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Failed

run_tests.TestEquivalentPosynomials_mosek_cli.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_cli-20220329165404)

Failing for the past 1 build (Since Failed #261 )
Took 41 ms.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_12^2.1·x_1^2.2·u_0^2.4·x_6^4.6/u_4^4.5/x_7^4.2/x_4^2.9/x_10^2.8/x_0^2.3/x_3^1.9/x_2^1.7/x_9^1.5/x_11^0.53/x_5^0.51/x_8^0.38 + x_3^0.29·x_10^0.88·u_2^1.2·x_4^1.3·x_7^3.1·x_11^3.6·x_8^4.9/x_1^4.1/x_2^3.4/x_0^3/x_12^3/x_5^2.6/x_6^2.4/x_9^1.5 + x_8^0.28·x_10^1.2·x_9^1.6·x_7^1.8·x_6^3·x_4^3.2·x_0^4·x_3^4.8/x_12^3.8/x_1^3.4/x_2^1.4/x_11^1/x_5^0.68 + x_10^0.52·x_4^1.1·x_6^1.2·x_3^2·x_1^2.2·x_2^2.3·x_11^3.5·x_8^3.6·x_0^4.6/x_5^4.4/x_7^3.7/x_9^3.1/x_12^1.8/u_1^0.16) gpkit.Posynomial(x_11^0.84·x_12^3·x_5^3.3·x_3^3.4·x_8^3.6·x_6^4.6·x_2^5/x_1^4.1/x_9^3.7/x_10^1.8/x_7^1.7/x_4^1.4/x_0^0.26 + u_3^1.6·x_11^1.9·x_1^2.2·u_0^3.1·x_4^4.3/x_10^4.7/x_6^4.6/x_8^4.6/x_5^4/u_1^3.5/x_3^2.8/x_12^2.2/x_7^2.1/x_2^2/x_0^1.4/x_9^0.86 + x_11^1.6·x_4^1.8·x_1^2.3·x_7^2.4·x_3^2.5/x_8^4.9/x_5^4.8/x_6^4.6/x_9^3.7/x_10^3.1/x_12^2.7/x_0^2.2/x_2^1.8/u_2^0.47 + x_3^0.41·x_10^1.2·x_7^2.6·x_9^3.3·x_1^3.9·x_2^4.4·x_6^4.5·x_8^4.9/x_11^4.6/x_0^2.5/x_12^2.1/x_5^2/x_4^0.17 + x_11^0.85·x_3^1.5·x_4^2.4·x_8^2.7·x_7^3·x_9^3.3·x_2^3.6·x_10^4.8/x_5^3.9/x_0^3.3/x_12^2.1/x_6^1.5/x_1^0.95 + x_9^0.59·x_4^2.7·x_2^3·u_3^3.9·x_8^4·x_10^4.9/x_5^3.8/x_0^3.6/x_3^3.5/x_11^3.1/x_12^3/u_1^2.2/x_6^1.9/x_1^1.5/x_7^0.55 + x_11^0.7·x_9^1.7·x_8^1.8·x_4^4.2·x_3^4.4/x_6^4.6/x_7^4.4/x_0^4/x_10^3.6/x_2^3.2/x_5^2/x_1^1.5/x_12^0.42 + x_0^0.66·x_7^1.3·u_1^2.3·x_9^3.5/x_4^4.8/u_4^4.2/x_5^4/x_2^3.5/x_3^3.4/x_10^2.2/x_12^2.1/x_11^1.2/x_6^0.95/x_8^0.55/x_1^0.36 + x_3^0.19·u_3^0.36·x_0^0.95·x_9^3.3·x_10^3.5·x_7^3.8·x_8^4.5·x_12^4.8/x_4^1.9/x_11^1.5/x_5^1.2/x_6^1.2/x_1^0.85/x_2^0.8 + x_0^1.3·u_4^1.8·u_3^2.1·u_1^3.6·x_5^3.9·x_4^4·x_7^4.1/x_2^4/x_12^3.7/x_8^2.5/x_3^2.4/x_6^1.9/x_1^1.3/x_10^1.1/x_11^0.53/x_9^0.31 + x_3^0.034·x_8^0.06·x_4^0.96·x_11^1.2·x_6^1.3·x_0^1.7·x_9^2/x_1^3.2/x_10^2/u_0^1.8/x_7^1.2/x_2^0.74/x_5^0.061/x_12^0.045 + x_2^0.22·x_11^0.71·u_0^1.4·x_10^1.9·x_6^2.2·x_0^2.7·u_1^4.6/x_1^3.7/x_12^3.4/x_4^2.8/x_3^2.7/x_9^2.5/x_8^2/x_7^1/x_5^0.19 + u_0^0.27·x_4^1.7·x_0^2.8·x_10^3.2·x_1^4.8/x_7^4.2/x_11^4.1/x_2^3.4/x_12^3.3/x_6^2.6/x_9^2.6/x_5^1.8/x_8^1.7/x_3^0.035 + x_10^0.29·x_4^2.2·x_3^3·x_0^3.1·x_2^3.2·x_6^3.9·x_9^4/x_7^4.6/x_8^4.2/x_12^3.2/x_1^2.2/x_11^1.4/x_5^0.49 + x_1^0.45·x_12^0.5·x_10^0.88·x_3^0.96·x_7^2.6·x_0^3.3·x_6^3.6/x_9^3.8/x_5^2/x_8^1.9/x_4^1.7/x_2^0.96/x_11^0.62 + x_4^0.47·x_2^0.82·x_5^1.7·x_3^2.2·x_8^3.1·x_0^3.4·x_10^3.8·x_11^4.5/x_1^4.9/x_9^4.4/x_6^3/x_7^1.4/u_4^1.2/x_12^0.66 + x_9^0.0056·x_7^0.34·x_12^1.2·x_0^3.9·x_11^4·x_4^4.5·x_2^4.5·x_3^4.6/x_5^5/x_1^4.8/x_6^1.4/x_10^1.2/x_8^0.28) Items in the second set but not the first: gpkit.Posynomial(x_9^0.0093·x_4^0.018·u_2^1·x_1^1.3·x_11^1.9·x_7^2.1·x_12^3.3·x_6^4.1·x_0^4.1·x_3^4.4·x_8^4.5/x_5^4.6/x_2^1.5/x_10^1.2 + x_0^-3.0392714728968873·x_1^-4.090797057369654·x_2^-3.434509625731076·x_3^0.29105631760385275·x_4^1.283365807414249·x_5^-2.577160249632875·x_6^-2.393666717374996·x_7^3.1005215310895977·x_8^4.938653816317398·x_9^-1.5075942031930403·x_10^0.8774381078846458·x_11^3.648361301518495·x_12^-2.9685345442340516·u_0^0.0·u_1^0.0·u_2^1.1554278751878693·u_3^0.0·u_4^0.0 + x_0^-4.936996636328004·x_1^3.408691188865971·x_2^0.41492856705469805·x_3^1.4285847666629259·x_4^3.5992041477521326·x_5^-4.990744735558545·x_6^0.8255754065661343·x_7^-0.024189884835323028·x_8^-4.382391805044784·x_9^-4.249210550552622·x_10^4.915604352141932·x_11^-0.1869777776493109·x_12^-2.7918617288475955·u_0^0.0·u_1^0.0·u_2^-4.755819230217541·u_3^0.0·u_4^0.0 + x_0^-2.184971412569927·x_1^2.3463345078859286·x_2^-1.791510699905853·x_3^2.506676041124317·x_4^1.8495362500651105·x_5^-4.753098087629714·x_6^-4.643673532897195·x_7^2.3703902536979236·x_8^-4.948193774013378·x_9^-3.7415670475365994·x_10^-3.1174894242103757·x_11^1.5956452696243524·x_12^-2.6680569728842984·u_0^0.0·u_1^0.0·u_2^-0.47157186065371115·u_3^0.0·u_4^0.0) gpkit.Posynomial(x_11^3.3·x_1^3.9·x_9^3.9/x_4^4.5/u_0^3.6/x_3^3.4/x_6^3.3/x_2^3.3/x_8^2.4/x_7^1.2/x_5^1.1/x_0^1.1/x_12^0.72/x_10^0.66/u_3^0.11 + x_0^-2.6591155365340424·x_1^0.12302653422208465·x_2^-2.4548602470471756·x_3^2.1923961380956145·x_4^-3.777422825885929·x_5^-2.3108928754468403·x_6^1.2728765772171649·x_7^-0.8266782409741102·x_8^-0.5326909360907699·x_9^3.819744927229385·x_10^-1.3747514277873805·x_11^-0.7428873824221949·x_12^-1.808532271661508·u_0^4.058689119260869·u_1^0.0·u_2^0.0·u_3^-2.7849565888376056·u_4^0.0 + x_0^-4.132928666779505·x_1^-0.04683353613645469·x_2^4.252333558449493·x_3^-0.2879382737575966·x_4^4.43406319860877·x_5^4.642935619122165·x_6^2.294939700569774·x_7^-3.748849955099407·x_8^-3.6835715231343666·x_9^1.526699436388526·x_10^-2.6581668251524224·x_11^2.089631250482574·x_12^3.1587494369719344·u_0^0.0·u_1^4.412942113171937·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-2.978353587854783·x_1^1.9712001221313447·x_2^3.0317885923925694·x_3^0.416496852972533·x_4^0.9755064292253639·x_5^-1.880642541058811·x_6^-4.018076259219432·x_7^-4.767807669496919·x_8^-4.496071084367548·x_9^1.5934932792935266·x_10^-0.45450286463764566·x_11^1.8380442786715232·x_12^-2.417138060616537·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.214637059128592·u_4^3.6610019518454533 + x_0^4.552634581827302·x_1^2.232289050594055·x_2^2.3157739510827478·x_3^2.0426541873442483·x_4^1.0971789365439308·x_5^-4.417392472219584·x_6^1.249167815920213·x_7^-3.7025505604015576·x_8^3.599027252566481·x_9^-3.062647115689996·x_10^0.5160717045547072·x_11^3.4965700043597607·x_12^-1.8105553897472593·u_0^0.0·u_1^-0.15530302718680777·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-2.317629126944788·x_1^2.1898271362706803·x_2^-1.7221329535806253·x_3^-1.9118253925818163·x_4^-2.895247185677756·x_5^-0.5118881634950991·x_6^4.5715865918939045·x_7^-4.186993148634727·x_8^-0.380117229423246·x_9^-1.5498264658244376·x_10^-2.7676335276923436·x_11^-0.531415975289776·x_12^2.1065050521877957·u_0^2.4489376926566058·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-4.52422946731478 + x_0^-3.5649868305211276·x_1^-1.4534864034902997·x_2^2.952627850313677·x_3^-3.4512801578931973·x_4^2.6979831478293477·x_5^-3.8423583995622135·x_6^-1.8870284318244437·x_7^-0.5488695696368229·x_8^3.99355422066167·x_9^0.5899255541373698·x_10^4.895689519287286·x_11^-3.1474003304785683·x_12^-3.041644225190433·u_0^0.0·u_1^-2.222003320977077·u_2^0.0·u_3^3.9229006436014786·u_4^0.0 + x_0^-1.0517946872788664·x_1^0.2757998577394787·x_2^0.8440732892313942·x_3^2.6441615150954947·x_4^4.3232453566217846·x_5^0.8371395978161269·x_6^-4.198402884959713·x_7^-0.23617675926788628·x_8^4.962702945359734·x_9^1.8441666425005234·x_10^4.675163593196217·x_11^1.363664841383473·x_12^-2.9221219119348865·u_0^-3.0866959943314725·u_1^0.0·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-0.9362572272123746·x_1^3.0712456123049527·x_2^-4.847646452664035·x_3^4.25174432821786·x_4^0.8667904607187751·x_5^3.5902822880037384·x_6^4.422243356518948·x_7^-0.15220358801935774·x_8^-0.42588558301566604·x_9^-4.315595788255911·x_10^-3.682424080434047·x_11^-1.835466120092717·x_12^-1.6975608450457988·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-3.139810192070613 + x_0^-1.4301718732561697·x_1^2.204092520576073·x_2^-1.9623881276485355·x_3^-2.821913564779411·x_4^4.2619022776521085·x_5^-4.017819481162751·x_6^-4.567435531808664·x_7^-2.107985484669336·x_8^-4.562875184863158·x_9^-0.8645854083263869·x_10^-4.65923048805735·x_11^1.9182967950282928·x_12^-2.187145004959893·u_0^3.115354926882084·u_1^-3.492067950621387·u_2^0.0·u_3^1.6337606483740519·u_4^0.0 + x_0^0.6561690593032647·x_1^-0.3637014407687964·x_2^-3.5010072609692733·x_3^-3.4058681392127657·x_4^-4.825901219113149·x_5^-3.9891493844032855·x_6^-0.9525679236862752·x_7^1.3112526428077835·x_8^-0.5455702709127017·x_9^3.5473059759368315·x_10^-2.172685681726345·x_11^-1.2072368612432394·x_12^-2.0977197157499416·u_0^0.0·u_1^2.34607738288389·u_2^0.0·u_3^0.0·u_4^-4.195159734939268 + x_0^2.7377905767576998·x_1^-3.68050105279473·x_2^0.2213956802953776·x_3^-2.6667623924710506·x_4^-2.8498259272240265·x_5^-0.1856244078860625·x_6^2.1648969067623405·x_7^-1.0149058682168075·x_8^-2.003554754810567·x_9^-2.5148937605241817·x_10^1.8501853244648476·x_11^0.7083287475511284·x_12^-3.3637355645585254·u_0^1.381425144455165·u_1^4.552538570264713·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^1.2909041761508746·x_1^-1.2849187227013203·x_2^-4.040548500104194·x_3^-2.4050195946948327·x_4^4.02294783488782·x_5^3.880672083264443·x_6^-1.8873506974841514·x_7^4.110137790678342·x_8^-2.5462353275142426·x_9^-0.3058215741180046·x_10^-1.1085308202899133·x_11^-0.5271153152384089·x_12^-3.660885620774492·u_0^0.0·u_1^3.567041293446154·u_2^0.0·u_3^2.12088808408113·u_4^1.7590182784454966 + x_0^2.797356589575257·x_1^4.816290772739006·x_2^-3.3518473970302654·x_3^-0.03450621828797651·x_4^1.6699071290295509·x_5^-1.8435848939551294·x_6^-2.577393872623107·x_7^-4.171514543082747·x_8^-1.7280741742162142·x_9^-2.562103413371004·x_10^3.151750961004966·x_11^-4.090941288638469·x_12^-3.2950884856939746·u_0^0.27313624308293205·u_1^0.0·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^0.9492358935515988·x_1^-0.8500239579756697·x_2^-0.7985986190643155·x_3^0.18668027143714028·x_4^-1.9177500815911017·x_5^-1.2144630100410336·x_6^-1.1632673206298372·x_7^3.798667657718461·x_8^4.522363294696676·x_9^3.2862940887399112·x_10^3.5279287234893904·x_11^-1.4591518969685602·x_12^4.779850632875679·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.3600439981847092·u_4^0.0 + x_0^1.7280779504262664·x_1^-3.1778287041544417·x_2^-0.7368645586329592·x_3^0.03439236010252866·x_4^0.9563092514149352·x_5^-0.060905446776144956·x_6^1.253165954548634·x_7^-1.2431590479498942·x_8^0.05962960103325532·x_9^1.9917082090323301·x_10^-1.9736494611076583·x_11^1.1543997530041583·x_12^-0.04509721625367291·u_0^-1.8022375881924408·u_1^0.0·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^3.443268192344405·x_1^-4.850217411540955·x_2^0.8195412652585032·x_3^2.2374780680861184·x_4^0.4733485219524427·x_5^1.7165526017298225·x_6^-3.0464535080065067·x_7^-1.354581941040791·x_8^3.0785798674356837·x_9^-4.3547609955980695·x_10^3.79543041284159·x_11^4.479465190229529·x_12^-0.663641971498433·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-1.1829838766248595)

