Failed

run_tests.TestEquivalentPosynomials_cvxopt.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_cvxopt-20220329165611)

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_6^0.63·x_4^1.4·x_2^2.4·x_8^2.9·x_1^4.2·x_9^4.6·x_5^4.7/x_3^3.7/x_7^1.6/x_10^0.51/x_0^0.22 + x_4^3·u_0^3.5·x_6^4.1·x_1^4.6·x_5^4.7/x_9^4.2/x_7^4.2/x_8^3.8/x_2^3.7/x_10^3.6/x_3^3/x_0^0.44 + x_9^0.065·x_3^0.35·x_4^1.7·x_6^2.1·x_10^3.1·x_5^3.6·x_2^4.8/x_8^4.9/x_7^4.2/x_1^1.1/x_0^0.62 + x_5^0.22·x_6^1.9·x_2^3·x_1^3.6·x_3^3.7/x_4^3.9/x_8^3/x_7^1.2/x_0^0.81/x_10^0.61/x_9^0.3 + x_10^1·x_1^1.6·x_8^1.6·x_6^1.6·x_2^2.4·x_4^2.8·x_3^3.7/x_9^4.7/x_0^0.87/x_5^0.61/x_7^0.52 + x_7^0.15·x_8^1.3·x_1^2/x_6^4/x_9^1.9/x_5^1.9/x_4^1.8/x_2^1.8/x_3^1.6/x_0^1.1/x_10^0.38 + x_7^2.3·x_9^3·u_1^3·x_1^3.2·x_8^3.9·x_4^4.5/x_3^4.8/x_10^3.3/x_5^3/x_2^2.4/x_0^2/x_6^1.6 + x_8^0.48·x_6^0.81·x_1^1.9·x_2^4.2·x_9^4.5/x_10^4.6/x_5^4.2/x_3^4/x_7^3.6/x_4^2.4/x_0^2.1 + x_9^0.0014·x_1^0.24·u_1^0.85·x_3^1.8·u_0^2.1·x_8^2.4·x_7^2.5·x_5^4.1/x_2^3.7/x_10^2.9/x_4^2.8/x_6^2.6/x_0^2.3 + x_8^0.3·x_6^0.63·x_10^3.5·x_4^4.3·x_2^4.4·x_5^5/x_0^3/x_7^2.7/x_9^2.1/x_1^1.7/x_3^0.46 + x_1^3.1·x_2^4.9/u_1^4.6/x_8^4/x_0^3/x_6^2.1/x_9^2/x_10^2/x_7^1.9/x_5^1.7/u_0^1.7/x_4^1.4/x_3^0.063 + x_9^0.26·x_10^1.4·x_4^1.6·x_8^3.8·x_1^4.2/x_7^4.9/x_6^4.7/u_2^4.2/x_2^4/x_0^3.4/x_5^2.9/x_3^0.046 + x_9^0.3·x_2^1.2·x_1^2·x_4^3.1·u_0^3.6·x_3^4.2/x_10^4.9/x_0^4/x_8^1.9/x_7^1.6/x_6^0.24/x_5^0.17 + x_0^0.075·x_5^0.87·x_10^0.99·x_1^2.2·x_7^3.6·x_8^4.7/x_3^4.1/u_1^4/x_9^3.9/x_4^3.6/x_2^2.1/x_6^1 + x_0^0.24·x_3^0.64·x_1^4.4/x_9^4.2/x_4^3.6/x_2^3.1/x_6^3/x_10^2.9/x_8^2.5/x_5^2.1/x_7^1.2 + x_0^0.51·x_9^0.59·x_7^2·x_4^3.1·x_2^3.2·x_10^3.8·x_6^4.8·x_8^4.9/x_3^3/x_1^3/u_0^3/x_5^0.93 + x_0^0.62·x_5^0.64·x_2^2·x_9^2.1·x_6^2.4·x_7^3.5·x_4^4·x_8^4.5/x_10^2.1/x_1^2.1/x_3^1.2 + x_8^0.71·x_5^1.8·x_0^1.9·u_0^2.8·x_10^4.3·u_2^4.6/x_1^4.7/x_3^3/x_4^1.9/x_9^1.6/x_2^0.96/x_6^0.41/x_7^0.2 + x_5^0.53·x_3^1.5·x_1^1.5·x_0^2.6·x_10^2.8·x_2^4.1/x_6^3.4/u_0^2.8/x_4^2.5/x_8^1.7/x_9^1.1/x_7^1.1 + x_9^0.11·x_3^0.45·x_4^0.99·x_1^1·x_8^1.5·x_2^1.9·x_0^2.7·x_7^4·x_6^4.4·x_5^4.6/x_10^4.6/u_1^4.3 + x_10^2.8·u_0^3.4·x_0^3.8·x_5^3.9/x_7^4.9/x_4^3.5/u_1^2.6/x_2^2.2/x_1^1.9/x_9^1.5/x_8^1.1/x_6^0.43/x_3^0.036 + x_8^1.8·x_4^2·x_0^3.8/x_7^4.1/x_3^3.4/x_5^3.1/x_9^3/x_2^1.3/x_10^0.3/x_6^0.28/x_1^0.068 + x_6^1.1·x_8^1.4·x_1^1.7·x_10^2.3·x_7^3.8·x_0^4.1·x_3^4.6·x_2^4.9/x_9^4.1/x_4^3.8/x_5^0.28 + u_1^0.089·x_1^0.77·x_4^2.1·x_7^2.7·x_3^2.7·x_2^3.1·x_8^3.7·x_0^4.7·x_10^5/x_6^1.7/x_5^0.82/x_9^0.3) Items in the second set but not the first: gpkit.Posynomial(x_3^0.82·x_10^0.98·x_5^1.2·x_6^1.2·u_2^1.4·u_0^2·x_8^4.1/x_2^3.4/x_7^2.9/x_9^1.9/x_1^1.5/x_4^1.4/x_0^1.4 + x_0^3.3019794165479883·x_1^-0.4877571896273043·x_2^-0.9264387508096759·x_3^-1.423108379863629·x_4^2.203157310582747·x_5^3.0535809031056154·x_6^3.8555361843407105·x_7^4.420080362846409·x_8^0.28476718433516535·x_9^-2.717147781684538·x_10^-2.8421822028407706·u_0^0.0·u_1^0.0·u_2^-2.449620397142593 + x_0^-1.0319426117714423·x_1^4.562140481376435·x_2^-0.32720075466394327·x_3^-0.6340368440238384·x_4^-0.8728026737040881·x_5^-4.831298706537474·x_6^-0.9643538936459457·x_7^0.7355530827206271·x_8^2.5877080961923618·x_9^-2.1571288162395765·x_10^-3.7625062328229064·u_0^0.0·u_1^-0.9376178989956402·u_2^0.0 + x_0^2.5989682911383083·x_1^1.542402017526551·x_2^4.140622642335067·x_3^1.5259266681232342·x_4^-2.5243572421010962·x_5^0.5334946883661438·x_6^-3.439979793373431·x_7^-1.0674365023772547·x_8^-1.72338717779297·x_9^-1.1222736653908139·x_10^2.825035105405096·u_0^-2.832056801802769·u_1^0.0·u_2^0.0 + x_0^-3.2368344277073136·x_1^-0.7009007148720201·x_2^3.0959422748056795·x_3^3.6689242096836026·x_4^3.34569911578585·x_5^-4.550641692959508·x_6^-4.096182623265911·x_7^-3.3077395158402223·x_8^-4.232505244601722·x_9^3.4064087287606952·x_10^-2.0344631458387186·u_0^-2.086786135630348·u_1^-0.5388865409245847·u_2^0.0 + x_0^-3.3891929857136827·x_1^4.176859521052398·x_2^-3.9557955428536786·x_3^-0.04642567424738964·x_4^1.624442336841387·x_5^-2.9361634547517266·x_6^-4.714769202933722·x_7^-4.867537721522558·x_8^3.7873692243466124·x_9^0.2579589710524992·x_10^1.376826254986156·u_0^0.0·u_1^0.0·u_2^-4.236383581768122 + x_0^0.0752769864351972·x_1^2.180483627527982·x_2^-2.149853582486867·x_3^-4.05067246239172·x_4^-3.5835442315259156·x_5^0.8651349723480761·x_6^-1.0353838768934565·x_7^3.590810367777946·x_8^4.702557053655074·x_9^-3.8524030351458327·x_10^0.9877559321475795·u_0^0.0·u_1^-3.9665066945766054·u_2^0.0 + x_0^-3.035997416957461·x_1^-0.03195644825542576·x_2^-2.0404206575574566·x_3^-3.5717525060508795·x_4^3.8054901764568925·x_5^-2.6627790673934983·x_6^-0.5242833354622398·x_7^3.5499534791313856·x_8^3.6733750900845124·x_9^-0.27972421964193117·x_10^4.371527586961108·u_0^-1.3054990379625786·u_1^0.0·u_2^0.0 + x_0^-1.432068002979575·x_1^0.7035241161098762·x_2^4.281507463841475·x_3^-2.3075442037538307·x_4^-2.2512512564126563·x_5^4.212030040566331·x_6^1.8796202424484045·x_7^-0.3037732951000116·x_8^0.6486575008857063·x_9^-2.772423918975868·x_10^0.5687277383698692·u_0^0.0·u_1^0.0·u_2^1.7674579049853167 + x_0^3.1665484526296197·x_1^-0.5911927161704611·x_2^0.7917415182494203·x_3^-2.3377492456827564·x_4^3.2359019182026643·x_5^-2.4037121485557913·x_6^-0.054231491000048315·x_7^2.9429865190462134·x_8^2.2868248215241307·x_9^-4.005485914705615·x_10^-3.363652358582485·u_0^0.0·u_1^0.6514654897298666·u_2^0.0 + x_0^-1.960811969376901·x_1^3.2021278125564017·x_2^-2.4467028426896387·x_3^-4.773548389368829·x_4^4.49163765489857·x_5^-3.0406090438898015·x_6^-1.624861331570966·x_7^2.2773018354983936·x_8^3.8785409165176112·x_9^3.010508599473379·x_10^-3.3397300032481745·u_0^0.0·u_1^3.033980036568858·u_2^0.0 + x_0^-1.234481803084615·x_1^3.379494308270475·x_2^4.819730088363084·x_3^3.5335269783647156·x_4^-4.037766778156977·x_5^0.5192675642409705·x_6^-1.8039143823203485·x_7^2.502523029635036·x_8^-3.614158524093276·x_9^-4.960634804071107·x_10^4.367505965687572·u_0^-4.370355164707967·u_1^0.0·u_2^0.0 + x_0^-2.2947571164698912·x_1^0.2431419225717537·x_2^-3.6768762784070175·x_3^1.7762513930760617·x_4^-2.8261782945682867·x_5^4.0507009591451055·x_6^-2.600125409512045·x_7^2.47689323686399·x_8^2.3691750437812473·x_9^0.0014390768407572807·x_10^-2.924810471642111·u_0^2.0684171521272683·u_1^0.8542430859076583·u_2^0.0 + x_0^-3.025406260872099·x_1^3.105230963275643·x_2^4.935497638382266·x_3^-0.06318198478254455·x_4^-1.419810660407582·x_5^-1.709114509232533·x_6^-2.1421276579254664·x_7^-1.8771686150466707·x_8^-4.010330310754222·x_9^-2.044108659054632·x_10^-2.03278380348217·u_0^-1.6839862179005132·u_1^-4.559735307049413·u_2^0.0 + x_0^-3.614975041191155·x_1^1.7268861902741168·x_2^2.6854342797789297·x_3^-0.48699621881726607·x_4^0.4529995764230481·x_5^3.181768216442727·x_6^2.138276709224545·x_7^-0.003558230273823071·x_8^3.4524264147475243·x_9^-3.492379101674393·x_10^4.575234974331487·u_0^0.0·u_1^1.0815793818871233·u_2^0.0 + x_0^-0.4422743813088701·x_1^4.569683908810168·x_2^-3.719057951595323·x_3^-2.962522243678106·x_4^2.9637134362215107·x_5^4.657064322208237·x_6^4.099801150340941·x_7^-4.197825056808796·x_8^-3.8476885004811576·x_9^-4.20108391073851·x_10^-3.6364639935532628·u_0^3.542688043262659·u_1^0.0·u_2^0.0 + x_0^3.811727864484366·x_1^-1.867735927668214·x_2^-2.1894463570243916·x_3^-0.03550488880035374·x_4^-3.476463633495329·x_5^3.93784963217367·x_6^-0.4256542241951795·x_7^-4.860458745988229·x_8^-1.1491034871323444·x_9^-1.5075889792008965·x_10^2.8482551313003492·u_0^3.413349387992861·u_1^-2.595133280801403·u_2^0.0 + x_0^2.4376495862927854·x_1^1.128128579204148·x_2^2.1674330814926446·x_3^4.576700179885693·x_4^-4.895080139721511·x_5^-4.534024139101299·x_6^-0.0021185033537651776·x_7^-3.394385554459367·x_8^1.8868085388300901·x_9^-3.33280594109005·x_10^-0.3814978026074014·u_0^0.0·u_1^1.3695446695937048·u_2^0.0 + x_0^2.748115904979027·x_1^1.0103176059944623·x_2^1.9080814518292177·x_3^0.45190890986699017·x_4^0.9915105294102453·x_5^4.632995283103375·x_6^4.394780279305117·x_7^3.952550997222703·x_8^1.457001229621687·x_9^0.1062583958419907·x_10^-4.645549634272341·u_0^0.0·u_1^-4.259761231322512·u_2^0.0 + x_0^4.687178200226095·x_1^0.7680693354798507·x_2^3.052242069422544·x_3^2.6880476874871837·x_4^2.1417779147867773·x_5^-0.8196262176708835·x_6^-1.6952942252411054·x_7^2.683950494298438·x_8^3.705400576773595·x_9^-0.3046162784247928·x_10^4.982844298463377·u_0^0.0·u_1^0.08878058804571376·u_2^0.0 + x_0^-3.9930161900512227·x_1^1.9503984000049623·x_2^1.1716185542421869·x_3^4.1655715919704·x_4^3.0880048313431487·x_5^-0.16672954014790164·x_6^-0.24404017427165137·x_7^-1.6323833041045277·x_8^-1.9104589781357162·x_9^0.3036151725548777·x_10^-4.888193064268314·u_0^3.5975974420349406·u_1^0.0·u_2^0.0 + x_0^0.514123718428678·x_1^-2.9910128638476685·x_2^3.182183154965495·x_3^-3.037750937105872·x_4^3.1420421047517024·x_5^-0.9317064688948209·x_6^4.781506733585765·x_7^1.9811233542823636·x_8^4.886609170230772·x_9^0.5915372801774144·x_10^3.791384336129502·u_0^-2.954652300607531·u_1^0.0·u_2^0.0 + x_0^4.874277681024475·x_1^-1.7265950048253442·x_2^4.989144714610937·x_3^-0.1329267022886702·x_4^-1.7283756833987995·x_5^-3.1997659819469715·x_6^-2.918641093205067·x_7^-4.822506377460667·x_8^4.130615739505075·x_9^2.1944948092313226·x_10^-2.8032523098688·u_0^0.06786932769038412·u_1^0.0·u_2^0.0 + x_0^1.8712739139752275·x_1^-4.6518750759012795·x_2^-0.9590573215705636·x_3^-3.042344469254786·x_4^-1.9499426177350832·x_5^1.8248071380972863·x_6^-0.41270086644848636·x_7^-0.20298084361372037·x_8^0.7138046809859802·x_9^-1.6087711740664967·x_10^4.296527090161547·u_0^2.791731982893306·u_1^0.0·u_2^4.568294227474382)

Stacktrace

Traceback (most recent call last):
