.89534e-01 -1.84827e-02 2.14675e-05 -5.30060e-03 2.48606e-03 1.00000e+00 6579Partial Correlation Matrix between input and output: 6580 response_fn_1 6581 ssv_1 -9.89780e-01 6582 ssv_2 -1.49636e-01 6583 ssv_3 -2.73666e-02 6584 ssv_4 -2.04625e-02 6585 ssv_5 -1.55832e-02 6586Simple Rank Correlation Matrix among all inputs and outputs: 6587 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6588 ssv_1 1.00000e+00 6589 ssv_2 -2.03801e-02 1.00000e+00 6590 ssv_3 2.23953e-02 -1.51840e-02 1.00000e+00 6591 ssv_4 9.71950e-03 -5.60329e-03 -1.27148e-02 1.00000e+00 6592 ssv_5 3.41196e-03 2.30835e-02 -5.88960e-03 3.86571e-03 1.00000e+00 6593response_fn_1 -9.97457e-01 1.18469e-02 -1.51812e-02 -7.34480e-03 -9.18437e-03 1.00000e+00 6594Partial Rank Correlation Matrix between input and output: 6595 response_fn_1 6596 ssv_1 -9.97535e-01 6597 ssv_2 -1.16585e-01 6598 ssv_3 9.97751e-02 6599 ssv_4 3.44436e-02 6600 ssv_5 -7.89558e-02 6601Test Number 8 succeeded 6602<<<<< Function evaluation summary (ID_I): 200 total (200 new, 0 duplicate) 6603Sample moment statistics for each response function: 6604 Mean Std Dev Skewness Kurtosis 6605 response_fn_1 3.8063871423185782e+02 1.1434025886729910e+02 3.6483514183826432e-01 3.1832131301580219e-01 660695% confidence intervals for each response function: 6607 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6608 response_fn_1 3.5795112624253039e+02 4.0332630222118524e+02 1.0039152999073924e+02 1.3282624941012273e+02 6609Simple Correlation Matrix among all inputs and outputs: 6610 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6611 ssv_1 1.00000e+00 6612 ssv_2 6.15127e-04 1.00000e+00 6613 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 6614 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 6615 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 6616response_fn_1 -9.90396e-01 -1.14651e-02 2.79622e-02 1.42515e-02 -2.51504e-03 1.00000e+00 6617Partial Correlation Matrix between input and output: 6618 response_fn_1 6619 ssv_1 -9.90715e-01 6620 ssv_2 -7.99304e-02 6621 ssv_3 1.23573e-01 6622 ssv_4 7.28033e-02 6623 ssv_5 8.74311e-02 6624Simple Rank Correlation Matrix among all inputs and outputs: 6625 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6626 ssv_1 1.00000e+00 6627 ssv_2 2.69787e-02 1.00000e+00 6628 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6629 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6630 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6631response_fn_1 -9.96784e-01 -2.97750e-02 9.40894e-03 3.70837e-03 -5.41254e-03 1.00000e+00 6632Partial Rank Correlation Matrix between input and output: 6633 response_fn_1 6634 ssv_1 -9.97120e-01 6635 ssv_2 -4.22953e-02 6636 ssv_3 3.12891e-01 6637 ssv_4 3.40517e-02 6638 ssv_5 -7.79636e-02 6639Sample moment statistics for each response function: 6640 Mean Std Dev Skewness Kurtosis 6641 response_fn_1 3.6722801787088355e+02 1.0903532101791194e+02 3.2321784044935387e-01 1.2563416314148723e-01 664295% confidence intervals for each response function: 6643 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6644 response_fn_1 3.5202430885857115e+02 3.8243172688319595e+02 9.9294365744999396e+01 1.2091198480684152e+02 6645Simple Correlation Matrix among all inputs and outputs: 6646 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6647 ssv_1 1.00000e+00 6648 ssv_2 -1.80088e-03 1.00000e+00 6649 ssv_3 -4.02944e-03 -1.06401e-02 1.00000e+00 6650 ssv_4 -5.95968e-03 1.03840e-02 -5.29748e-03 1.00000e+00 6651 ssv_5 1.31723e-02 1.00507e-02 6.01264e-03 1.43209e-02 1.00000e+00 6652response_fn_1 -9.91314e-01 -1.18777e-02 2.19180e-02 -6.82160e-04 -1.19616e-02 1.00000e+00 6653Partial Correlation Matrix between input and output: 6654 response_fn_1 6655 ssv_1 -9.91582e-01 6656 ssv_2 -1.03116e-01 6657 ssv_3 1.35775e-01 6658 ssv_4 -4.91784e-02 6659 ssv_5 9.39084e-03 6660Simple Rank Correlation Matrix among all inputs and outputs: 6661 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6662 ssv_1 1.00000e+00 6663 ssv_2 5.01613e-03 1.00000e+00 6664 ssv_3 1.55134e-02 1.09968e-02 1.00000e+00 6665 ssv_4 1.62034e-02 -1.18323e-02 -2.03075e-02 1.00000e+00 6666 ssv_5 -7.44919e-03 5.66174e-02 -2.12015e-02 9.53874e-03 1.00000e+00 6667response_fn_1 -9.96469e-01 -1.19163e-02 5.29213e-03 -1.70284e-02 -5.70914e-03 1.00000e+00 6668Partial Rank Correlation Matrix between input and output: 6669 response_fn_1 6670 ssv_1 -9.96785e-01 6671 ssv_2 -8.01092e-02 6672 ssv_3 2.48443e-01 6673 ssv_4 -5.20889e-03 6674 ssv_5 -1.51851e-01 6675Test Number 9 succeeded 6676<<<<< Function evaluation summary (ID_I): 400 total (400 new, 0 duplicate) 6677Sample moment statistics for each response function: 6678 Mean Std Dev Skewness Kurtosis 6679 response_fn_1 3.8063871423185782e+02 1.1434025886729910e+02 3.6483514183826432e-01 3.1832131301580219e-01 668095% confidence intervals for each response function: 6681 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6682 response_fn_1 3.5795112624253039e+02 4.0332630222118524e+02 1.0039152999073924e+02 1.3282624941012273e+02 6683Simple Correlation Matrix among all inputs and outputs: 6684 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6685 ssv_1 1.00000e+00 6686 ssv_2 6.15127e-04 1.00000e+00 6687 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 6688 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 6689 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 6690response_fn_1 -9.90396e-01 -1.14651e-02 2.79622e-02 1.42515e-02 -2.51504e-03 1.00000e+00 6691Partial Correlation Matrix between input and output: 6692 response_fn_1 6693 ssv_1 -9.90715e-01 6694 ssv_2 -7.99304e-02 6695 ssv_3 1.23573e-01 6696 ssv_4 7.28033e-02 6697 ssv_5 8.74311e-02 6698Simple Rank Correlation Matrix among all inputs and outputs: 6699 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6700 ssv_1 1.00000e+00 6701 ssv_2 2.69787e-02 1.00000e+00 6702 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 6703 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 6704 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 6705response_fn_1 -9.96784e-01 -2.97750e-02 9.40894e-03 3.70837e-03 -5.41254e-03 1.00000e+00 6706Partial Rank Correlation Matrix between input and output: 6707 response_fn_1 6708 ssv_1 -9.97120e-01 6709 ssv_2 -4.22953e-02 6710 ssv_3 3.12891e-01 6711 ssv_4 3.40517e-02 6712 ssv_5 -7.79636e-02 6713Sample moment statistics for each response function: 6714 Mean Std Dev Skewness Kurtosis 6715 response_fn_1 3.6722801787088355e+02 1.0903532101791194e+02 3.2321784044935387e-01 1.2563416314148723e-01 671695% confidence intervals for each response function: 6717 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6718 response_fn_1 3.5202430885857115e+02 3.8243172688319595e+02 9.9294365744999396e+01 1.2091198480684152e+02 6719Simple Correlation Matrix among all inputs and outputs: 6720 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6721 ssv_1 1.00000e+00 6722 