Stacktrace

Traceback (most recent call last):
  File "/jenkins/workspace/CE_gplibrary_Push_research_models/mosek/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_12^2.1·x_1^2.2·u_0^2.4·x_6^4.6/u_4^4.5/x_7^4.2/x_4^2.9/x_10^2.8/x_0^2.3/x_3^1.9/x_2^1.7/x_9^1.5/x_11^0.53/x_5^0.51/x_8^0.38 + x_3^0.29·x_10^0.88·u_2^1.2·x_4^1.3·x_7^3.1·x_11^3.6·x_8^4.9/x_1^4.1/x_2^3.4/x_0^3/x_12^3/x_5^2.6/x_6^2.4/x_9^1.5 + x_8^0.28·x_10^1.2·x_9^1.6·x_7^1.8·x_6^3·x_4^3.2·x_0^4·x_3^4.8/x_12^3.8/x_1^3.4/x_2^1.4/x_11^1/x_5^0.68 + x_10^0.52·x_4^1.1·x_6^1.2·x_3^2·x_1^2.2·x_2^2.3·x_11^3.5·x_8^3.6·x_0^4.6/x_5^4.4/x_7^3.7/x_9^3.1/x_12^1.8/u_1^0.16)
gpkit.Posynomial(x_11^0.84·x_12^3·x_5^3.3·x_3^3.4·x_8^3.6·x_6^4.6·x_2^5/x_1^4.1/x_9^3.7/x_10^1.8/x_7^1.7/x_4^1.4/x_0^0.26 + u_3^1.6·x_11^1.9·x_1^2.2·u_0^3.1·x_4^4.3/x_10^4.7/x_6^4.6/x_8^4.6/x_5^4/u_1^3.5/x_3^2.8/x_12^2.2/x_7^2.1/x_2^2/x_0^1.4/x_9^0.86 + x_11^1.6·x_4^1.8·x_1^2.3·x_7^2.4·x_3^2.5/x_8^4.9/x_5^4.8/x_6^4.6/x_9^3.7/x_10^3.1/x_12^2.7/x_0^2.2/x_2^1.8/u_2^0.47 + x_3^0.41·x_10^1.2·x_7^2.6·x_9^3.3·x_1^3.9·x_2^4.4·x_6^4.5·x_8^4.9/x_11^4.6/x_0^2.5/x_12^2.1/x_5^2/x_4^0.17 + x_11^0.85·x_3^1.5·x_4^2.4·x_8^2.7·x_7^3·x_9^3.3·x_2^3.6·x_10^4.8/x_5^3.9/x_0^3.3/x_12^2.1/x_6^1.5/x_1^0.95 + x_9^0.59·x_4^2.7·x_2^3·u_3^3.9·x_8^4·x_10^4.9/x_5^3.8/x_0^3.6/x_3^3.5/x_11^3.1/x_12^3/u_1^2.2/x_6^1.9/x_1^1.5/x_7^0.55 + x_11^0.7·x_9^1.7·x_8^1.8·x_4^4.2·x_3^4.4/x_6^4.6/x_7^4.4/x_0^4/x_10^3.6/x_2^3.2/x_5^2/x_1^1.5/x_12^0.42 + x_0^0.66·x_7^1.3·u_1^2.3·x_9^3.5/x_4^4.8/u_4^4.2/x_5^4/x_2^3.5/x_3^3.4/x_10^2.2/x_12^2.1/x_11^1.2/x_6^0.95/x_8^0.55/x_1^0.36 + x_3^0.19·u_3^0.36·x_0^0.95·x_9^3.3·x_10^3.5·x_7^3.8·x_8^4.5·x_12^4.8/x_4^1.9/x_11^1.5/x_5^1.2/x_6^1.2/x_1^0.85/x_2^0.8 + x_0^1.3·u_4^1.8·u_3^2.1·u_1^3.6·x_5^3.9·x_4^4·x_7^4.1/x_2^4/x_12^3.7/x_8^2.5/x_3^2.4/x_6^1.9/x_1^1.3/x_10^1.1/x_11^0.53/x_9^0.31 + x_3^0.034·x_8^0.06·x_4^0.96·x_11^1.2·x_6^1.3·x_0^1.7·x_9^2/x_1^3.2/x_10^2/u_0^1.8/x_7^1.2/x_2^0.74/x_5^0.061/x_12^0.045 + x_2^0.22·x_11^0.71·u_0^1.4·x_10^1.9·x_6^2.2·x_0^2.7·u_1^4.6/x_1^3.7/x_12^3.4/x_4^2.8/x_3^2.7/x_9^2.5/x_8^2/x_7^1/x_5^0.19 + u_0^0.27·x_4^1.7·x_0^2.8·x_10^3.2·x_1^4.8/x_7^4.2/x_11^4.1/x_2^3.4/x_12^3.3/x_6^2.6/x_9^2.6/x_5^1.8/x_8^1.7/x_3^0.035 + x_10^0.29·x_4^2.2·x_3^3·x_0^3.1·x_2^3.2·x_6^3.9·x_9^4/x_7^4.6/x_8^4.2/x_12^3.2/x_1^2.2/x_11^1.4/x_5^0.49 + x_1^0.45·x_12^0.5·x_10^0.88·x_3^0.96·x_7^2.6·x_0^3.3·x_6^3.6/x_9^3.8/x_5^2/x_8^1.9/x_4^1.7/x_2^0.96/x_11^0.62 + x_4^0.47·x_2^0.82·x_5^1.7·x_3^2.2·x_8^3.1·x_0^3.4·x_10^3.8·x_11^4.5/x_1^4.9/x_9^4.4/x_6^3/x_7^1.4/u_4^1.2/x_12^0.66 + x_9^0.0056·x_7^0.34·x_12^1.2·x_0^3.9·x_11^4·x_4^4.5·x_2^4.5·x_3^4.6/x_5^5/x_1^4.8/x_6^1.4/x_10^1.2/x_8^0.28)