  File "/Users/jenkins/workspace/CE_gplibrary_Push_research_models/cvxopt/robust/robust/testing/t_equivalent_posynomials.py", line 99, in test_correlated_monomials
    self.assertSetEqual(set(actual_posynomials), set(theoretical_posynomials))
AssertionError: Items in the first set but not the second:
gpkit.Posynomial(x_6^0.63·x_4^1.4·x_2^2.4·x_8^2.9·x_1^4.2·x_9^4.6·x_5^4.7/x_3^3.7/x_7^1.6/x_10^0.51/x_0^0.22 + x_4^3·u_0^3.5·x_6^4.1·x_1^4.6·x_5^4.7/x_9^4.2/x_7^4.2/x_8^3.8/x_2^3.7/x_10^3.6/x_3^3/x_0^0.44 + x_9^0.065·x_3^0.35·x_4^1.7·x_6^2.1·x_10^3.1·x_5^3.6·x_2^4.8/x_8^4.9/x_7^4.2/x_1^1.1/x_0^0.62 + x_5^0.22·x_6^1.9·x_2^3·x_1^3.6·x_3^3.7/x_4^3.9/x_8^3/x_7^1.2/x_0^0.81/x_10^0.61/x_9^0.3 + x_10^1·x_1^1.6·x_8^1.6·x_6^1.6·x_2^2.4·x_4^2.8·x_3^3.7/x_9^4.7/x_0^0.87/x_5^0.61/x_7^0.52 + x_7^0.15·x_8^1.3·x_1^2/x_6^4/x_9^1.9/x_5^1.9/x_4^1.8/x_2^1.8/x_3^1.6/x_0^1.1/x_10^0.38 + x_7^2.3·x_9^3·u_1^3·x_1^3.2·x_8^3.9·x_4^4.5/x_3^4.8/x_10^3.3/x_5^3/x_2^2.4/x_0^2/x_6^1.6 + x_8^0.48·x_6^0.81·x_1^1.9·x_2^4.2·x_9^4.5/x_10^4.6/x_5^4.2/x_3^4/x_7^3.6/x_4^2.4/x_0^2.1 + x_9^0.0014·x_1^0.24·u_1^0.85·x_3^1.8·u_0^2.1·x_8^2.4·x_7^2.5·x_5^4.1/x_2^3.7/x_10^2.9/x_4^2.8/x_6^2.6/x_0^2.3 + x_8^0.3·x_6^0.63·x_10^3.5·x_4^4.3·x_2^4.4·x_5^5/x_0^3/x_7^2.7/x_9^2.1/x_1^1.7/x_3^0.46 + x_1^3.1·x_2^4.9/u_1^4.6/x_8^4/x_0^3/x_6^2.1/x_9^2/x_10^2/x_7^1.9/x_5^1.7/u_0^1.7/x_4^1.4/x_3^0.063 + x_9^0.26·x_10^1.4·x_4^1.6·x_8^3.8·x_1^4.2/x_7^4.9/x_6^4.7/u_2^4.2/x_2^4/x_0^3.4/x_5^2.9/x_3^0.046 + x_9^0.3·x_2^1.2·x_1^2·x_4^3.1·u_0^3.6·x_3^4.2/x_10^4.9/x_0^4/x_8^1.9/x_7^1.6/x_6^0.24/x_5^0.17 + x_0^0.075·x_5^0.87·x_10^0.99·x_1^2.2·x_7^3.6·x_8^4.7/x_3^4.1/u_1^4/x_9^3.9/x_4^3.6/x_2^2.1/x_6^1 + x_0^0.24·x_3^0.64·x_1^4.4/x_9^4.2/x_4^3.6/x_2^3.1/x_6^3/x_10^2.9/x_8^2.5/x_5^2.1/x_7^1.2 + x_0^0.51·x_9^0.59·x_7^2·x_4^3.1·x_2^3.2·x_10^3.8·x_6^4.8·x_8^4.9/x_3^3/x_1^3/u_0^3/x_5^0.93 + x_0^0.62·x_5^0.64·x_2^2·x_9^2.1·x_6^2.4·x_7^3.5·x_4^4·x_8^4.5/x_10^2.1/x_1^2.1/x_3^1.2 + x_8^0.71·x_5^1.8·x_0^1.9·u_0^2.8·x_10^4.3·u_2^4.6/x_1^4.7/x_3^3/x_4^1.9/x_9^1.6/x_2^0.96/x_6^0.41/x_7^0.2 + x_5^0.53·x_3^1.5·x_1^1.5·x_0^2.6·x_10^2.8·x_2^4.1/x_6^3.4/u_0^2.8/x_4^2.5/x_8^1.7/x_9^1.1/x_7^1.1 + x_9^0.11·x_3^0.45·x_4^0.99·x_1^1·x_8^1.5·x_2^1.9·x_0^2.7·x_7^4·x_6^4.4·x_5^4.6/x_10^4.6/u_1^4.3 + x_10^2.8·u_0^3.4·x_0^3.8·x_5^3.9/x_7^4.9/x_4^3.5/u_1^2.6/x_2^2.2/x_1^1.9/x_9^1.5/x_8^1.1/x_6^0.43/x_3^0.036 + x_8^1.8·x_4^2·x_0^3.8/x_7^4.1/x_3^3.4/x_5^3.1/x_9^3/x_2^1.3/x_10^0.3/x_6^0.28/x_1^0.068 + x_6^1.1·x_8^1.4·x_1^1.7·x_10^2.3·x_7^3.8·x_0^4.1·x_3^4.6·x_2^4.9/x_9^4.1/x_4^3.8/x_5^0.28 + u_1^0.089·x_1^0.77·x_4^2.1·x_7^2.7·x_3^2.7·x_2^3.1·x_8^3.7·x_0^4.7·x_10^5/x_6^1.7/x_5^0.82/x_9^0.3)