ssv_2 -1.80088e-03 1.00000e+00 6723 ssv_3 -4.02944e-03 -1.06401e-02 1.00000e+00 6724 ssv_4 -5.95968e-03 1.03840e-02 -5.29748e-03 1.00000e+00 6725 ssv_5 1.31723e-02 1.00507e-02 6.01264e-03 1.43209e-02 1.00000e+00 6726response_fn_1 -9.91314e-01 -1.18777e-02 2.19180e-02 -6.82160e-04 -1.19616e-02 1.00000e+00 6727Partial Correlation Matrix between input and output: 6728 response_fn_1 6729 ssv_1 -9.91582e-01 6730 ssv_2 -1.03116e-01 6731 ssv_3 1.35775e-01 6732 ssv_4 -4.91784e-02 6733 ssv_5 9.39084e-03 6734Simple Rank Correlation Matrix among all inputs and outputs: 6735 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6736 ssv_1 1.00000e+00 6737 ssv_2 5.01613e-03 1.00000e+00 6738 ssv_3 1.55134e-02 1.09968e-02 1.00000e+00 6739 ssv_4 1.62034e-02 -1.18323e-02 -2.03075e-02 1.00000e+00 6740 ssv_5 -7.44919e-03 5.66174e-02 -2.12015e-02 9.53874e-03 1.00000e+00 6741response_fn_1 -9.96469e-01 -1.19163e-02 5.29213e-03 -1.70284e-02 -5.70914e-03 1.00000e+00 6742Partial Rank Correlation Matrix between input and output: 6743 response_fn_1 6744 ssv_1 -9.96785e-01 6745 ssv_2 -8.01092e-02 6746 ssv_3 2.48443e-01 6747 ssv_4 -5.20889e-03 6748 ssv_5 -1.51851e-01 6749Sample moment statistics for each response function: 6750 Mean Std Dev Skewness Kurtosis 6751 response_fn_1 3.6820280549673379e+02 1.2001612988184030e+02 4.8412526449909721e-01 4.0118783683608750e-01 675295% confidence intervals for each response function: 6753 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 6754 response_fn_1 3.5640565621245901e+02 3.7999995478100857e+02 1.1223575632182785e+02 1.2896441889783230e+02 6755Simple Correlation Matrix among all inputs and outputs: 6756 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6757 ssv_1 1.00000e+00 6758 ssv_2 -6.39808e-03 1.00000e+00 6759 ssv_3 2.91882e-03 -2.10879e-02 1.00000e+00 6760 ssv_4 -2.91210e-03 1.27915e-02 -3.59604e-03 1.00000e+00 6761 ssv_5 7.28117e-03 4.12292e-03 2.73038e-03 1.98744e-02 1.00000e+00 6762response_fn_1 -9.89285e-01 1.46030e-04 -9.61207e-03 8.47991e-03 -9.60468e-03 1.00000e+00 6763Partial Correlation Matrix between input and output: 6764 response_fn_1 6765 ssv_1 -9.89344e-01 6766 ssv_2 -4.38401e-02 6767 ssv_3 -4.68689e-02 6768 ssv_4 3.91503e-02 6769 ssv_5 -1.69609e-02 6770Simple Rank Correlation Matrix among all inputs and outputs: 6771 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 6772 ssv_1 1.00000e+00 6773 ssv_2 -1.60306e-02 1.00000e+00 6774 ssv_3 -3.04464e-03 3.52892e-02 1.00000e+00 6775 ssv_4 7.85386e-03 1.34495e-03 -3.89440e-04 1.00000e+00 6776 ssv_5 7.74042e-03 2.70694e-02 2.33064e-04 7.53567e-03 1.00000e+00 6777response_fn_1 -9.96415e-01 1.09133e-02 9.35387e-03 -5.11747e-03 -1.32065e-02 1.00000e+00 6778Partial Rank Correlation Matrix between input and output: 6779 response_fn_1 6780 ssv_1 -9.96466e-01 6781 ssv_2 -6.11178e-02 6782 ssv_3 7.71658e-02 6783 ssv_4 3.28271e-02 6784 ssv_5 -6.38602e-02 6785Test Number 10 succeeded 6786<<<<< Function evaluation summary (ID_I): 331 total (331 new, 0 duplicate) 6787Coefficients of Polynomial Chaos Expansion for response_fn_1: 6788 3.8430654692569213e+01 He0 He0 He0 He0 He0 6789 -2.1344538903012733e+01 He1 He0 He0 He0 He0 6790 8.2025042469468463e+00 He0 He1 He0 He0 He0 6791 -6.1380354283831395e-01 He0 He0 He1 He0 He0 6792 -2.4099287609062317e-01 He0 He0 He0 He1 He0 6793 4.7728923608866596e-02 He0 He0 He0 He0 He1 6794 1.1333350391284291e+01 He2 He0 He0 He0 He0 6795 4.3010985985604027e+00 He1 He1 He0 He0 He0 6796 6.0618467243584666e+00 He0 He2 He0 He0 He0 6797 -5.8625821872490402e-01 He1 He0 He1 He0 He0 6798 7.5281319192873053e-01 He0 He1 He1 He0 He0 6799 2.2191343031886142e+00 He0 He0 He2 He0 He0 6800 -3.1236550592825874e-01 He1 He0 He0 He1 He0 6801 3.1118124865875829e-01 He0 He1 He0 He1 He0 6802 -1.2398697232638183e-01 He0 He0 He1 He1 He0 6803 2.3953076331432782e-01 He0 He0 He0 He2 He0 6804 2.6730910151184777e-02 He1 He0 He0 He0 He1 6805 -3.5486579758957748e-02 He0 He1 He0 He0 He1 6806 1.9438554032445123e-02 He0 He0 He1 He0 He1 6807 4.7643917903177326e-02 He0 He0 He0 He1 He1 6808 8.8537817854313902e-02 He0 He0 He0 He0 He2 6809Moment statistics for each response function: 6810 Mean Std Dev Skewness Kurtosis 6811 response_fn_1 3.8430654692569213e+01 2.9720245268656210e+01 6812Test Number 11 succeeded 6813<<<<< Function evaluation summary (ID_I): 501 total (501 new, 0 duplicate) 6814Coefficients of Polynomial Chaos Expansion for response_fn_1: 6815 3.8430654692569071e+01 He0 He0 He0 He0 He0 6816 -2.1344538903012698e+01 He1 He0 He0 He0 He0 6817 1.1333350391284265e+01 He2 He0 He0 He0 He0 6818 8.2025042469468250e+00 He0 He1 He0 He0 He0 6819 6.0618467243584231e+00 He0 He2 He0 He0 He0 6820 -6.1380354283833227e-01 He0 He0 He1 He0 He0 6821 2.2191343031885995e+00 He0 He0 He2 He0 He0 6822 -2.4099287609062919e-01 He0 He0 He0 He1 He0 6823 2.3953076331430620e-01 He0 He0 He0 He2 He0 6824 4.7728923608861828e-02 He0 He0 He0 He0 He1 6825 8.8537817854306991e-02 He0 He0 He0 He0 He2 6826 7.1701903673707106e-17 He3 He0 He0 He0 He0 6827 1.9290125052862095e-15 He4 He0 He0 He0 He0 6828 -6.0322117671300175e-16 He5 He0 He0 He0 He0 6829 1.6036554800141142e-16 He6 He0 He0 He0 He0 6830 8.8112938462314314e-19 He7 He0 He0 He0 He0 6831 4.3010985985603876e+00 He1 He1 He0 He0 He0 6832 1.5092094240998222e-15 He2 He1 He0 He0 He0 6833 -5.0289633568567638e-15 He1 He2 He0 He0 He0 6834 5.8113236445223038e-15 He2 He2 He0 He0 He0 6835 -1.7948605564773365e-15 He0 He3 He0 He0 He0 6836 1.1518563880485991e-15 He0 He4 He0 He0 He0 6837 4.8109664400423457e-16 He0 He5 He0 He0 He0 6838 1.7455173109384413e-16 He0 He6 He0 He0 He0 6839 1.4098070153970192e-18 He0 He7 He0 He0 He0 6840 -5.8625821872491435e-01 He1 He0 He1 He0 He0 6841 4.3819115003174147e-15 He2 He0 He1 He0 He0 6842 -6.9874661612345790e-15 He1 He0 He2 He0 He0 6843 7.7429382350224785e-15 He2 He0 He2 He0 He0 6844 7.5281319192872309e-01 He0 He1 He1 He0 He0 6845 5.0801376993980796e-15 He0 He2 He1 He0 He0 6846 1.4033912920652369e-15 He0 He1 He2 He0 He0 6847 5.0220244629528565e-15 He0 He2 He2 He0 He0 6848 4.4871513911933404e-16 He0 He0 He3 He0 He0 6849 -9.2518585385429876e-18 He0 He0 He4 He0 He0 6850 2.5581388859071325e-16 He0 He0 He5 He0 He0 6851 1.1780699872411386e-16 He0 He0 He6 He0 He0 6852 -4.3615904538845422e-17 He0 He0 He7 He0 He0 6853 -3.1236550592825008e-01 He1 He0 He0 He1 He0 6854 -2.6753772808252307e-15 He2 He0 He0 He1 He0 6855 -3.7153440046733266e-15 He1 He0 He0 He2 He0 6856 2.5973147244062744e-15 He2 He0 He0 He2 He0 6857 3.1118124865876162e-01 He0 He1 He0 He1 He0 6858 1.2364241575024693e-15 He0 He2 He0 He1 He0 6859 1.5942108744226857e-15 He0 He1 He0 He2 He0 6860 1.7000290064572710e-15 He0 He2 He0 He2 He0 6861 -1.2398697232638725e-01 He0 He0 He1 He1 He0 6862 -1.5217861693006540e-15 He0 He0 He2 He1 He0 6863 6.3477868794681314e-15 He0 He0 He1 He2 He0 6864 1.1605300054284839e-15 He0 He0 He2 He2 He0 6865 -4.8687905559082379e-16 He0 He0 He0 He3 He0 6866 -2.0238440553062832e-17 