Skip to content

Failed

run_tests.TestEquivalentPosynomials_mosek_conif.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_conif-20220329204905)

Failing for the past 1 build (Since Failed #262 )
Took 31 ms.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_9^0.67·x_1^1.3·x_7^3·x_3^4.3/x_2^4.7/x_4^3.4/x_5^3.3/x_10^1.3/x_6^1.1/x_0^1.1/x_8^0.26 + x_9^1.9·x_7^2.8·x_1^4.4/x_4^4.9/x_5^4.8/x_2^3.2/x_6^2.8/x_0^1.5/x_3^0.39/x_8^0.18/x_10^0.11 + x_9^0.085·x_2^0.78·x_1^2.1·x_8^3/x_10^4.8/x_6^4/x_4^3.1/x_3^2.3/x_0^2.1/x_7^1.6/x_5^1.5 + x_9^0.42·x_6^1.2·x_2^1.5·x_3^1.7·x_5^2.3·x_4^3.3/x_1^4.8/u_1^4.1/x_7^3.4/x_10^3/x_0^2.5/x_8^1.4 + u_2^0.59·x_2^1.8·x_8^2.2·x_5^2.7·x_1^3.3·x_7^4/x_10^4.8/x_9^3.7/x_4^3.6/x_0^2.6/x_6^0.41/x_3^0.12 + x_9^0.4·x_10^2.7·x_4^3·x_3^3.1·x_7^3.6·x_6^4.2/x_0^2.7/x_2^1.5/x_8^1.3/x_1^1.2/x_5^0.41 + x_9^0.56·x_4^4.3/x_10^5/x_1^4.9/u_0^4.3/x_5^3.9/x_0^3.2/x_8^2.5/x_7^2.1/x_2^2.1/x_3^0.32/x_6^0.29 + x_6^0.2·x_10^0.77·x_7^0.88·x_8^1.6·x_9^1.7·u_0^2.1/x_4^4.2/x_0^3.4/x_5^1.9/x_1^1.8/x_2^1.8/x_3^0.36 + x_9^0.54·x_3^1.9·x_6^2/x_7^4.9/x_0^4.4/x_8^3.7/x_4^2.5/x_5^2.1/x_2^2/x_10^0.75/x_1^0.63/u_2^0.35 + x_6^1·x_5^1.8·x_9^2.1·x_2^2.8·x_3^3.1/x_0^4.7/x_4^2.8/x_10^2.4/x_7^1.7/x_1^1/u_0^0.7/x_8^0.45 + x_0^1.3·x_6^1.9·x_5^2.4·x_10^2.9·x_7^3.2·x_4^3.2·x_9^3.8/x_1^3/x_3^3/x_8^2.3/x_2^1.5 + x_9^0.19·x_4^0.51·x_0^1.5·x_7^3.3·x_6^3.4·x_8^3.8·x_5^3.9·x_10^4.2/x_3^4.7/x_2^0.92/x_1^0.68 + x_1^0.11·x_7^0.18·x_10^0.26·x_0^1.7·x_9^3.5·x_4^4.3·x_8^4.8/x_2^4.3/u_0^1.7/x_3^1.4/x_6^1.4/x_5^0.094 + x_6^0.16·x_0^2·x_5^3.3·u_2^3.7·x_7^4.3·x_3^4.9/x_4^4.6/x_10^3.3/x_2^3.2/x_1^2/x_8^1.6/x_9^0.086 + x_2^1.9·x_5^2.1·x_0^2.7·x_4^3.1·u_3^4.4/x_7^4.1/x_3^4/u_2^3.5/x_9^3.4/x_8^1.8/x_10^1.7/x_1^1.4/x_6^0.49 + u_1^0.39·u_3^0.58·x_6^0.65·x_0^2.8/x_4^3.8/x_5^3.7/x_7^3.2/x_9^3/x_1^3/x_10^2.4/u_0^2.1/x_2^1.2/x_3^1.1/x_8^0.41 + u_2^0.54·x_9^1.2·x_10^1.4·x_0^3·x_1^3.3·x_5^4.3/x_4^3.5/x_7^3.4/x_6^2.8/x_3^2.8/x_8^1.4/x_2^0.7 + x_7^1.4·x_0^3.9·x_6^4.2·x_5^4.7/x_2^3.8/x_1^3.5/x_9^2.9/x_3^2.6/x_10^2.3/x_4^0.72/x_8^0.31 + x_3^0.56·x_5^1.4·x_1^2.7·x_0^4·x_10^4.5/x_4^4.8/x_9^4.5/x_8^4.3/x_6^2.5/x_2^0.52/x_7^0.44 + x_9^2.5·x_4^3.8·x_0^4·x_3^4.1/x_2^5/x_6^4.3/x_5^2.9/x_10^2.7/x_7^1.7/x_8^0.77/x_1^0.53) Items in the second set but not the first: gpkit.Posynomial(x_10^0.47·x_8^1.3·x_1^3.9·x_3^3.9·x_7^4.5·x_0^4.8/u_2^4.7/x_2^3.7/x_6^3.6/x_9^3.6/x_5^3.2/u_3^2.7/x_4^0.0063 + x_0^-3.1519144945414848·x_1^-4.888173157073262·x_2^-2.115855238412485·x_3^-0.31651414306071235·x_4^4.263633465187496·x_5^-3.891847939259608·x_6^-0.29289577034914505·x_7^-2.1161005489380456·x_8^-2.5163472045688207·x_9^0.557740845166002·x_10^-4.995322686415305·u_0^-4.315569212802005·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-0.51200735139573·x_1^-1.7873482829096177·x_2^0.449284276899796·x_3^3.60294118241303·x_4^-1.779668023429707·x_5^-2.1270783986972583·x_6^-3.496421034453714·x_7^-3.794448350652928·x_8^2.5272088846661047·x_9^-0.7311745265619685·x_10^-2.6365119302822047·u_0^3.8514858719291483·u_1^0.0·u_2^0.0·u_3^-3.7476657137345457 + x_0^-4.940491444100897·x_1^-0.06681937264851978·x_2^2.7069678371703407·x_3^-3.942102282233124·x_4^0.1429159520840786·x_5^3.1880271278075583·x_6^4.377523445936362·x_7^-3.4591659596699245·x_8^-1.1966734798646348·x_9^0.5873168346965603·x_10^-3.2064188419578588·u_0^0.0·u_1^0.0·u_2^-3.0503173068840495·u_3^0.0 + x_0^-2.9771691258668564·x_1^-4.51465117856819·x_2^4.885756840278498·x_3^-4.218725302302281·x_4^-2.8980863644319745·x_5^-2.5515568193061497·x_6^2.743390984122337·x_7^-3.8089173560524268·x_8^-2.719422665271918·x_9^4.527435982022242·x_10^4.013614679417412·u_0^-2.8805627222274346·u_1^0.0·u_2^-4.536810733261048·u_3^0.0 + x_0^-4.361202862808835·x_1^4.324066350029188·x_2^-0.8871736841318958·x_3^4.781676828597497·x_4^-0.8129789755241372·x_5^2.8439399458437107·x_6^-2.6291190067868406·x_7^-4.857555847882305·x_8^3.5578950268094616·x_9^-4.648988501644956·x_10^-4.6757057658786465·u_0^0.0·u_1^0.567661223105913·u_2^0.0·u_3^4.673867069111647 + x_0^2.0273840584223226·x_1^-2.0444793131041408·x_2^-3.242780638234076·x_3^4.942271047996574·x_4^-4.581933126717689·x_5^3.28977401942646·x_6^0.15928167273864258·x_7^4.30589401530583·x_8^-1.6463618439916505·x_9^-0.0856826824402459·x_10^-3.254812243171105·u_0^0.0·u_1^0.0·u_2^3.73480428484277·u_3^0.0 + x_0^-3.4373071340435657·x_1^-1.8142450179567882·x_2^-1.79025604772825·x_3^-0.35558063589490896·x_4^-4.230862316174321·x_5^-1.9043293164807817·x_6^0.19808337471712·x_7^0.8830980614599557·x_8^1.5632011641576256·x_9^1.6641388531762829·x_10^0.7729716180422663·u_0^2.081591700289125·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-4.445564807468543·x_1^-0.632031040069009·x_2^-2.0094598203773675·x_3^1.940777577718099·x_4^-2.4656880345171084·x_5^-2.1204630690763873·x_6^1.9670134875722676·x_7^-4.868463153672695·x_8^-3.7402357465160607·x_9^0.5351227064302613·x_10^-0.7482185299692254·u_0^0.0·u_1^0.0·u_2^-0.3542501458846514·u_3^0.0 + x_0^-2.545177745291892·x_1^-4.829035779342781·x_2^1.4773899569384028·x_3^1.6956288025841246·x_4^3.285137474320443·x_5^2.295767849762832·x_6^1.2426574883866977·x_7^-3.3932956250103183·x_8^-1.3980314763098156·x_9^0.4197514968553353·x_10^-3.0040304181467836·u_0^0.0·u_1^-4.079867659260364·u_2^0.0·u_3^0.0 + x_0^2.800436187696084·x_1^-2.9924374975785764·x_2^-1.1858434252138803·x_3^-1.0766622354407387·x_4^-3.8012394018617512·x_5^-3.7492723031796196·x_6^0.6498166457419066·x_7^-3.173002290905896·x_8^-0.40726597227253336·x_9^-3.0239147763320795·x_10^-2.4434255043558997·u_0^-2.0936436321667045·u_1^0.3903319996054738·u_2^0.0·u_3^0.5774201225675701 + x_0^-2.926456533264472·x_1^-3.7556914518682594·x_2^-2.833263755240265·x_3^-4.740828824077998·x_4^0.5538010888278357·x_5^-3.3130024957793456·x_6^2.55794424775509·x_7^3.197597892968245·x_8^-4.076090954842241·x_9^2.175612659845843·x_10^-3.651783664126582·u_0^-2.6078069770315464·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-4.729566615913024·x_1^-1.0006580366971263·x_2^2.803101223273642·x_3^3.1342271501206618·x_4^-2.789770643156176·x_5^1.7868191472828485·x_6^1.0314822880663952·x_7^-1.7276598640858811·x_8^-0.4472497600954819·x_9^2.142337236915713·x_10^-2.3563936822121576·u_0^-0.6994258828894667·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-2.6014385128318285·x_1^3.301106056801938·x_2^1.8423192488919193·x_3^-0.11740015613033705·x_4^-3.5783865186264983·x_5^2.719866064592228·x_6^-0.41431991668738455·x_7^3.9951337021623132·x_8^2.2199113305285163·x_9^-3.7134404584906813·x_10^-4.827817076159388·u_0^0.0·u_1^0.0·u_2^0.5874968526032109·u_3^0.0 + x_0^4.704535683938921·x_1^-4.760232325164294·x_2^4.9179825381687365·x_3^4.2049726865697·x_4^2.5398070814553417·x_5^0.32756033377593585·x_6^2.947366628914957·x_7^-4.201872455933967·x_8^3.455904166157053·x_9^1.8567035191957615·x_10^4.324208510872179·u_0^0.0·u_1^-4.765606951433097·u_2^0.0·u_3^2.2247683344162947 + x_0^2.9683187284846433·x_1^3.253884861517413·x_2^-0.702150624157797·x_3^-2.794005225595624·x_4^-3.5331641239451983·x_5^4.327233873763964·x_6^-2.797390596564975·x_7^-3.387885777229276·x_8^-1.3664325813182296·x_9^1.1652971419811529·x_10^1.4283751910301978·u_0^0.0·u_1^0.0·u_2^0.5396249771457085·u_3^0.0 + x_0^1.6602107223307714·x_1^0.11075872605145953·x_2^-4.3452310051894045·x_3^-1.4000895810843197·x_4^4.291137308580845·x_5^-0.09431123830823473·x_6^-1.3975357140228848·x_7^0.1776158661291074·x_8^4.837387648232395·x_9^3.49756354437857·x_10^0.26157934065989963·u_0^-1.735973958272829·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-4.229336648867809·x_1^-4.407535062856496·x_2^2.164121473993676·x_3^-3.7488716008738376·x_4^1.6112489186491246·x_5^-2.5492577770667735·x_6^1.4976797728782785·x_7^3.073407035852057·x_8^3.763300421785882·x_9^0.7752644963880018·x_10^-3.023631547003951·u_0^0.0·u_1^0.0·u_2^-1.252728921882117·u_3^0.0 + x_0^2.028841128341031·x_1^2.5919190587853684·x_2^-2.2382530455867764·x_3^-3.815678395397323·x_4^0.7301019651966936·x_5^3.2648389546897576·x_6^0.4228573800021831·x_7^0.08146696175067358·x_8^-3.3025157095006485·x_9^4.702080455681157·x_10^-2.0139634826073927·u_0^0.0·u_1^0.0·u_2^4.314888900066249·u_3^0.0 + x_0^2.7169302117547067·x_1^-1.4451109037941867·x_2^1.8682911368156212·x_3^-3.9595045807521334·x_4^3.0726692462974707·x_5^2.0680359032804816·x_6^-0.4868026361836506·x_7^-4.079017073076434·x_8^-1.8437850283175914·x_9^-3.3930682241487373·x_10^-1.6743510792166116·u_0^0.0·u_1^0.0·u_2^-3.516949571121738·u_3^4.409418387861482)

Stacktrace

Traceback (most recent call last):
  File "/Users/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_9^0.67·x_1^1.3·x_7^3·x_3^4.3/x_2^4.7/x_4^3.4/x_5^3.3/x_10^1.3/x_6^1.1/x_0^1.1/x_8^0.26 + x_9^1.9·x_7^2.8·x_1^4.4/x_4^4.9/x_5^4.8/x_2^3.2/x_6^2.8/x_0^1.5/x_3^0.39/x_8^0.18/x_10^0.11 + x_9^0.085·x_2^0.78·x_1^2.1·x_8^3/x_10^4.8/x_6^4/x_4^3.1/x_3^2.3/x_0^2.1/x_7^1.6/x_5^1.5 + x_9^0.42·x_6^1.2·x_2^1.5·x_3^1.7·x_5^2.3·x_4^3.3/x_1^4.8/u_1^4.1/x_7^3.4/x_10^3/x_0^2.5/x_8^1.4 + u_2^0.59·x_2^1.8·x_8^2.2·x_5^2.7·x_1^3.3·x_7^4/x_10^4.8/x_9^3.7/x_4^3.6/x_0^2.6/x_6^0.41/x_3^0.12 + x_9^0.4·x_10^2.7·x_4^3·x_3^3.1·x_7^3.6·x_6^4.2/x_0^2.7/x_2^1.5/x_8^1.3/x_1^1.2/x_5^0.41 + x_9^0.56·x_4^4.3/x_10^5/x_1^4.9/u_0^4.3/x_5^3.9/x_0^3.2/x_8^2.5/x_7^2.1/x_2^2.1/x_3^0.32/x_6^0.29 + x_6^0.2·x_10^0.77·x_7^0.88·x_8^1.6·x_9^1.7·u_0^2.1/x_4^4.2/x_0^3.4/x_5^1.9/x_1^1.8/x_2^1.8/x_3^0.36 + x_9^0.54·x_3^1.9·x_6^2/x_7^4.9/x_0^4.4/x_8^3.7/x_4^2.5/x_5^2.1/x_2^2/x_10^0.75/x_1^0.63/u_2^0.35 + x_6^1·x_5^1.8·x_9^2.1·x_2^2.8·x_3^3.1/x_0^4.7/x_4^2.8/x_10^2.4/x_7^1.7/x_1^1/u_0^0.7/x_8^0.45 + x_0^1.3·x_6^1.9·x_5^2.4·x_10^2.9·x_7^3.2·x_4^3.2·x_9^3.8/x_1^3/x_3^3/x_8^2.3/x_2^1.5 + x_9^0.19·x_4^0.51·x_0^1.5·x_7^3.3·x_6^3.4·x_8^3.8·x_5^3.9·x_10^4.2/x_3^4.7/x_2^0.92/x_1^0.68 + x_1^0.11·x_7^0.18·x_10^0.26·x_0^1.7·x_9^3.5·x_4^4.3·x_8^4.8/x_2^4.3/u_0^1.7/x_3^1.4/x_6^1.4/x_5^0.094 + x_6^0.16·x_0^2·x_5^3.3·u_2^3.7·x_7^4.3·x_3^4.9/x_4^4.6/x_10^3.3/x_2^3.2/x_1^2/x_8^1.6/x_9^0.086 + x_2^1.9·x_5^2.1·x_0^2.7·x_4^3.1·u_3^4.4/x_7^4.1/x_3^4/u_2^3.5/x_9^3.4/x_8^1.8/x_10^1.7/x_1^1.4/x_6^0.49 + u_1^0.39·u_3^0.58·x_6^0.65·x_0^2.8/x_4^3.8/x_5^3.7/x_7^3.2/x_9^3/x_1^3/x_10^2.4/u_0^2.1/x_2^1.2/x_3^1.1/x_8^0.41 + u_2^0.54·x_9^1.2·x_10^1.4·x_0^3·x_1^3.3·x_5^4.3/x_4^3.5/x_7^3.4/x_6^2.8/x_3^2.8/x_8^1.4/x_2^0.7 + x_7^1.4·x_0^3.9·x_6^4.2·x_5^4.7/x_2^3.8/x_1^3.5/x_9^2.9/x_3^2.6/x_10^2.3/x_4^0.72/x_8^0.31 + x_3^0.56·x_5^1.4·x_1^2.7·x_0^4·x_10^4.5/x_4^4.8/x_9^4.5/x_8^4.3/x_6^2.5/x_2^0.52/x_7^0.44 + x_9^2.5·x_4^3.8·x_0^4·x_3^4.1/x_2^5/x_6^4.3/x_5^2.9/x_10^2.7/x_7^1.7/x_8^0.77/x_1^0.53)
Items in the second set but not the first:
gpkit.Posynomial(x_10^0.47·x_8^1.3·x_1^3.9·x_3^3.9·x_7^4.5·x_0^4.8/u_2^4.7/x_2^3.7/x_6^3.6/x_9^3.6/x_5^3.2/u_3^2.7/x_4^0.0063 + x_0^-3.1519144945414848·x_1^-4.888173157073262·x_2^-2.115855238412485·x_3^-0.31651414306071235·x_4^4.263633465187496·x_5^-3.891847939259608·x_6^-0.29289577034914505·x_7^-2.1161005489380456·x_8^-2.5163472045688207·x_9^0.557740845166002·x_10^-4.995322686415305·u_0^-4.315569212802005·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-0.51200735139573·x_1^-1.7873482829096177·x_2^0.449284276899796·x_3^3.60294118241303·x_4^-1.779668023429707·x_5^-2.1270783986972583·x_6^-3.496421034453714·x_7^-3.794448350652928·x_8^2.5272088846661047·x_9^-0.7311745265619685·x_10^-2.6365119302822047·u_0^3.8514858719291483·u_1^0.0·u_2^0.0·u_3^-3.7476657137345457 + x_0^-4.940491444100897·x_1^-0.06681937264851978·x_2^2.7069678371703407·x_3^-3.942102282233124·x_4^0.1429159520840786·x_5^3.1880271278075583·x_6^4.377523445936362·x_7^-3.4591659596699245·x_8^-1.1966734798646348·x_9^0.5873168346965603·x_10^-3.2064188419578588·u_0^0.0·u_1^0.0·u_2^-3.0503173068840495·u_3^0.0 + x_0^-2.9771691258668564·x_1^-4.51465117856819·x_2^4.885756840278498·x_3^-4.218725302302281·x_4^-2.8980863644319745·x_5^-2.5515568193061497·x_6^2.743390984122337·x_7^-3.8089173560524268·x_8^-2.719422665271918·x_9^4.527435982022242·x_10^4.013614679417412·u_0^-2.8805627222274346·u_1^0.0·u_2^-4.536810733261048·u_3^0.0 + x_0^-4.361202862808835·x_1^4.324066350029188·x_2^-0.8871736841318958·x_3^4.781676828597497·x_4^-0.8129789755241372·x_5^2.8439399458437107·x_6^-2.6291190067868406·x_7^-4.857555847882305·x_8^3.5578950268094616·x_9^-4.648988501644956·x_10^-4.6757057658786465·u_0^0.0·u_1^0.567661223105913·u_2^0.0·u_3^4.673867069111647 + x_0^2.0273840584223226·x_1^-2.0444793131041408·x_2^-3.242780638234076·x_3^4.942271047996574·x_4^-4.581933126717689·x_5^3.28977401942646·x_6^0.15928167273864258·x_7^4.30589401530583·x_8^-1.6463618439916505·x_9^-0.0856826824402459·x_10^-3.254812243171105·u_0^0.0·u_1^0.0·u_2^3.73480428484277·u_3^0.0 + x_0^-3.4373071340435657·x_1^-1.8142450179567882·x_2^-1.79025604772825·x_3^-0.35558063589490896·x_4^-4.230862316174321·x_5^-1.9043293164807817·x_6^0.19808337471712·x_7^0.8830980614599557·x_8^1.5632011641576256·x_9^1.6641388531762829·x_10^0.7729716180422663·u_0^2.081591700289125·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-4.445564807468543·x_1^-0.632031040069009·x_2^-2.0094598203773675·x_3^1.940777577718099·x_4^-2.4656880345171084·x_5^-2.1204630690763873·x_6^1.9670134875722676·x_7^-4.868463153672695·x_8^-3.7402357465160607·x_9^0.5351227064302613·x_10^-0.7482185299692254·u_0^0.0·u_1^0.0·u_2^-0.3542501458846514·u_3^0.0 + x_0^-2.545177745291892·x_1^-4.829035779342781·x_2^1.4773899569384028·x_3^1.6956288025841246·x_4^3.285137474320443·x_5^2.295767849762832·x_6^1.2426574883866977·x_7^-3.3932956250103183·x_8^-1.3980314763098156·x_9^0.4197514968553353·x_10^-3.0040304181467836·u_0^0.0·u_1^-4.079867659260364·u_2^0.0·u_3^0.0 + x_0^2.800436187696084·x_1^-2.9924374975785764·x_2^-1.1858434252138803·x_3^-1.0766622354407387·x_4^-3.8012394018617512·x_5^-3.7492723031796196·x_6^0.6498166457419066·x_7^-3.173002290905896·x_8^-0.40726597227253336·x_9^-3.0239147763320795·x_10^-2.4434255043558997·u_0^-2.0936436321667045·u_1^0.3903319996054738·u_2^0.0·u_3^0.5774201225675701 + x_0^-2.926456533264472·x_1^-3.7556914518682594·x_2^-2.833263755240265·x_3^-4.740828824077998·x_4^0.5538010888278357·x_5^-3.3130024957793456·x_6^2.55794424775509·x_7^3.197597892968245·x_8^-4.076090954842241·x_9^2.175612659845843·x_10^-3.651783664126582·u_0^-2.6078069770315464·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-4.729566615913024·x_1^-1.0006580366971263·x_2^2.803101223273642·x_3^3.1342271501206618·x_4^-2.789770643156176·x_5^1.7868191472828485