Items in the second set but not the first:
gpkit.Posynomial(x_3^0.82·x_10^0.98·x_5^1.2·x_6^1.2·u_2^1.4·u_0^2·x_8^4.1/x_2^3.4/x_7^2.9/x_9^1.9/x_1^1.5/x_4^1.4/x_0^1.4 + x_0^3.3019794165479883·x_1^-0.4877571896273043·x_2^-0.9264387508096759·x_3^-1.423108379863629·x_4^2.203157310582747·x_5^3.0535809031056154·x_6^3.8555361843407105·x_7^4.420080362846409·x_8^0.28476718433516535·x_9^-2.717147781684538·x_10^-2.8421822028407706·u_0^0.0·u_1^0.0·u_2^-2.449620397142593 + x_0^-1.0319426117714423·x_1^4.562140481376435·x_2^-0.32720075466394327·x_3^-0.6340368440238384·x_4^-0.8728026737040881·x_5^-4.831298706537474·x_6^-0.9643538936459457·x_7^0.7355530827206271·x_8^2.5877080961923618·x_9^-2.1571288162395765·x_10^-3.7625062328229064·u_0^0.0·u_1^-0.9376178989956402·u_2^0.0 + x_0^2.5989682911383083·x_1^1.542402017526551·x_2^4.140622642335067·x_3^1.5259266681232342·x_4^-2.5243572421010962·x_5^0.5334946883661438·x_6^-3.439979793373431·x_7^-1.0674365023772547·x_8^-1.72338717779297·x_9^-1.1222736653908139·x_10^2.825035105405096·u_0^-2.832056801802769·u_1^0.0·u_2^0.0 + x_0^-3.2368344277073136·x_1^-0.7009007148720201·x_2^3.0959422748056795·x_3^3.6689242096836026·x_4^3.34569911578585·x_5^-4.550641692959508·x_6^-4.096182623265911·x_7^-3.3077395158402223·x_8^-4.232505244601722·x_9^3.4064087287606952·x_10^-2.0344631458387186·u_0^-2.086786135630348·u_1^-0.5388865409245847·u_2^0.0 + x_0^-3.3891929857136827·x_1^4.176859521052398·x_2^-3.9557955428536786·x_3^-0.04642567424738964·x_4^1.624442336841387·x_5^-2.9361634547517266·x_6^-4.714769202933722·x_7^-4.867537721522558·x_8^3.7873692243466124·x_9^0.2579589710524992·x_10^1.376826254986156·u_0^0.0·u_1^0.0·u_2^-4.236383581768122 + x_0^0.0752769864351972·x_1^2.180483627527982·x_2^-2.149853582486867·x_3^-4.05067246239172·x_4^-3.5835442315259156·x_5^0.8651349723480761·x_6^-1.0353838768934565·x_7^3.590810367777946·x_8^4.702557053655074·x_9^-3.8524030351458327·x_10^0.9877559321475795·u_0^0.0·u_1^-3.9665066945766054·u_2^0.0 + x_0^-3.035997416957461·x_1^-0.03195644825542576·x_2^-2.0404206575574566·x_3^-3.5717525060508795·x_4^3.8054901764568925·x_5^-2.6627790673934983·x_6^-0.5242833354622398·x_7^3.5499534791313856·x_8^3.6733750900845124·x_9^-0.27972421964193117·x_10^4.371527586961108·u_0^-1.3054990379625786·u_1^0.0·u_2^0.0 + x_0^-1.432068002979575·x_1^0.7035241161098762·x_2^4.281507463841475·x_3^-2.3075442037538307·x_4^-2.2512512564126563·x_5^4.212030040566331·x_6^1.8796202424484045·x_7^-0.3037732951000116·x_8^0.6486575008857063·x_9^-2.772423918975868·x_10^0.5687277383698692·u_0^0.0·u_1^0.0·u_2^1.7674579049853167 + x_0^3.1665484526296197·x_1^-0.5911927161704611·x_2^0.7917415182494203·x_3^-2.3377492456827564·x_4^3.2359019182026643·x_5^-2.4037121485557913·x_6^-0.054231491000048315·x_7^2.9429865190462134·x_8^2.2868248215241307·x_9^-4.005485914705615·x_10^-3.363652358582485·u_0^0.0·u_1^0.6514654897298666·u_2^0.0 + x_0^-1.960811969376901·x_1^3.2021278125564017·x_2^-2.4467028426896387·x_3^-4.773548389368829·x_4^4.49163765489857·x_5^-3.0406090438898015·x_6^-1.624861331570966·x_7^2.2773018354983936·x_8^3.8785409165176112·x_9^3.010508599473379·x_10^-3.3397300032481745·u_0^0.0·u_1^3.033980036568858·u_2^0.0 + x_0^-1.234481803084615·x_1^3.379494308270475·x_2^4.819730088363084·x_3^3.5335269783647156·x_4^-4.037766778156977·x_5^0.5192675642409705·x_6^-1.8039143823203485·x_7^2.502523029635036·x_8^-3.614158524093276·x_9^-4.960634804071107·x_10^4.367505965687572·u_0^-4.370355164707967·u_1^0.0·u_2^0.0 + x_0^-2.2947571164698912·x_1^0.2431419225717537·x_2^-3.6768762784070175·x_3^1.7762513930760617·x_4^-2.8261782945682867·x_5^4.0507009591451055·x_6^-2.600125409512045·x_7^2.47689323686399·x_8^2.3691750437812473·x_9^0.0014390768407572807·x_10^-2.924810471642111·u_0^2.0684171521272683·u_1^0.8542430859076583·u_2^0.0 + x_0^-3.025406260872099·x_1^3.105230963275643·x_2^4.935497638382266·x_3^-0.06318198478254455·x_4^-1.419810660407582·x_5^-1.709114509232533·x_6^-2.1421276579254664·x_7^-1.8771686150466707·x_8^-4.010330310754222·x_9^-2.044108659054632·x_10^-2.03278380348217·u_0^-1.6839862179005132·u_1^-4.559735307049413·u_2^0.0 + x_0^-3.614975041191155·x_1^1.7268861902741168·x_2^2.6854342797789297·x_3^-0.48699621881726607·x_4^0.4529995764230481·x_5^3.181768216442727·x_6^2.138276709224545·x_7^-0.003558230273823071·x_8^3.4524264147475243·x_9^-3.492379101674393·x_10^4.575234974331487·u_0^0.0·u_1^1.0815793818871233·u_2^0.0 + x_0^-0.4422743813088701·x_1^4.569683908810168·x_2^-3.719057951595323·x_3^-2.962522243678106·x_4^2.9637134362215107·x_5^4.657064322208237·x_6^4.099801150340941·x_7^-4.197825056808796·x_8^-3.8476885004811576·x_9^-4.20108391073851·x_10^-3.6364639935532628·u_0^3.542688043262659·u_1^0.0·u_2^0.0 + x_0^3.811727864484366·x_1^-1.867735927668214·x_2^-2.1894463570243916·x_3^-0.03550488880035374·x_4^-3.476463633495329·x_5^3.93784963217367·x_6^-0.4256542241951795·x_7^-4.860458745988229·x_8^-1.1491034871323444·x_9^-1.5075889792008965·x_10^2.8482551313003492·u_0^3.413349387992861·u_1^-2.595133280801403·u_2^0.0 + x_0^2.4376495862927854·x_1^1.128128579204148·x_2^2.1674330814926446·x_3^4.576700179885693·x_4^-4.895080139721511·x_5^-4.534024139101299·x_6^-0.0021185033537651776·x_7^-3.394385554459367·x_8^1.8868085388300901·x_9^-3.33280594109005·x_10^-0.3814978026074014·u_0^0.0·u_1^1.3695446695937048·u_2^0.0 + x_0^2.748115904979027·x_1^1.0103176059944623·x_2^1.9080814518292177·x_3^0.45190890986699017·x_4^0.9915105294102453·x_5^4.632995283103375·x_6^4.394780279305117·x_7^3.952550997222703·x_8^1.457001229621687·x_9^0.1062583958419907·x_10^-4.645549634272341·u_0^0.0·u_1^-4.259761231322512·u_2^0.0 + x_0^4.687178200226095·x_1^0.7680693354798507·x_2^3.052242069422544·x_3^2.6880476874871837·x_4^2.1417779147867773·x_5^-0.8196262176708835·x_6^-1.6952942252411054·x_7^2.683950494298438·x_8^3.705400576773595·x_9^-0.3046162784247928·x_10^4.982844298463377·u_0^0.0·u_1^0.08878058804571376·u_2^0.0 + x_0^-3.9930161900512227·x_1^1.9503984000049623·x_2^1.1716185542421869·x_3^4.1655715919704·x_4^3.0880048313431487·x_5^-0.16672954014790164·x_6^-0.24404017427165137·x_7^-1.6323833041045277·x_8^-1.9104589781357162·x_9^0.3036151725548777·x_10^-4.888193064268314·u_0^3.5975974420349406·u_1^0.0·u_2^0.0 + x_0^0.514123718428678·x_1^-2.9910128638476685·x_2^3.182183154965495·x_3^-3.037750937105872·x_4^3.1420421047517024·x_5^-0.9317064688948209·x_6^4.781506733585765·x_7^1.9811233542823636·x_8^4.886609170230772·x_9^0.5915372801774144·x_10^3.791384336129502·u_0^-2.954652300607531·u_1^0.0·u_2^0.0 + x_0^4.874277681024475·x_1^-1.7265950048253442·x_2^4.989144714610937·x_3^-0.1329267022886702·x_4^-1.7283756833987995·x_5^-3.1997659819469715·x_6^-2.918641093205067·x_7^-4.822506377460667·x_8^4.130615739505075·x_9^2.1944948092313226·x_10^-2.8032523098688·u_0^0.06786932769038412·u_1^0.0·u_2^0.0 + x_0^1.8712739139752275·x_1^-4.6518750759012795·x_2^-0.9590573215705636·x_3^-3.042344469254786·x_4^-1.9499426177350832·x_5^1.8248071380972863·x_6^-0.41270086644848636·x_7^-0.20298084361372037·x_8^0.7138046809859802·x_9^-1.6087711740664967·x_10^4.296527090161547·u_0^2.791731982893306·u_1^0.0·u_2^4.568294227474382)