He0 He0 He0 He4 He0 6867 -1.6653345369377348e-16 He0 He0 He0 He5 He0 6868 1.5504572934174932e-16 He0 He0 He0 He6 He0 6869 1.1212371419329458e-17 He0 He0 He0 He7 He0 6870 2.6730910151177737e-02 He1 He0 He0 He0 He1 6871 3.8779743305461523e-15 He2 He0 He0 He0 He1 6872 -5.9934696094998685e-15 He1 He0 He0 He0 He2 6873 4.9482987152238422e-15 He2 He0 He0 He0 He2 6874 -3.5486579758957568e-02 He0 He1 He0 He0 He1 6875 2.2946054778483216e-15 He0 He2 He0 He0 He1 6876 8.5695339713254270e-16 He0 He1 He0 He0 He2 6877 3.1268390654481948e-15 He0 He2 He0 He0 He2 6878 1.9438554032447250e-02 He0 He0 He1 He0 He1 6879 3.4221757372332462e-15 He0 He0 He2 He0 He1 6880 7.4176775832768271e-15 He0 He0 He1 He0 He2 6881 1.5243882545146192e-15 He0 He0 He2 He0 He2 6882 4.7643917903181864e-02 He0 He0 He0 He1 He1 6883 4.4215932998303842e-15 He0 He0 He0 He2 He1 6884 -6.8955258170078082e-17 He0 He0 He0 He1 He2 6885 1.3491811834409617e-15 He0 He0 He0 He2 He2 6886 1.4398204850607499e-15 He0 He0 He0 He0 He3 6887 -1.6104016268651366e-16 He0 He0 He0 He0 He4 6888 1.3299546649155517e-16 He0 He0 He0 He0 He5 6889 1.1904057986258625e-16 He0 He0 He0 He0 He6 6890 -2.0420173488641261e-17 He0 He0 He0 He0 He7 6891 1.2767564783189300e-15 He3 He1 He0 He0 He0 6892 1.3877787807814457e-16 He4 He1 He0 He0 He0 6893 -2.7015426932545474e-16 He5 He1 He0 He0 He0 6894 -9.8686491077791696e-18 He6 He1 He0 He0 He0 6895 6.4851122708263116e-17 He7 He1 He0 He0 He0 6896 -6.4763009769800802e-17 He3 He2 He0 He0 He0 6897 1.1102230246251565e-16 He4 He2 He0 He0 He0 6898 1.1657341758564144e-16 He5 He2 He0 He0 He0 6899 -3.7007434154171883e-17 He6 He2 He0 He0 He0 6900 4.5818728000403285e-18 He7 He2 He0 He0 He0 6901 3.6082248300317588e-16 He1 He3 He0 He0 He0 6902 -3.2844097811827549e-16 He2 He3 He0 He0 He0 6903 4.6259292692714858e-17 He1 He4 He0 He0 He0 6904 2.7755575615628914e-16 He2 He4 He0 He0 He0 6905 -6.6613381477509390e-17 He1 He5 He0 He0 He0 6906 1.1472304587793285e-16 He2 He5 He0 He0 He0 6907 -1.0978872132404326e-16 He1 He6 He0 He0 He0 6908 3.2073109600282297e-17 He2 He6 He0 He0 He0 6909 3.0310850831036017e-17 He1 He7 He0 He0 He0 6910 -2.6081429784844947e-17 He2 He7 He0 He0 He0 6911 -2.4054832200211723e-16 He3 He0 He1 He0 He0 6912 1.9428902930940239e-16 He4 He0 He1 He0 He0 6913 -1.5543122344752191e-16 He5 He0 He1 He0 He0 6914 -2.8372366184865109e-17 He6 He0 He1 He0 He0 6915 3.5950078892624118e-17 He7 He0 He1 He0 He0 6916 -3.6313544763781163e-16 He3 He0 He2 He0 He0 6917 8.5579691481522487e-17 He4 He0 He2 He0 He0 6918 1.0547118733938987e-16 He5 He0 He2 He0 He0 6919 -4.3175339846533866e-18 He6 He0 He2 He0 He0 6920 -1.0397326738553053e-17 He7 He0 He2 He0 He0 6921 -1.5543122344752192e-15 He1 He1 He1 He0 He0 6922 -1.6653345369377348e-15 He2 He1 He1 He0 He0 6923 -1.2212453270876722e-15 He1 He2 He1 He0 He0 6924 1.7763568394002505e-15 He2 He2 He1 He0 He0 6925 -9.9920072216264089e-16 He1 He1 He2 He0 He0 6926 5.5511151231257827e-16 He2 He1 He2 He0 He0 6927 4.4408920985006262e-16 He1 He2 He2 He0 He0 6928 -2.7755575615628914e-16 He2 He2 He2 He0 He0 6929 9.3443771239284002e-16 He0 He3 He1 He0 He0 6930 6.8463753185217990e-16 He0 He4 He1 He0 He0 6931 -2.4794980883295163e-16 He0 He5 He1 He0 He0 6932 -7.8949192862233357e-17 He0 He6 He1 He0 He0 6933 4.0531951692664443e-17 He0 He7 He1 He0 He0 6934 6.8001160258290838e-16 He0 He3 He2 He0 He0 6935 9.2518585385429707e-18 He0 He4 He2 He0 He0 6936 -7.5865240016052365e-17 He0 He5 He2 He0 He0 6937 1.7270135938613546e-17 He0 He6 He2 He0 He0 6938 -5.2867763077388411e-19 He0 He7 He2 He0 He0 6939 -7.9797279894933126e-16 He1 He0 He3 He0 He0 6940 -8.4423209164204608e-17 He2 He0 He3 He0 He0 6941 -1.7809827686695220e-16 He1 He0 He4 He0 He0 6942 1.3068250185691946e-16 He2 He0 He4 He0 He0 6943 7.5865240016052365e-17 He1 He0 He5 He0 He0 6944 -2.7755575615628914e-17 He2 He0 He5 He0 He0 6945 -1.9737298215558339e-17 He1 He0 He6 He0 He0 6946 6.4763009769800799e-18 He2 He0 He6 He0 He0 6947 -3.4364046000302466e-18 He1 He0 He7 He0 He0 6948 -8.3707291539198306e-18 He2 He0 He7 He0 He0 6949 -5.7824115865893567e-16 He0 He1 He3 He0 He0 6950 -5.4354668913939952e-16 He0 He2 He3 He0 He0 6951 6.9388939039072284e-17 He0 He1 He4 He0 He0 6952 -1.8735013540549517e-16 He0 He2 He4 He0 He0 6953 5.5511151231257830e-18 He0 He1 He5 He0 He0 6954 2.3129646346357430e-16 He0 He2 He5 He0 He0 6955 0.0000000000000000e+00 He0 He1 He6 He0 He0 6956 6.7846962615981786e-18 He0 He2 He6 He0 He0 6957 1.8856168830935199e-17 He0 He1 He7 He0 He0 6958 -3.9122144677267424e-17 He0 He2 He7 He0 He0 6959 6.9388939039072284e-16 He3 He0 He0 He1 He0 6960 -2.7755575615628914e-17 He4 He0 He0 He1 He0 6961 1.8503717077085941e-17 He5 He0 He0 He1 He0 6962 -1.2335811384723962e-18 He6 He0 He0 He1 He0 6963 -9.5161973539299133e-18 He7 He0 He0 He1 He0 6964 -8.6504877335376784e-16 He3 He0 He0 He2 He0 6965 1.4340380734741606e-16 He4 He0 He0 He2 He0 6966 1.9428902930940239e-16 He5 He0 He0 He2 He0 6967 -3.3923481307990897e-17 He6 He0 He0 He2 He0 6968 -1.7975039446312059e-17 He7 He0 He0 He2 He0 6969 6.6613381477509392e-16 He1 He1 He0 He1 He0 6970 -8.8817841970012523e-16 He2 He1 He0 He1 He0 6971 1.5543122344752192e-15 He1 He2 He0 He1 He0 6972 -8.8817841970012523e-16 He2 He2 He0 He1 He0 6973 -3.3306690738754696e-16 He1 He1 He0 He2 He0 6974 1.1657341758564144e-15 He2 He1 He0 He2 He0 6975 -5.5511151231257827e-17 He1 He2 He0 He2 He0 6976 8.3266726846886741e-16 He2 He2 He0 He2 He0 6977 4.5334106838860555e-16 He0 He3 He0 He1 He0 6978 -6.9388939039072284e-17 He0 He4 He0 He1 He0 6979 -9.9920072216264091e-17 He0 He5 He0 He1 He0 6980 -6.1679056923619804e-18 He0 He6 He0 He1 He0 6981 1.1983359630874706e-17 He0 He7 He0 He1 He0 6982 2.7755575615628914e-17 He0 He3 He0 He2 He0 6983 3.4694469519536142e-16 He0 He4 He0 He2 He0 6984 5.3660779523549233e-17 He0 He5 He0 He2 He0 6985 -3.9474596431116678e-17 He0 He6 He0 He2 He0 6986 -2.5376526277146434e-17 He0 He7 He0 He2 He0 6987 1.3322676295501878e-15 He1 He0 He1 He1 He0 6988 -8.3266726846886741e-16 He2 He0 He1 He1 He0 6989 1.0547118733938987e-15 He1 He0 He2 He1 He0 6990 4.4408920985006262e-16 He2 He0 He2 He1 He0 6991 -6.6613381477509392e-16 He1 He0 He1 He2 He0 6992 1.2212453270876722e-15 He2 He0 He1 He2 He0 6993 -7.2164496600635175e-16 He1 He0 He2 He2 He0 6994 9.9920072216264089e-16 He2 He0 He2 He2 He0 6995 4.4408920985006262e-16 He0 He1 He1 He1 He0 6996 -6.6613381477509392e-16 He0 He2 He1 He1 He0 6997 -6.6613381477509392e-16 He0 He1 He2 He1 He0 6998 4.4408920985006262e-16 He0 He2 He2 He1 He0 6999 -1.2212453270876722e-15 He0 He1 He1 He2 He0 7000 1.9428902930940239e-15 He0 He2 He1 He2 He0 7001 1.1657341758564144e-15 He0 He1 He2 He2 He0 7002 3.3306690738754696e-16 He0 He2 He2 He2 He0 7003 2.4054832200211723e-16 He0 He0 He3 He1 He0 7004 1.8503717077085943e-16 He0 He0 He4 He1 He0 7005 -6.3837823915946496e-17 He0 He0 He5 He1 He0 7006 -1.8503717077085942e-18 He0 He0 He6 He1 He0 7007 9.5161973539299133e-18 He0 He0 He7 He1 He0 7008 -8.2688485688227808e-16 