·x_6^1.0314822880663952·x_7^-1.7276598640858811·x_8^-0.4472497600954819·x_9^2.142337236915713·x_10^-2.3563936822121576·u_0^-0.6994258828894667·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-2.6014385128318285·x_1^3.301106056801938·x_2^1.8423192488919193·x_3^-0.11740015613033705·x_4^-3.5783865186264983·x_5^2.719866064592228·x_6^-0.41431991668738455·x_7^3.9951337021623132·x_8^2.2199113305285163·x_9^-3.7134404584906813·x_10^-4.827817076159388·u_0^0.0·u_1^0.0·u_2^0.5874968526032109·u_3^0.0 + x_0^4.704535683938921·x_1^-4.760232325164294·x_2^4.9179825381687365·x_3^4.2049726865697·x_4^2.5398070814553417·x_5^0.32756033377593585·x_6^2.947366628914957·x_7^-4.201872455933967·x_8^3.455904166157053·x_9^1.8567035191957615·x_10^4.324208510872179·u_0^0.0·u_1^-4.765606951433097·u_2^0.0·u_3^2.2247683344162947 + x_0^2.9683187284846433·x_1^3.253884861517413·x_2^-0.702150624157797·x_3^-2.794005225595624·x_4^-3.5331641239451983·x_5^4.327233873763964·x_6^-2.797390596564975·x_7^-3.387885777229276·x_8^-1.3664325813182296·x_9^1.1652971419811529·x_10^1.4283751910301978·u_0^0.0·u_1^0.0·u_2^0.5396249771457085·u_3^0.0 + x_0^1.6602107223307714·x_1^0.11075872605145953·x_2^-4.3452310051894045·x_3^-1.4000895810843197·x_4^4.291137308580845·x_5^-0.09431123830823473·x_6^-1.3975357140228848·x_7^0.1776158661291074·x_8^4.837387648232395·x_9^3.49756354437857·x_10^0.26157934065989963·u_0^-1.735973958272829·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-4.229336648867809·x_1^-4.407535062856496·x_2^2.164121473993676·x_3^-3.7488716008738376·x_4^1.6112489186491246·x_5^-2.5492577770667735·x_6^1.4976797728782785·x_7^3.073407035852057·x_8^3.763300421785882·x_9^0.7752644963880018·x_10^-3.023631547003951·u_0^0.0·u_1^0.0·u_2^-1.252728921882117·u_3^0.0 + x_0^2.028841128341031·x_1^2.5919190587853684·x_2^-2.2382530455867764·x_3^-3.815678395397323·x_4^0.7301019651966936·x_5^3.2648389546897576·x_6^0.4228573800021831·x_7^0.08146696175067358·x_8^-3.3025157095006485·x_9^4.702080455681157·x_10^-2.0139634826073927·u_0^0.0·u_1^0.0·u_2^4.314888900066249·u_3^0.0 + x_0^2.7169302117547067·x_1^-1.4451109037941867·x_2^1.8682911368156212·x_3^-3.9595045807521334·x_4^3.0726692462974707·x_5^2.0680359032804816·x_6^-0.4868026361836506·x_7^-4.079017073076434·x_8^-1.8437850283175914·x_9^-3.3930682241487373·x_10^-1.6743510792166116·u_0^0.0·u_1^0.0·u_2^-3.516949571121738·u_3^4.409418387861482)