Items in the second set but not the first:
gpkit.Posynomial(x_9^0.0093·x_4^0.018·u_2^1·x_1^1.3·x_11^1.9·x_7^2.1·x_12^3.3·x_6^4.1·x_0^4.1·x_3^4.4·x_8^4.5/x_5^4.6/x_2^1.5/x_10^1.2 + x_0^-3.0392714728968873·x_1^-4.090797057369654·x_2^-3.434509625731076·x_3^0.29105631760385275·x_4^1.283365807414249·x_5^-2.577160249632875·x_6^-2.393666717374996·x_7^3.1005215310895977·x_8^4.938653816317398·x_9^-1.5075942031930403·x_10^0.8774381078846458·x_11^3.648361301518495·x_12^-2.9685345442340516·u_0^0.0·u_1^0.0·u_2^1.1554278751878693·u_3^0.0·u_4^0.0 + x_0^-4.936996636328004·x_1^3.408691188865971·x_2^0.41492856705469805·x_3^1.4285847666629259·x_4^3.5992041477521326·x_5^-4.990744735558545·x_6^0.8255754065661343·x_7^-0.024189884835323028·x_8^-4.382391805044784·x_9^-4.249210550552622·x_10^4.915604352141932·x_11^-0.1869777776493109·x_12^-2.7918617288475955·u_0^0.0·u_1^0.0·u_2^-4.755819230217541·u_3^0.0·u_4^0.0 + x_0^-2.184971412569927·x_1^2.3463345078859286·x_2^-1.791510699905853·x_3^2.506676041124317·x_4^1.8495362500651105·x_5^-4.753098087629714·x_6^-4.643673532897195·x_7^2.3703902536979236·x_8^-4.948193774013378·x_9^-3.7415670475365994·x_10^-3.1174894242103757·x_11^1.5956452696243524·x_12^-2.6680569728842984·u_0^0.0·u_1^0.0·u_2^-0.47157186065371115·u_3^0.0·u_4^0.0)
gpkit.Posynomial(x_11^3.3·x_1^3.9·x_9^3.9/x_4^4.5/u_0^3.6/x_3^3.4/x_6^3.3/x_2^3.3/x_8^2.4/x_7^1.2/x_5^1.1/x_0^1.1/x_12^0.72/x_10^0.66/u_3^0.11 + x_0^-2.6591155365340424·x_1^0.12302653422208465·x_2^-2.4548602470471756·x_3^2.1923961380956145·x_4^-3.777422825885929·x_5^-2.3108928754468403·x_6^1.2728765772171649·x_7^-0.8266782409741102·x_8^-0.5326909360907699·x_9^3.819744927229385·x_10^-1.3747514277873805·x_11^-0.7428873824221949·x_12^-1.808532271661508·u_0^4.058689119260869·u_1^0.0·u_2^0.0·u_3^-2.7849565888376056·u_4^0.0 + x_0^-4.132928666779505·x_1^-0.04683353613645469·x_2^4.252333558449493·x_3^-0.2879382737575966·x_4^4.43406319860877·x_5^4.642935619122165·x_6^2.294939700569774·x_7^-3.748849955099407·x_8^-3.6835715231343666·x_9^1.526699436388526·x_10^-2.6581668251524224·x_11^2.089631250482574·x_12^3.1587494369719344·u_0^0.0·u_1^4.412942113171937·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-2.978353587854783·x_1^1.9712001221313447·x_2^3.0317885923925694·x_3^0.416496852972533·x_4^0.9755064292253639·x_5^-1.880642541058811·x_6^-4.018076259219432·x_7^-4.767807669496919·x_8^-4.496071084367548·x_9^1.5934932792935266·x_10^-0.45450286463764566·x_11^1.8380442786715232·x_12^-2.417138060616537·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.214637059128592·u_4^3.6610019518454533 + x_0^4.552634581827302·x_1^2.232289050594055·x_2^2.3157739510827478·x_3^2.0426541873442483·x_4^1.0971789365439308·x_5^-4.417392472219584·x_6^1.249167815920213·x_7^-3.7025505604015576·x_8^3.599027252566481·x_9^-3.062647115689996·x_10^0.5160717045547072·x_11^3.4965700043597607·x_12^-1.8105553897472593·u_0^0.0·u_1^-0.15530302718680777·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-2.317629126944788·x_1^2.1898271362706803·x_2^-1.7221329535806253·x_3^-1.9118253925818163·x_4^-2.895247185677756·x_5^-0.5118881634950991·x_6^4.5715865918939045·x_7^-4.186993148634727·x_8^-0.380117229423246·x_9^-1.5498264658244376·x_10^-2.7676335276923436·x_11^-0.531415975289776·x_12^2.1065050521877957·u_0^2.4489376926566058·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-4.52422946731478 + x_0^-3.5649868305211276·x_1^-1.4534864034902997·x_2^2.952627850313677·x_3^-3.4512801578931973·x_4^2.6979831478293477·x_5^-3.8423583995622135·x_6^-1.8870284318244437·x_7^-0.5488695696368229·x_8^3.99355422066167·x_9^0.5899255541373698·x_10^4.895689519287286·x_11^-3.1474003304785683·x_12^-3.041644225190433·u_0^0.0·u_1^-2.222003320977077·u_2^0.0·u_3^3.9229006436014786·u_4^0.0 + x_0^-1.0517946872788664·x_1^0.2757998577394787·x_2^0.8440732892313942·x_3^2.6441615150954947·x_4^4.3232453566217846·x_5^0.8371395978161269·x_6^-4.198402884959713·x_7^-0.23617675926788628·x_8^4.962702945359734·x_9^1.8441666425005234·x_10^4.675163593196217·x_11^1.363664841383473·x_12^-2.9221219119348865·u_0^-3.0866959943314725·u_1^0.0·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-0.9362572272123746·x_1^3.0712456123049527·x_2^-4.847646452664035·x_3^4.25174432821786·x_4^0.8667904607187751·x_5^3.5902822880037384·x_6^4.422243356518948·x_7^-0.15220358801935774·x_8^-0.42588558301566604·x_9^-4.315595788255911·x_10^-3.682424080434047·x_11^-1.835466120092717·x_12^-1.6975608450457988·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-3.139810192070613 + x_0^-1.4301718732561697·x_1^2.204092520576073·x_2^-1.9623881276485355·x_3^-2.821913564779411·x_4^4.2619022776521085·x_5^-4.017819481162751·x_6^-4.567435531808664·x_7^-2.107985484669336·x_8^-4.562875184863158·x_9^-0.8645854083263869·x_10^-4.65923048805735·x_11^1.9182967950282928·x_12^-2.187145004959893·u_0^3.115354926882084·u_1^-3.492067950621387·u_2^0.0·u_3^1.6337606483740519·u_4^0.0 + x_0^0.6561690593032647·x_1^-0.3637014407687964·x_2^-3.5010072609692733·x_3^-3.4058681392127657·x_4^-4.825901219113149·x_5^-3.9891493844032855·x_6^-0.9525679236862752·x_7^1.3112526428077835·x_8^-0.5455702709127017·x_9^3.5473059759368315·x_10^-2.172685681726345·x_11^-1.2072368612432394·x_12^-2.0977197157499416·u_0^0.0·u_1^2.34607738288389·u_2^0.0·u_3^0.0·u_4^-4.195159734939268 + x_0^2.7377905767576998·x_1^-3.68050105279473·x_2^0.2213956802953776·x_3^-2.6667623924710506·x_4^-2.8498259272240265·x_5^-0.1856244078860625·x_6^2.1648969067623405·x_7^-1.0149058682168075·x_8^-2.003554754810567·x_9^-2.5148937605241817·x_10^1.8501853244648476·x_11^0.7083287475511284·x_12^-3.3637355645585254·u_0^1.381425144455165·u_1^4.552538570264713·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^1.2909041761508746·x_1^-1.2849187227013203·x_2^-4.040548500104194·x_3^-2.4050195946948327·x_4^4.02294783488782·x_5^3.880672083264443·x_6^-1.8873506974841514·x_7^4.110137790678342·x_8^-2.5462353275142426·x_9^-0.3058215741180046·x_10^-1.1085308202899133·x_11^-0.5271153152384089·x_12^-3.660885620774492·u_0^0.0·u_1^3.567041293446154·u_2^0.0·u_3^2.12088808408113·u_4^1.7590182784454966 + x_0^2.797356589575257·x_1^4.816290772739006·x_2^-3.3518473970302654·x_3^-0.03450621828797651·x_4^1.6699071290295509·x_5^-1.8435848939551294·x_6^-2.577393872623107·x_7^-4.171514543082747·x_8^-1.7280741742162142·x_9^-2.562103413371004·x_10^3.151750961004966·x_11^-4.090941288638469·x_12^-3.2950884856939746·u_0^0.27313624308293205·u_1^0.0·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^0.9492358935515988·x_1^-0.8500239579756697·x_2^-0.7985986190643155·x_3^0.18668027143714028·x_4^-1.9177500815911017·x_5^-1.2144630100410336·x_6^-1.1632673206298372·x_7^3.798667657718461·x_8^4.522363294696676·x_9^3.2862940887399112·x_10^3.5279287234893904·x_11^-1.4591518969685602·x_12^4.779850632875679·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.3600439981847092·u_4^0.0 + x_0^1.7280779504262664·x_1^-3.1778287041544417·x_2^-0.7368645586329592·x_3^0.03439236010252866·x_4^0.9563092514149352·x_5^-0.060905446776144956·x_6^1.253165954548634·x_7^-1.2431590479498942·x_8^0.05962960103325532·x_9^1.9917082090323301·x_10^-1.9736494611076583·x_11^1.1543997530041583·x_12^-0.04509721625367291·u_0^-1.8022375881924408·u_1^0.0·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^3.443268192344405·x_1^-4.850217411540955·x_2^0.8195412652585032·x_3^2.2374780680861184·x_4^0.4733485219524427·x_5^1.7165526017298225·x_6^-3.0464535080065067·x_7^-1.354581941040791·x_8^3.0785798674356837·x_9^-4.3547609955980695·x_10^3.79543041284159·x_11^4.479465190229529·x_12^-0.663641971498433·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^-1.1829838766248595)