He0 He0 He3 He2 He0 7009 1.3877787807814457e-17 He0 He0 He4 He2 He0 7010 1.8503717077085943e-16 He0 He0 He5 He2 He0 7011 -1.5419764230904951e-18 He0 He0 He6 He2 He0 7012 -2.4319171015598667e-17 He0 He0 He7 He2 He0 7013 -5.3429483060085659e-16 He1 He0 He0 He3 He0 7014 3.1745439610375570e-16 He2 He0 He0 He3 He0 7015 2.1799691681441877e-16 He1 He0 He0 He4 He0 7016 -1.5439038936193583e-16 He2 He0 He0 He4 He0 7017 3.2612801348363973e-16 He1 He0 He0 He5 He0 7018 -8.6736173798840355e-17 He2 He0 He0 He5 He0 7019 -4.3637932773461013e-17 He1 He0 He0 He6 He0 7020 8.1185058675714567e-17 He2 He0 He0 He6 He0 7021 -5.5863602985107082e-17 He1 He0 He0 He7 He0 7022 1.5133397180902430e-17 He2 He0 He0 He7 He0 7023 -3.7932620008026180e-16 He0 He1 He0 He3 He0 7024 -3.2150208421436826e-16 He0 He2 He0 He3 He0 7025 2.6599093298311044e-16 He0 He1 He0 He4 He0 7026 3.3537987202218268e-17 He0 He2 He0 He4 He0 7027 -1.8503717077085942e-18 He0 He1 He0 He5 He0 7028 3.7932620008026183e-17 He0 He2 He0 He5 He0 7029 1.8503717077085941e-17 He0 He1 He0 He6 He0 7030 3.1147923746428003e-17 He0 He2 He0 He6 He0 7031 6.3441315692866086e-18 He0 He1 He0 He7 He0 7032 3.0839528461809902e-18 He0 He2 He0 He7 He0 7033 -1.1102230246251565e-16 He0 He0 He1 He3 He0 7034 5.5858095926453188e-16 He0 He0 He2 He3 He0 7035 3.8279564703221542e-16 He0 He0 He1 He4 He0 7036 -1.3126074301557841e-16 He0 He0 He2 He4 He0 7037 6.4763009769800799e-18 He0 He0 He1 He5 He0 7038 -5.4123372450476380e-17 He0 He0 He2 He5 He0 7039 -5.1810407815840639e-17 He0 He0 He1 He6 He0 7040 4.8418059685041550e-17 He0 He0 He2 He6 He0 7041 4.5818728000403285e-18 He0 He0 He1 He7 He0 7042 3.1720657846433043e-18 He0 He0 He2 He7 He0 7043 -6.2450045135165055e-16 He3 He0 He0 He0 He1 7044 4.5334106838860555e-16 He4 He0 He0 He0 He1 7045 9.6219328800846903e-17 He5 He0 He0 He0 He1 7046 -4.4408920985006264e-17 He6 He0 He0 He0 He1 7047 -1.2335811384723961e-17 He7 He0 He0 He0 He1 7048 -4.1402066959979794e-16 He3 He0 He0 He0 He2 7049 2.4286128663675299e-16 He4 He0 He0 He0 He2 7050 1.0547118733938987e-16 He5 He0 He0 He0 He2 7051 -1.3569392523196357e-17 He6 He0 He0 He0 He2 7052 -1.2335811384723961e-17 He7 He0 He0 He0 He2 7053 -1.3322676295501878e-15 He1 He1 He0 He0 He1 7054 6.6613381477509392e-16 He2 He1 He0 He0 He1 7055 -2.2204460492503131e-16 He1 He2 He0 He0 He1 7056 1.2212453270876722e-15 He2 He2 He0 He0 He1 7057 -2.2204460492503131e-15 He1 He1 He0 He0 He2 7058 7.7715611723760958e-16 He2 He1 He0 He0 He2 7059 4.4408920985006262e-16 He1 He2 He0 He0 He2 7060 2.2204460492503131e-16 He2 He2 He0 He0 He2 7061 -2.4980018054066022e-16 He0 He3 He0 He0 He1 7062 3.5157062446463289e-16 He0 He4 He0 He0 He1 7063 7.0314124892926578e-17 He0 He5 He0 He0 He1 7064 -2.0970879354030734e-17 He0 He6 He0 He0 He1 7065 -5.6392280615880967e-18 He0 He7 He0 He0 He1 7066 1.4340380734741606e-16 He0 He3 He0 He0 He2 7067 1.9428902930940239e-16 He0 He4 He0 He0 He2 7068 -1.1102230246251566e-17 He0 He5 He0 He0 He2 7069 -3.7007434154171884e-18 He0 He6 He0 He0 He2 7070 -7.4014868308343768e-18 He0 He7 He0 He0 He2 7071 1.2212453270876722e-15 He1 He0 He1 He0 He1 7072 6.1062266354383610e-16 He2 He0 He1 He0 He1 7073 1.6653345369377348e-16 He1 He0 He2 He0 He1 7074 2.5535129566378600e-15 He2 He0 He2 He0 He1 7075 -4.4408920985006262e-16 He1 He0 He1 He0 He2 7076 1.3322676295501878e-15 He2 He0 He1 He0 He2 7077 -2.7755575615628914e-16 He1 He0 He2 He0 He2 7078 1.1379786002407855e-15 He2 He0 He2 He0 He2 7079 -4.4408920985006262e-16 He0 He1 He1 He0 He1 7080 6.6613381477509392e-16 He0 He2 He1 He0 He1 7081 -6.6613381477509392e-16 He0 He1 He2 He0 He1 7082 1.4432899320127035e-15 He0 He2 He2 He0 He1 7083 -2.7755575615628914e-15 He0 He1 He1 He0 He2 7084 1.7208456881689926e-15 He0 He2 He1 He0 He2 7085 3.3306690738754696e-16 He0 He1 He2 He0 He2 7086 -5.5511151231257827e-17 He0 He2 He2 He0 He2 7087 -4.7415775010032724e-16 He0 He0 He3 He0 He1 7088 4.7878367936959876e-16 He0 He0 He4 He0 He1 7089 1.0177044392397268e-16 He0 He0 He5 He0 He1 7090 -2.5905203907920320e-17 He0 He0 He6 He0 He1 7091 -9.8686491077791696e-18 He0 He0 He7 He0 He1 7092 -7.9450335199737765e-16 He0 He0 He3 He0 He2 7093 -7.7484315260297379e-17 He0 He0 He4 He0 He2 7094 2.4054832200211723e-16 He0 He0 He5 He0 He2 7095 1.5728159515523051e-17 He0 He0 He6 He0 He2 7096 -3.8505354108031222e-17 He0 He0 He7 He0 He2 7097 -3.1641356201816961e-15 He1 He0 He0 He1 He1 7098 7.2164496600635175e-16 He2 He0 He0 He1 He1 7099 -6.1062266354383610e-16 He1 He0 He0 He2 He1 7100 2.6506574712925612e-15 He2 He0 He0 He2 He1 7101 2.3037127760971998e-15 He1 He0 He0 He1 He2 7102 -6.9388939039072284e-16 He2 He0 He0 He1 He2 7103 -1.4710455076283324e-15 He1 He0 He0 He2 He2 7104 1.1379786002407855e-15 He2 He0 He0 He2 He2 7105 -2.8865798640254070e-15 He0 He1 He0 He1 He1 7106 -3.3306690738754696e-16 He0 He2 He0 He1 He1 7107 5.5511151231257827e-16 He0 He1 He0 He2 He1 7108 2.0539125955565396e-15 He0 He2 He0 He2 He1 7109 -7.7715611723760958e-16 He0 He1 He0 He1 He2 7110 -3.3306690738754696e-16 He0 He2 He0 He1 He2 7111 1.5543122344752192e-15 He0 He1 He0 He2 He2 7112 7.7715611723760958e-16 He0 He2 He0 He2 He2 7113 1.7763568394002505e-15 He0 He0 He1 He1 He1 7114 5.5511151231257827e-17 He0 He0 He2 He1 He1 7115 6.1062266354383610e-16 He0 He0 He1 He2 He1 7116 2.0539125955565396e-15 He0 He0 He2 He2 He1 7117 -3.3306690738754696e-16 He0 He0 He1 He1 He2 7118 5.5511151231257827e-17 He0 He0 He2 He1 He2 7119 1.7208456881689926e-15 He0 He0 He1 He2 He2 7120 -1.6653345369377348e-16 He0 He0 He2 He2 He2 7121 -9.4831550020065450e-17 He0 He0 He0 He3 He1 7122 4.7300126778300943e-16 He0 He0 He0 He4 He1 7123 -6.0137080500529315e-18 He0 He0 He0 He5 He1 7124 -8.2649936277650545e-17 He0 He0 He0 He6 He1 7125 6.4763009769800799e-18 He0 He0 He0 He7 He1 7126 -1.5612511283791264e-17 He0 He0 He0 He3 He2 7127 -1.5785983631388945e-16 He0 He0 He0 He4 He2 7128 5.0885221961986338e-18 He0 He0 He0 He5 He2 7129 3.3615086023372793e-17 He0 He0 He0 He6 He2 7130 2.0486258192488008e-18 He0 He0 He0 He7 He2 7131 4.9728739644668473e-16 He1 He0 He0 He0 He3 7132 -3.4867941867133823e-16 He2 He0 He0 He0 He3 7133 -6.5341250928459730e-17 He1 He0 He0 He0 He4 7134 6.2739165714494519e-17 He2 He0 He0 He0 He4 7135 -6.5225602696727949e-17 He1 He0 He0 He0 He5 7136 1.6306400674181987e-16 He2 He0 He0 He0 He5 7137 -2.4671622769447922e-17 He1 He0 He0 He0 He6 7138 6.7846962615981786e-18 He2 He0 He0 He0 He6 7139 1.2203641977030490e-17 He1 He0 He0 He0 He7 7140 -2.2094319319425237e-17 He2 He0 He0 He0 He7 7141 -1.5728159515523052e-16 He0 He1 He0 He0 He3 7142 2.7871223847360699e-16 He0 He2 He0 He0 He3 7143 -4.3946328058079111e-17 He0 He1 He0 He0 He4 7144 1.2721305490496585e-17 He0 He2 He0 He0 He4 7145 2.9605947323337507e-17 He0 He1 He0 He0 He5 7146 1.3877787807814457e-17 He0 He2 He0 He0 He5 7147 2.5288413338684121e-17 He0 He1 He0 He0 He6 7148 4.3175339846533866e-18 He0 He2 He0 He0 He6 7149 -8.5469550308444595e-18 He0 He1 He0 He0 He7 7150 -1.1278456123176193e-17 He0 He2 He0 He0 He7 7151 -1.6537697137645560e-16 He0 He0 He1 He0 He3 7152 -6.3606527452482924e-18 He0 He0 He2 He0 He3 7153 4.6606237387910221e-16 He0 He0 He1 He0 He4 7154 -1.9833671742001494e-16 He0 He0 He2 He0 He4 7155 1.3646491344350883e-16 He0 He0 He1 He0 He5 7156 1.1796119636642288e-16 He0 He0 He2 He0 He5 7157 -7.4940054162198071e-17 He0 He0 He1 He0 He6 7158 1.8195321792467843e-17 He0 He0 He2 He0 He6 7159 -2.4891905115603709e-17 He0 He0 He1 He0 He7 7160 -2.6610107415618832e-17 He0 He0 He2 He0 He7 7161 5.1232166657181700e-16 He0 He0 He0 He1 He3 7162 2.7755575615628914e-16 He0 He0 He0 He2 He3 7163 -1.2143064331837650e-17 He0 He0 He0 He1 He4 7164 -1.4224732503009818e-16 He0 He0 He0 He2 He4 7165 -8.7892656116158222e-17 He0 He0 He0 He1 He5 7166 4.7415775010032725e-17 He0 He0 He0 He2 He5 7167 -1.0331242034706318e-17 He0 He0 He0 He1 He6 7168 -1.1410625530869664e-17 He0 He0 He0 He2 He6 7169 1.0177044392397268e-17 He0 He0 He0 He1 He7 7170 -1.4384437203972764e-17 He0 He0 He0 He2 He7 7171Moment statistics for each response function: 7172 Mean Std Dev Skewness Kurtosis 7173 expansion: 3.8430654692569071e+01 2.9720245268656139e+01 7174 integration: 3.8430654692568986e+01 2.9720245268656139e+01 1.6886633032453724e+00 4.4646004982515031e+00 7175Test Number 12 succeeded 7176<<<<< Function evaluation summary (ID_I): 132 total (132 new, 0 duplicate) 7177Coefficients of Polynomial Chaos Expansion for response_fn_1: 7178 3.8430654692569128e+01 He0 He0 He0 He0 He0 7179 -2.1344538903012733e+01 He1 He0 He0 He0 He0 7180 8.2025042469468357e+00 He0 He1 He0 He0 He0 7181 4.3010985985604071e+00 He1 He1 He0 He0 He0 7182 -6.1380354283832594e-01 He0 He0 He1 He0 He0 7183 -5.8625821872490347e-01 He1 He0 He1 He0 He0 7184 7.5281319192873486e-01 He0 He1 He1 He0 He0 7185 -5.4400928206632670e-15 He1 He1 He1 He0 He0 7186 -2.4099287609062503e-01 He0 He0 He0 He1 He0 7187 -3.1236550592826218e-01 He1 He0 He0 He1 He0 7188 3.1118124865875085e-01 He0 He1 He0 He1 He0 7189 4.1078251911130792e-15 He1 He1 He0 He1 He0 7190 -1.2398697232638511e-01 He0 He0 He1 He1 He0 7191 -1.8873791418627661e-15 He1 He0 He1 He1 He0 7192 -2.1094237467877974e-15 He0 He1 He1 He1 He0 7193 -1.1102230246251565e-16 He1 He1 He1 He1 He0 7194 4.7728923608868934e-02 He0 He0 He0 He0 He1 7195 2.6730910151181453e-02 He1 He0 He0 He0 He1 7196 -3.5486579758962300e-02 He0 He1 He0 He0 He1 7197 2.3314683517128287e-15 He1 He1 He0 He0 He1 7198 1.9438554032444877e-02 He0 He0 He1 He0 He1 7199 -2.7755575615628914e-15 He1 He0 He1 He0 He1 7200 -3.3306690738754696e-16 He0 He1 He1 He0 He1 7201 -9.9920072216264089e-16 He1 He1 He1 He0 He1 7202 4.7643917903181787e-02 He0 He0 He0 He1 He1 7203 -2.3314683517128287e-15 He1 He0 He0 He1 He1 7204 -5.2180482157382357e-15 He0 He1 He0 He1 He1 7205 2.1094237467877974e-15 He1 He1 He0 He1 He1 7206 4.9960036108132044e-15 He0 He0 He1 He1 He1 7207 -4.7739590058881731e-15 He1 He0 He1 He1 He1 7208 1.2212453270876722e-15 He0 He1 He1 He1 He1 7209 1.4432899320127035e-15 He1 He1 He1 He1 He1 7210Moment statistics for each response function: 7211 Mean Std Dev Skewness Kurtosis 7212 expansion: 3.8430654692569128e+01 2.3300897048223224e+01 7213 integration: 3.8430654692569128e+01 2.3300897048223217e+01 -3.6479506705861930e-01 -1.4282056041616813e+00 7214Test Number 13 succeeded 7215<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 7216Sample moment statistics for each response function: 7217 Mean Std Dev Skewness Kurtosis 7218 response_fn_1 3.9518448055241350e+01 2.7251453958269028e+01 1.1477576340399200e+00 1.5401264749079513e+00 721995% confidence intervals for each response function: 7220 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7221 response_fn_1 3.4111168365303932e+01 4.4925727745178769e+01 2.3926963122568615e+01 3.1657339734121784e+01 7222Simple Correlation Matrix among all inputs and outputs: 7223 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 7224 ssv_1 1.00000e+00 7225 ssv_2 6.15127e-04 1.00000e+00 7226 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 7227 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 7228 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 7229response_fn_1 -7.87862e-01 -1.87813e-01 9.71559e-02 4.75699e-02 2.71871e-02 1.00000e+00 7230Partial Correlation Matrix between input and output: 7231 response_fn_1 7232 ssv_1 -8.06443e-01 7233 ssv_2 -3.08660e-01 7234 ssv_3 1.47234e-01 7235 ssv_4 7.81050e-02 7236 ssv_5 6.81877e-02 7237Simple Rank Correlation Matrix among all inputs and outputs: 7238 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 7239 ssv_1 1.00000e+00 7240 ssv_2 2.69787e-02 1.00000e+00 7241 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 7242 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 7243 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 7244response_fn_1 -8.13477e-01 -2.79304e-01 9.47855e-02 2.75068e-02 -4.11641e-03 1.00000e+00 7245Partial Rank Correlation Matrix between input and output: 7246 response_fn_1 7247 ssv_1 -8.46582e-01 7248 ssv_2 -4.56896e-01 7249 ssv_3 2.21636e-01 7250 ssv_4 4.65659e-02 7251 ssv_5 2.58769e-02 7252Test Number 14 succeeded 7253<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 7254Sample moment statistics for each response function: 7255 Mean Std Dev Skewness Kurtosis 7256 response_fn_1 2.8625136561615136e+02 1.1271170414271211e+02 5.4491140024454376e-01 8.6160836132232244e-02 725795% confidence intervals for each response function: 7258 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7259 response_fn_1 2.6388691821593511e+02 3.0861581301636761e+02 9.8961647794437042e+01 1.3093439768467687e+02 7260Simple Correlation Matrix among all inputs and outputs: 7261 ssv_1 response_fn_1 7262 ssv_1 1.00000e+00 7263response_fn_1 -9.91210e-01 1.00000e+00 7264Partial Correlation Matrix between input and output: 7265 response_fn_1 7266 ssv_1 -9.91210e-01 7267Simple Rank Correlation Matrix among all inputs and outputs: 7268 ssv_1 response_fn_1 7269 ssv_1 1.00000e+00 7270response_fn_1 -1.00000e+00 1.00000e+00 7271Partial Rank Correlation Matrix between input and output: 7272 response_fn_1 7273 ssv_1 -1.00000e+00 7274Test Number 15 succeeded 7275<<<<< Function evaluation summary (ID_I): 0 total (0 new, 0 duplicate) 7276Sample moment statistics for each response function: 7277 Mean Std Dev Skewness Kurtosis 7278 response_fn_1 2.2660670741139020e+03 1.3780681456757918e+03 1.1300479453490866e+00 1.6218396935702082e+00 727995% confidence intervals for each response function: 7280 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7281 response_fn_1 1.9926284566047852e+03 2.5395056916230187e+03 1.2099532653363638e+03 1.6008676649413105e+03 7282Simple Correlation Matrix among all inputs and outputs: 7283 ssv_1 ssv_2 ssv_3 response_fn_1 7284 ssv_1 1.00000e+00 7285 ssv_2 9.11538e-03 1.00000e+00 7286 ssv_3 -1.40047e-02 2.85354e-02 1.00000e+00 7287response_fn_1 -8.36520e-01 1.37045e-01 1.42364e-01 1.00000e+00 7288Partial Correlation Matrix between input and output: 7289 response_fn_1 7290 ssv_1 -8.52247e-01 7291 ssv_2 2.64951e-01 7292 ssv_3 2.39485e-01 7293Simple Rank Correlation Matrix among all inputs and outputs: 7294 ssv_1 ssv_2 ssv_3 response_fn_1 7295 ssv_1 1.00000e+00 7296 ssv_2 -2.45545e-02 1.00000e+00 7297 ssv_3 -9.02490e-03 1.23132e-02 1.00000e+00 7298response_fn_1 -8.61326e-01 9.04530e-02 1.21920e-01 1.00000e+00 7299Partial Rank Correlation Matrix between input and output: 7300 response_fn_1 7301 ssv_1 -8.68289e-01 7302 ssv_2 1.37253e-01 7303 ssv_3 2.25156e-01 7304Test Number 16 succeeded 7305<<<<< Function evaluation summary (ID_I): 0 total (0 new, 0 duplicate) 7306Sample moment statistics for each response function: 7307 Mean Std Dev Skewness Kurtosis 7308 response_fn_1 2.2661602187300014e+03 1.3766299100153253e+03 1.1250203320427419e+00 1.6065517068151913e+00 730995% confidence intervals for each response function: 7310 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7311 response_fn_1 1.9930069783786721e+03 2.5393134590813306e+03 1.2086904845811703e+03 1.5991969021632642e+03 7312Simple Correlation Matrix among all inputs and outputs: 7313 ssv_1 ssv_2 ssv_3 response_fn_1 7314 ssv_1 1.00000e+00 7315 ssv_2 9.11538e-03 1.00000e+00 7316 ssv_3 -1.40047e-02 2.85354e-02 1.00000e+00 7317response_fn_1 -8.37002e-01 1.36515e-01 1.42590e-01 1.00000e+00 7318Partial Correlation Matrix between input and output: 7319 response_fn_1 7320 ssv_1 -8.52696e-01 7321 ssv_2 2.64356e-01 7322 ssv_3 2.40212e-01 7323Simple Rank Correlation Matrix among all inputs and outputs: 7324 ssv_1 ssv_2 ssv_3 response_fn_1 7325 ssv_1 1.00000e+00 7326 ssv_2 -2.45545e-02 1.00000e+00 7327 ssv_3 -9.02490e-03 1.23132e-02 1.00000e+00 7328response_fn_1 -8.60894e-01 9.07531e-02 1.23240e-01 1.00000e+00 7329Partial Rank Correlation Matrix between input and output: 7330 response_fn_1 7331 ssv_1 -8.67999e-01 7332 ssv_2 1.37725e-01 7333 ssv_3 2.27465e-01 7334Test Number 17 succeeded 7335<<<<< Function evaluation summary (ID_I): 0 total (0 new, 0 duplicate) 7336Sample moment statistics for each response function: 7337 Mean Std Dev Skewness Kurtosis 7338 response_fn_1 1.1872884446084460e+02 5.9881595114281943e+01 8.0697921905823289e-01 7.9622148933460291e-01 733995% confidence intervals for each response function: 7340 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7341 response_fn_1 1.0684703684946534e+02 1.3061065207222387e+02 5.2576450424042527e+01 6.9562967291832607e+01 7342Simple Correlation Matrix among all inputs and outputs: 7343 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 7344 ssv_1 1.00000e+00 7345 ssv_2 6.15127e-04 1.00000e+00 7346 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 7347 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 7348 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 7349response_fn_1 -9.64719e-01 -1.69978e-02 2.51723e-02 2.24649e-02 2.30562e-03 1.00000e+00 7350Partial Correlation Matrix between input and output: 7351 response_fn_1 7352 ssv_1 -9.65232e-01 7353 ssv_2 -6.33947e-02 7354 ssv_3 5.43356e-02 7355 ssv_4 7.00144e-02 7356 ssv_5 6.29233e-02 7357Simple Rank Correlation Matrix among all inputs and outputs: 7358 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 7359 ssv_1 1.00000e+00 7360 ssv_2 2.69787e-02 1.00000e+00 7361 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 7362 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 7363 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 7364response_fn_1 -9.86031e-01 -3.57396e-02 3.32913e-02 6.57666e-03 -9.07291e-03 1.00000e+00 7365Partial Rank Correlation Matrix between input and output: 7366 response_fn_1 7367 ssv_1 -9.87310e-01 7368 ssv_2 -6.25345e-02 7369 ssv_3 2.94420e-01 7370 ssv_4 3.42054e-02 7371 ssv_5 -5.65913e-02 7372Test Number 18 succeeded 7373<<<<< Function evaluation summary (ID_I): 0 total (0 new, 0 duplicate) 7374Sample moment statistics for each response function: 7375 Mean Std Dev Skewness Kurtosis 7376 response_fn_1 1.1879961685616504e+02 5.9867897179188510e+01 7.9530504802133795e-01 7.5813113114553921e-01 737795% confidence intervals for each response function: 7378 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7379 response_fn_1 1.0692052721228720e+02 1.3067870650004289e+02 5.2564423543262599e+01 6.9547054739585931e+01 7380Simple Correlation Matrix among all inputs and outputs: 7381 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 7382 ssv_1 1.00000e+00 7383 ssv_2 6.15127e-04 1.00000e+00 7384 ssv_3 -1.07933e-02 -9.63579e-03 1.00000e+00 7385 ssv_4 -4.33500e-03 9.81816e-03 9.91122e-03 1.00000e+00 7386 ssv_5 1.46756e-02 8.95313e-03 1.22000e-02 -1.84714e-03 1.00000e+00 7387response_fn_1 -9.64567e-01 2.37837e-03 3.79051e-02 2.11107e-02 2.45321e-03 1.00000e+00 7388Partial Correlation Matrix between input and output: 7389 response_fn_1 7390 ssv_1 -9.65178e-01 7391 ssv_2 1.11858e-02 7392 ssv_3 1.03342e-01 7393 ssv_4 6.36180e-02 7394 ssv_5 6.21588e-02 7395Simple Rank Correlation Matrix among all inputs and outputs: 7396 ssv_1 ssv_2 ssv_3 ssv_4 ssv_5 response_fn_1 7397 ssv_1 1.00000e+00 7398 ssv_2 2.69787e-02 1.00000e+00 7399 ssv_3 1.55656e-02 3.07591e-02 1.00000e+00 7400 ssv_4 -1.16412e-03 -1.04650e-02 -2.40024e-05 1.00000e+00 7401 ssv_5 -8.88089e-04 6.68587e-02 -6.82868e-03 1.15332e-02 1.00000e+00 7402response_fn_1 -9.85035e-01 -1.54215e-02 4.68407e-02 8.26883e-03 -9.38494e-03 1.00000e+00 7403Partial Rank Correlation Matrix between input and output: 7404 response_fn_1 7405 ssv_1 -9.87088e-01 7406 ssv_2 6.26335e-02 7407 ssv_3 3.60223e-01 7408 ssv_4 4.58901e-02 7409 ssv_5 -6.59425e-02 7410Test Number 19 succeeded 7411<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 7412Sample moment statistics for each response function: 7413 Mean Std Dev Skewness Kurtosis 7414 response_fn_1 6.7440831048546679e-01 7.7905747808171361e-02 3.1263192631698407e+00 1.1657458306536299e+01 7415 response_fn_2 5.7908770845350101e-02 1.9073655376348442e-01 3.9118328363832328e-01 4.0021035845213421e-01 7416 response_fn_3 -2.6291179858431372e-02 1.8321037691878367e-01 8.3051475619966808e-01 1.8612198103159665e+00 741795% confidence intervals for each response function: 7418 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7419 response_fn_1 6.5895011994276775e-01 6.8986650102816582e-01 6.8401779871882049e-02 9.0501179473975832e-02 7420 response_fn_2 2.0062500518882115e-02 9.5755041171818087e-02 1.6746799987308275e-01 2.2157393478721196e-01 7421 response_fn_3 -6.2644093417310115e-02 1.0061733700447377e-02 1.6085996508371539e-01 2.1283096137975177e-01 7422Simple Correlation Matrix among all inputs and outputs: 7423 ssv_1 response_fn_1 response_fn_2 response_fn_3 7424 ssv_1 1.00000e+00 7425response_fn_1 -1.71674e-01 1.00000e+00 7426response_fn_2 -9.92419e-01 2.91409e-01 1.00000e+00 7427response_fn_3 9.91119e-01 -3.91910e-02 -9.67263e-01 1.00000e+00 7428Partial Correlation Matrix between input and output: 7429 response_fn_1 response_fn_2 response_fn_3 7430 ssv_1 -1.71674e-01 -9.92419e-01 9.91119e-01 7431Simple Rank Correlation Matrix among all inputs and outputs: 7432 ssv_1 response_fn_1 response_fn_2 response_fn_3 7433 ssv_1 1.00000e+00 7434response_fn_1 -2.90393e-01 1.00000e+00 7435response_fn_2 -1.00000e+00 2.90393e-01 1.00000e+00 7436response_fn_3 1.00000e+00 -2.90393e-01 -1.00000e+00 1.00000e+00 7437Partial Rank Correlation Matrix between input and output: 7438 response_fn_1 response_fn_2 response_fn_3 7439 ssv_1 -2.90393e-01 -1.00000e+00 1.00000e+00 7440Test Number 20 succeeded 7441<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 7442Sample moment statistics for each response function: 7443 Mean Std Dev Skewness Kurtosis 7444 response_fn_1 6.6188416167943886e-01 3.1146269263248499e-01 1.7451690885519471e+00 6.3320635064612372e+00 7445 response_fn_2 3.2203090647408276e-02 2.0872785686356771e-01 6.3092566270689410e-01 4.9890617252910402e-01 7446 response_fn_3 2.5923895848165800e-02 2.0921401782730301e-01 4.8797147354472931e-01 -8.3297462212692630e-02 744795% confidence intervals for each response function: 7448 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7449 response_fn_1 6.0008320622862621e-01 7.2368511713025152e-01 2.7346637621924358e-01 3.6181850297859208e-01 7450 response_fn_2 -9.2130445382911583e-03 7.3619225833107704e-02 1.8326448715269175e-01 2.4247398640908413e-01 7451 response_fn_3 -1.5588704220077954e-02 6.7436495916409558e-02 1.8369133980681948e-01 2.4303874757074562e-01 7452Simple Correlation Matrix among all inputs and outputs: 7453 ssv_1 ssv_2 response_fn_1 response_fn_2 response_fn_3 7454 ssv_1 1.00000e+00 7455 ssv_2 -2.51473e-02 1.00000e+00 7456response_fn_1 9.16993e-01 7.31027e-02 1.00000e+00 7457response_fn_2 -2.51876e-01 9.62123e-01 -8.76326e-02 1.00000e+00 7458response_fn_3 -6.01588e-02 -9.83833e-01 -1.15602e-01 -9.19527e-01 1.00000e+00 7459Partial Correlation Matrix between input and output: 7460 response_fn_1 response_fn_2 response_fn_3 7461 ssv_1 9.21588e-01 -8.35437e-01 -4.74215e-01 7462 ssv_2 2.41143e-01 9.87943e-01 -9.87446e-01 7463Simple Rank Correlation Matrix among all inputs and outputs: 7464 ssv_1 ssv_2 response_fn_1 response_fn_2 response_fn_3 7465 ssv_1 1.00000e+00 7466 ssv_2 1.48095e-02 1.00000e+00 7467response_fn_1 9.61620e-01 1.22052e-01 1.00000e+00 7468response_fn_2 -1.78998e-01 9.71929e-01 -7.17672e-02 1.00000e+00 7469response_fn_3 -7.84158e-02 -9.95836e-01 -1.85359e-01 -9.52583e-01 1.00000e+00 7470Partial Rank Correlation Matrix between input and output: 7471 response_fn_1 response_fn_2 response_fn_3 7472 ssv_1 9.67149e-01 -8.22077e-01 -6.98441e-01 7473 ssv_2 3.92963e-01 9.90687e-01 -9.97856e-01 7474Test Number 21 succeeded 7475<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 7476Sample moment statistics for each response function: 7477 Mean Std Dev Skewness Kurtosis 7478 response_fn_1 6.7295152263393565e-01 7.7070142251451965e-02 3.3101448484997609e+00 1.3699597016829101e+01 7479 response_fn_2 5.8331866671352629e-02 1.9141362261798944e-01 3.9942492227255294e-01 4.0396498927619501e-01 7480 response_fn_3 -2.6462248577507883e-02 1.8257935891820923e-01 8.1930503046309822e-01 1.8302068052589613e+00 748195% confidence intervals for each response function: 7482 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7483 response_fn_1 6.5765913436228485e-01 6.8824391090558645e-01 6.7668112473024913e-02 8.9530477175548212e-02 7484 response_fn_2 2.0351251195034635e-02 9.6312482147670631e-02 1.6806247096214791e-01 2.2236046892162112e-01 7485 response_fn_3 -6.2689954475037030e-02 9.7654573200212647e-03 1.6030592695963797e-01 2.1209792338283895e-01 7486Simple Correlation Matrix among all inputs and outputs: 7487 ssv_1 response_fn_1 response_fn_2 response_fn_3 7488 ssv_1 1.00000e+00 7489response_fn_1 -8.75676e-02 1.00000e+00 7490response_fn_2 -9.92181e-01 2.11165e-01 1.00000e+00 7491response_fn_3 9.91410e-01 4.34225e-02 -9.67336e-01 1.00000e+00 7492Partial Correlation Matrix between input and output: 7493 response_fn_1 response_fn_2 response_fn_3 7494 ssv_1 -8.75676e-02 -9.92181e-01 9.91410e-01 7495Simple Rank Correlation Matrix among all inputs and outputs: 7496 ssv_1 response_fn_1 response_fn_2 response_fn_3 7497 ssv_1 1.00000e+00 7498response_fn_1 -2.07669e-01 1.00000e+00 7499response_fn_2 -1.00000e+00 2.07669e-01 1.00000e+00 7500response_fn_3 1.00000e+00 -2.07669e-01 -1.00000e+00 1.00000e+00 7501Partial Rank Correlation Matrix between input and output: 7502 response_fn_1 response_fn_2 response_fn_3 7503 ssv_1 -2.07669e-01 -1.00000e+00 1.00000e+00 7504Test Number 22 succeeded 7505<<<<< Function evaluation summary (ID_I): 100 total (100 new, 0 duplicate) 7506Sample moment statistics for each response function: 7507 Mean Std Dev Skewness Kurtosis 7508 response_fn_1 6.7440831048546679e-01 7.7905747808171361e-02 3.1263192631698407e+00 1.1657458306536299e+01 7509 response_fn_2 5.7908770845350101e-02 1.9073655376348442e-01 3.9118328363832328e-01 4.0021035845213421e-01 7510 response_fn_3 -2.6291179858431372e-02 1.8321037691878367e-01 8.3051475619966808e-01 1.8612198103159665e+00 751195% confidence intervals for each response function: 7512 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7513 response_fn_1 6.5895011994276775e-01 6.8986650102816582e-01 6.8401779871882049e-02 9.0501179473975832e-02 7514 response_fn_2 2.0062500518882115e-02 9.5755041171818087e-02 1.6746799987308275e-01 2.2157393478721196e-01 7515 response_fn_3 -6.2644093417310115e-02 1.0061733700447377e-02 1.6085996508371539e-01 2.1283096137975177e-01 7516Simple Correlation Matrix among all inputs and outputs: 7517 ssv_1 response_fn_1 response_fn_2 response_fn_3 7518 ssv_1 1.00000e+00 7519response_fn_1 -1.71674e-01 1.00000e+00 7520response_fn_2 -9.92419e-01 2.91409e-01 1.00000e+00 7521response_fn_3 9.91119e-01 -3.91910e-02 -9.67263e-01 1.00000e+00 7522Partial Correlation Matrix between input and output: 7523 response_fn_1 response_fn_2 response_fn_3 7524 ssv_1 -1.71674e-01 -9.92419e-01 9.91119e-01 7525Simple Rank Correlation Matrix among all inputs and outputs: 7526 ssv_1 response_fn_1 response_fn_2 response_fn_3 7527 ssv_1 1.00000e+00 7528response_fn_1 -2.90393e-01 1.00000e+00 7529response_fn_2 -1.00000e+00 2.90393e-01 1.00000e+00 7530response_fn_3 1.00000e+00 -2.90393e-01 -1.00000e+00 1.00000e+00 7531Partial Rank Correlation Matrix between input and output: 7532 response_fn_1 response_fn_2 response_fn_3 7533 ssv_1 -2.90393e-01 -1.00000e+00 1.00000e+00 7534dakota_uq_textbook_lhs.in 7535Test Number 0 succeeded 7536<<<<< Function evaluation summary: 100 total (100 new, 0 duplicate) 7537Sample moment statistics for each response function: 7538 Mean Std Dev Skewness Kurtosis 7539 response_fn_1 3.8168454875e+11 6.6923021702e+10 3.2538688799e-01 -8.8632865437e-01 7540 response_fn_2 6.1791347600e+04 6.1426765735e+03 1.2619015132e-01 -9.7944997689e-02 7541 response_fn_3 3.5243745292e+05 3.5957710811e+04 -7.9683460229e-02 3.4031655353e-01 754295% confidence intervals for each response function: 7543 LowerCI_Mean UpperCI_Mean LowerCI_StdDev UpperCI_StdDev 7544 response_fn_1 3.6840556934e+11 3.9496352816e+11 5.8758871169e+10 7.7742818321e+10 7545 response_fn_2 6.0572507301e+04 6.3010187898e+04 5.3933120806e+03 7.1357953767e+03 7546 response_fn_3 3.4530266299e+05 3.5957224285e+05 3.1571116237e+04 4.1771182886e+04 7547 Bin Lower Bin Upper Density Value 7548 --------- --------- ------------- 7549 2.7604749078e+11 3.6000000000e+11 5.3601733194e-12 7550 3.6000000000e+11 4.0000000000e+11 4.2500000000e-12 7551 4.0000000000e+11 4.4000000000e+11 3.7500000000e-12 7552 4.4000000000e+11 5.4196114379e+11 2.2557612778e-12 7553 Bin Lower Bin Upper Density Value 7554 --------- --------- ------------- 7555 4.6431154744e+04 6.0000000000e+04 2.8742313192e-05 7556 6.0000000000e+04 6.5000000000e+04 6.4000000000e-05 7557 6.5000000000e+04 7.0000000000e+04 4.0000000000e-05 7558 7.0000000000e+04 7.8702465755e+04 1.0341896485e-05 7559 Bin Lower Bin Upper Density Value 7560 --------- --------- ------------- 7561 2.3796737090e+05 3.5000000000e+05 4.2844660868e-06 7562 3.5000000000e+05 4.0000000000e+05 8.6000000000e-06 7563 4.0000000000e+05 4.5000000000e+05 1.8000000000e-06 7564 Response Level Probability Level Reliability Index General Rel Index 7565 -------------- ----------------- ----------------- ----------------- 7566 3.6000000000e+11 5.5000000000e-01 7567 4.0000000000e+11 3.8000000000e-01 7568 4.4000000000e+11 2.3000000000e-01 7569 Response Level Probability Level Reliability Index General Rel Index 7570 -------------- ----------------- ----------------- ----------------- 7571 6.0000000000e+04 6.1000000000e-01 7572 6.5000000000e+04 2.9000000000e-01 7573 7.0000000000e+04 9.0000000000e-02 7574 Response Level Probability Level Reliability Index General Rel Index 7575 -------------- ----------------- ----------------- ----------------- 7576 3.5000000000e+05 5.2000000000e-01 7577 4.0000000000e+05 9.0000000000e-02 7578 4.5000000000e+05 0.0000000000e+00 7579Simple Correlation Matrix among all inputs and outputs: 7580 TF1n TF2n TF1u TF2u TF1w TF2w TF1h TF2h TF3h response_fn_1 response_fn_2 response_fn_3 7581 TF1n 1.00000e+00 7582 TF2n 1.71596e-02 1.00000e+00 7583 TF1u -2.36053e-02 -1.10189e-02 1.00000e+00 7584 TF2u -1.37368e-02 1.60964e-02 2.58033e-02 1.00000e+00 7585 TF1w -1.33427e-02 2.56365e-02 -3.98790e-02 -9.16279e-03 1.00000e+00 7586 TF2w 2.22630e-02 -1.37459e-02 -1.20589e-02 -7.04614e-02 1.03692e-01 1.00000e+00 7587 TF1h -3.37448e-02 4.03689e-03 -5.05564e-03 4.57608e-02 -1.75819e-02 -7.10379e-02 1.00000e+00 7588 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 7589 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 7590response_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 7591response_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 7592response_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 7593Partial Correlation Matrix between input and output: 7594 response_fn_1 response_fn_2 response_fn_3 7595 TF1n 1.24609e-01 9.99484e-01 -1.21192e-01 7596 TF2n 9.39604e-01 -1.98171e-01 9.99249e-01 7597 TF1u 1.14403e-01 8.24782e-02 5.35030e-02 7598 TF2u 9.87061e-01 9.37434e-02 -3.75353e-03 7599 TF1w -1.48282e-02 -1.23822e-02 -1.91391e-01 7600 TF2w 8.91849e-01 -7.20811e-02 3.77690e-02 7601 TF1h 1.67810e-02 -1.20990e-02 -1.68182e-01 7602 TF2h 4.80087e-02 5.77466e-02 -2.81542e-02 7603 TF3h -2.37479e-02 -1.90043e-01 2.89758e-02 7604Simple Rank Correlation Matrix among all inputs and outputs: 7605 TF1n TF2n TF1u TF2u TF1w TF2w TF1h TF2h TF3h response_fn_1 response_fn_2 response_fn_3 7606 TF1n 1.00000e+00 7607 TF2n 1.44374e-02 1.00000e+00 7608 TF1u 4.48845e-03 5.21572e-02 1.00000e+00 7609 TF2u 5.18452e-03 2.29223e-03 2.60666e-02 1.00000e+00 7610 TF1w -2.87549e-02 8.62886e-03 -3.04710e-02 3.18512e-02 1.00000e+00 7611 TF2w -2.37504e-02 8.67687e-03 -1.80498e-02 -4.17642e-02 4.74887e-02 1.00000e+00 7612 TF1h -1.69217e-03 1.88539e-02 -1.20492e-02 4.08881e-02 -2.16142e-02 -3.50195e-02 1.00000e+00 7613 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 7614 TF3h -8.31426e-03 2.70213e-02 1.44807e-01 -6.58212e-02 -1.87071e-02 1.79449e-01 2.63285e-02 6.92855e-03 1.00000e+00 7615response_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 -1.80142e-02 1.00000e+00 7616response_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 -8.31426e-03 1.96820e-03 1.00000e+00 7617response_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 2.70213e-02 3.64404e-01 1.44374e-02 1.00000e+00 7618Partial Rank Correlation Matrix between input and output: 7619 response_fn_1 response_fn_2 response_fn_3 7620 TF1n -3.93662e-03 1.00000e+00 -nan 7621 TF2n 8.92974e-01 -nan 1.00000e+00 7622 TF1u 6.46343e-02 1.62321e-09 -nan 7623 TF2u 9.79188e-01 -8.98597e-11 -nan 7624 TF1w 1.02214e-01 -nan -nan 7625 TF2w 8.39609e-01 -4.15119e-09 7.75125e-10 7626 TF1h -4.96308e-02 4.97572e-10 -nan 7627 TF2h 3.55102e-03 7.04443e-10 -4.14173e-10 7628 TF3h -1.19136e-01 -nan -nan 7629dakota_workdir.in 7630Test Number 0 succeeded 7631<<<<< Function evaluation summary: 9 total (9 new, 0 duplicate) 7632<<<<< Best parameters = 7633 0.0000000000e+00 x1 7634 0.0000000000e+00 x2 7635<<<<< Best objective function = 7636 1.0000000000e+00 7637<<<<< Best data captured at function evaluation 5 7638Simple Correlation Matrix among all inputs and outputs: 7639 x1 x2 obj_fn 7640 x1 1.00000e+00 7641 x2 0.00000e+00 1.00000e+00 7642 obj_fn -2.47233e-03 -6.59288e-01 1.00000e+00 7643Partial Correlation Matrix between input and output: 7644 obj_fn 7645 x1 -3.28815e-03 7646 x2 -6.59290e-01 7647Simple Rank Correlation Matrix among all inputs and outputs: 7648 x1 x2 obj_fn 7649 x1 1.00000e+00 7650 x2 0.00000e+00 1.00000e+00 7651 obj_fn -2.14423e-01 -4.82451e-01 1.00000e+00 7652Partial Rank Correlation Matrix between input and output: 7653 obj_fn 7654 x1 -2.44796e-01 7655 x2 -4.93939e-01 7656Test Number 1 succeeded 7657<<<<< Function evaluation summary: 9 total (9 new, 0 duplicate) 7658<<<<< Best parameters = 7659 0.0000000000e+00 x1 7660 0.0000000000e+00 x2 7661<<<<< Best objective function = 7662 1.0000000000e+00 7663<<<<< Best data captured at function evaluation 5 7664Simple Correlation Matrix among all inputs and outputs: 7665 x1 x2 obj_fn 7666 x1 1.00000e+00 7667 x2 0.00000e+00 1.00000e+00 7668 obj_fn -2.47233e-03 -6.59288e-01 1.00000e+00 7669Partial Correlation Matrix between input and output: 7670 obj_fn 7671 x1 -3.28815e-03 7672 x2 -6.59290e-01 7673Simple Rank Correlation Matrix among all inputs and outputs: 7674 x1 x2 obj_fn 7675 x1 1.00000e+00 7676 x2 0.00000e+00 1.00000e+00 7677 obj_fn -2.14423e-01 -4.82451e-01 1.00000e+00 7678Partial Rank Correlation Matrix between input and output: 7679 obj_fn 7680 x1 -2.44796e-01 7681 x2 -4.93939e-01 7682