Failed

run_tests.TestEquivalentPosynomials_mosek_cli.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_cli-20220329204951)

Failing for the past 1 build (Since #262 )
Took 0.1 sec.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_14^0.069·x_3^1.2·x_19^1.2·x_17^1.5·x_6^1.7·x_4^1.8·x_16^3.5·x_0^3.6·x_9^4.4·x_8^4.8/x_2^4.9/x_18^4.5/x_15^4.4/u_0^3.1/x_11^2.1/x_1^1.8/x_12^1.7/x_10^1.1/x_5^0.52/x_7^0.47/x_13^0.036 + x_12^1.7·x_2^2.4·x_3^2.6·x_19^2.7·x_15^2.9·x_10^3.1·x_0^4.2·x_17^4.3·x_9^4.8/x_16^3.5/x_6^3.5/x_4^3.1/x_1^3/x_18^2.8/x_7^2.8/x_14^2.7/x_11^2.5/x_5^1/x_13^0.84/x_8^0.56 + u_1^0.28·x_12^0.71·x_7^2.3·x_8^2.6·x_10^2.7·x_5^2.8·x_6^3.5·x_19^4.1·x_0^4.4·x_4^4.7/x_13^4.3/x_18^3.1/x_3^3/x_15^2.9/x_11^2.8/x_1^2.6/x_14^2.5/x_2^2.5/x_9^1.6/x_16^0.83/x_17^0.72 + x_8^0.34·x_3^0.57·x_5^0.96·x_7^1.4·x_11^2.8·x_18^2.9·x_12^3.5·x_1^3.5·x_13^3.6·x_9^3.9·x_10^4.4·x_0^4.7/x_2^4.4/x_15^2.7/u_0^2.5/x_16^2/x_6^1.5/x_4^0.82/x_19^0.69/x_14^0.25/x_17^0.17 + x_12^0.23·x_17^0.44·x_3^0.98·x_6^1.4·x_19^1.8·x_4^2.4·x_5^3.3·x_16^3.4·x_7^4·x_0^5/x_8^4.9/x_2^4.6/x_10^4/x_9^3.9/x_13^3.6/x_11^3.3/x_14^2.2/x_1^2/x_15^0.84/x_18^0.25 + x_12^0.35·x_6^1·x_3^1.7·x_4^2·u_0^2.2·x_2^2.3·x_18^3.9·x_1^4·x_15^4.7·x_9^5/x_11^4.8/x_16^4.3/x_8^4.1/x_17^3.9/x_5^3.8/x_0^2.6/x_19^2.4/x_13^2.2/x_14^2.2/x_10^1.2/x_7^1 + x_6^1.3·x_11^1.4·x_18^1.4·x_7^1.7·x_3^2.4·x_10^3.6·x_14^3.6·x_4^3.8·x_5^4·x_9^4.4·x_15^4.4·x_16^4.9/x_19^4.3/x_0^3.3/x_8^3.1/x_1^2.7/x_13^2.6/x_17^0.81/x_2^0.29/x_12^0.088 + x_0^0.36·x_1^0.83·x_7^1.7·x_13^2.1·x_14^2.1·x_6^2.3·x_12^2.3·x_16^3/x_10^4.9/x_3^4.7/x_15^4/x_18^4/x_9^3.8/x_11^3.8/x_4^3.3/x_5^2.9/x_19^2/x_17^1.5/x_2^1.2/x_8^0.99 + x_2^0.43·x_10^0.79·x_17^0.81·x_0^1·x_19^2·x_4^2.5·x_9^2.6·x_13^3.1·x_15^3.2·x_16^3.4·x_8^4.2·x_1^4.2·x_7^4.5/x_14^4.1/x_11^3.8/x_3^3.1/x_5^3.1/x_12^3/x_6^2.3/x_18^1.5 + x_19^0.81·x_1^1.3·x_6^1.3·x_0^2·x_13^2.9·x_14^3.8·x_9^4.5·x_4^4.5/x_17^4.5/x_16^3.2/x_5^2.5/x_7^2.5/x_2^2/x_12^2/x_15^1.8/x_11^1.7/x_18^1/x_10^0.55/x_3^0.2/x_8^0.012 + x_11^0.36·x_5^0.94·x_0^2.3·x_12^2.9·x_18^3.2·x_10^3.5·x_2^3.8·x_19^3.9·x_17^3.9/x_9^4.8/x_3^4.7/x_6^4.7/x_15^4.6/x_8^3.9/x_13^3.6/x_4^3.6/x_1^1.2/x_16^0.73/x_14^0.49/x_7^0.25 + x_19^0.097·x_18^0.63·x_16^1.6·x_8^1.9·x_5^1.9·x_0^2.4·x_4^2.5·x_7^2.5·x_3^3.1·x_2^3.2·x_12^3.7·x_6^4.9/x_14^4.6/x_15^4.2/x_9^3.1/x_10^3/x_13^2.6/x_1^2.6/x_17^0.61/x_11^0.53 + x_16^1.4·x_3^1.6·x_4^1.7·x_19^1.8·x_11^2.2·x_13^3·x_0^3.5·x_10^3.6·x_6^4·x_7^4.6·u_0^5/x_14^4.1/x_15^3.8/x_17^3.1/x_8^3.1/x_9^3.1/x_5^2.6/x_18^2.2/x_12^2.1/x_1^0.9/x_2^0.68) Items in the second set but not the first: gpkit.Posynomial(x_16^0.51·x_12^0.59·x_5^1.1·x_14^1.1·x_3^1.2·x_9^1.6·x_11^1.8·x_7^1.9·x_6^2·u_0^2.6·x_10^3.4·x_19^3.6·x_4^4·x_2^4.1·x_18^4.9/x_0^4.4/x_13^3.7/x_1^2.9/x_15^2.5/x_8^2.3/x_17^2.1 + x_0^-4.023190029880127·x_1^3.448592674249017·x_2^3.4684955567995477·x_3^-1.4966133171201577·x_4^-1.167787360334506·x_5^-4.204806761301429·x_6^-2.0724272155769796·x_7^-2.601695444177067·x_8^1.3757724666086792·x_9^-0.6414790724903643·x_10^2.253933675047275·x_11^4.667959947612415·x_12^2.786667815650726·x_13^0.5792387047707059·x_14^-0.3413638657303135·x_15^-1.7517523779772324·x_16^-4.93282928484245·x_17^4.576749143322562·x_18^0.38303754611832996·x_19^-0.3691869227736486·u_0^0.2580123278687174·u_1^0.0 + x_0^-2.494988966893236·x_1^1.5773376553414007·x_2^-1.0527228680054224·x_3^2.4582446022660314·x_4^-0.6847117191268559·x_5^1.3910137103398368·x_6^-3.8248094143699563·x_7^3.7344865309176214·x_8^-4.582532153975565·x_9^1.76100291377261·x_10^-3.472544082652802·x_11^-0.016534507642985474·x_12^4.61163478343515·x_13^4.601276061947381·x_14^-2.9880724069868183·x_15^-0.22724253491920532·x_16^-1.6937570501336916·x_17^-2.9451974154823346·x_18^-1.910670934254198·x_19^1.4045701095194074·u_0^0.0·u_1^0.07842506585058195 + x_0^1.001658925190183·x_1^-0.6693859104303179·x_2^3.2080811009624153·x_3^-1.6285775052122373·x_4^1.6298723273878153·x_5^-3.747034609502774·x_6^0.8882233113415801·x_7^3.2876682005741458·x_8^-2.586030118403937·x_9^-0.5678538039582728·x_10^-3.253461891358306·x_11^4.362912535877578·x_12^2.922997365633364·x_13^0.8682919580044199·x_14^1.6077561827802889·x_15^4.56471764276764·x_16^-3.243580218451302·x_17^-3.019727240293065·x_18^3.896563490403805·x_19^-0.2796780420465561·u_0^1.133118425015502·u_1^-3.582276434621949 + x_0^4.414535720970928·x_1^-2.648960655140163·x_2^-2.484752137820111·x_3^-3.0298918302560285·x_4^4.671959937154865·x_5^2.8268372747599173·x_6^3.4658534030399935·x_7^2.2537229896638857·x_8^2.5983784175113778·x_9^-1.6092833634394275·x_10^2.6597416346291967·x_11^-2.8165727500077544·x_12^0.7120839552179152·x_13^-4.251361070111399·x_14^-2.4979229649177617·x_15^-2.8781694415395553·x_16^-0.830505517154311·x_17^-0.7246981692352703·x_18^-3.1408560830164634·x_19^4.082311473551·u_0^0.0·u_1^0.2846241948097361 + x_0^-3.8523508628209093·x_1^-2.510936909292383·x_2^-4.151501506624181·x_3^-1.4974551353809087·x_4^0.8361763478874797·x_5^-1.2808360129159713·x_6^-2.3246965712899503·x_7^1.7213794334962254·x_8^1.1961620488540632·x_9^-2.6538473581144126·x_10^2.1699748385762305·x_11^-1.931665511504689·x_12^-2.0764896318724757·x_13^-0.19348182905687317·x_14^-2.7519892261100045·x_15^0.7153024682353664·x_16^-0.6465677296470993·x_17^4.403263262183714·x_18^-2.257146699216197·x_19^-1.1096792201443542·u_0^-2.5257338972671977·u_1^-1.007687777862691 + x_0^-2.626826161899889·x_1^4.001424504454654·x_2^2.275500640370489·x_3^1.6925151117376371·x_4^2.0314436782276903·x_5^-3.844540463782795·x_6^0.998935354160416·x_7^-1.0210016524977794·x_8^-4.1070277893703455·x_9^4.95589439984434·x_10^-1.2373124344599082·x_11^-4.846676852986208·x_12^0.34630106960058527·x_13^-2.2225127442776946·x_14^-2.2077131131143792·x_15^4.672930773490005·x_16^-4.311181088645446·x_17^-3.8731809805076347·x_18^3.8949537111271724·x_19^-2.399740954423819·u_0^2.153948814108838·u_1^0.0 + x_0^-3.8046238873690252·x_1^-2.8834285704324403·x_2^3.8643987187376485·x_3^-0.6645065419492502·x_4^-3.8426058570783175·x_5^-1.1951024884939376·x_6^-3.455119517723342·x_7^2.7012787322504703·x_8^3.3968899447730134·x_9^4.986061385130329·x_10^-3.968481436644945·x_11^3.4629958883457537·x_12^0.5875088596820444·x_13^-1.2577156019427758·x_14^3.464368730158574·x_15^1.7857500906906045·x_16^-1.1560685983194698·x_17^-1.8981612758089152·x_18^-1.079878194237752·x_19^1.9868615962226848·u_0^0.0·u_1^-2.5275991727854814 + x_0^3.646277631855673·x_1^-1.769108796144704·x_2^-4.900916988136029·x_3^1.2199530619558372·x_4^1.8467714160256588·x_5^-0.5238978180632401·x_6^1.7395293109413057·x_7^-0.46797157331443273·x_8^4.845810032031256·x_9^4.416208018386923·x_10^-1.1052503886244547·x_11^-2.1323257963447806·x_12^-1.67841419904192·x_13^-0.0359115718358094·x_14^0.06884598016957888·x_15^-4.354118901473235·x_16^3.4701933048220486·x_17^1.4695789985521266·x_18^-4.520409460636001·x_19^1.2386639244838342·u_0^-3.146461396516874·u_1^0.0 + x_0^4.667045170381458·x_1^3.513609073153461·x_2^-4.387963004620866·x_3^0.5690030244058777·x_4^-0.8235867767077973·x_5^0.9621349653121136·x_6^-1.512385379669452·x_7^1.4035749265359287·x_8^0.34314772279932715·x_9^3.8689669755275258·x_10^4.394554931896732·x_11^2.8365740234993764·x_12^3.4906656580351285·x_13^3.599152145174365·x_14^-0.24662319369022168·x_15^-2.731619550893364·x_16^-1.95606306360414·x_17^-0.17098379622234017·x_18^2.9226619299695153·x_19^-0.6932304962561862·u_0^-2.541999904658538·u_1^0.0 + x_0^-1.7661148923223724·x_1^3.164470858009924·x_2^-2.9431157744429424·x_3^-3.5831631241494843·x_4^1.5233876885942363·x_5^1.1012362736066823·x_6^-1.665821463316358·x_7^-0.6277509026047845·x_8^1.7638845882014822·x_9^-1.3922727312427794·x_10^3.673159054134814·x_11^1.0176322244279588·x_12^-1.880563385681505·x_13^3.548625345701744·x_14^-1.0665048679285052·x_15^3.2961282563131427·x_16^1.6257703108476287·x_17^3.6702037278710264·x_18^-0.21946650435191017·x_19^3.223710054044153·u_0^-3.1341176785073976·u_1^0.0 + x_0^-4.153589212476735·x_1^-0.2857546391651846·x_2^-4.1837133968942455·x_3^0.7906999761098632·x_4^1.7606988195080238·x_5^-2.393073519633565·x_6^2.318818017420858·x_7^-1.8634237812033572·x_8^4.9200303650687225·x_9^-4.385060402729911·x_10^4.675518253705082·x_11^-0.9259161086669625·x_12^4.90779630854521·x_13^-2.497550623651467·x_14^4.5702691546432845·x_15^4.34485854501407·x_16^2.086616146985179·x_17^-0.7858981017147535·x_18^3.840051898685447·x_19^2.8427998489826223·u_0^4.921382783665276·u_1^0.0 + x_0^3.482342363543019·x_1^-0.8978841196324163·x_2^-0.6754800982868137·x_3^1.637594099191074·x_4^1.7172157996668966·x_5^-2.595360514531093·x_6^3.9720193531176164·x_7^4.594707324683341·x_8^-3.123089555633637·x_9^-3.0585075653783447·x_10^3.561269765050577·x_11^2.1598053445553065·x_12^-2.0654160721461667·x_13^3.0140535170708755·x_14^-4.088841038670368·x_15^-3.769583024290668·x_16^1.4229444216900733·x_17^-3.141575912081743·x_18^-2.195560410432189·x_19^1.7711869540894787·u_0^4.9800148597996285·u_1^0.0)

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_14^0.069·x_3^1.2·x_19^1.2·x_17^1.5·x_6^1.7·x_4^1.8·x_16^3.5·x_0^3.6·x_9^4.4·x_8^4.8/x_2^4.9/x_18^4.5/x_15^4.4/u_0^3.1/x_11^2.1/x_1^1.8/x_12^1.7/x_10^1.1/x_5^0.52/x_7^0.47/x_13^0.036 + x_12^1.7·x_2^2.4·x_3^2.6·x_19^2.7·x_15^2.9·x_10^3.1·x_0^4.2·x_17^4.3·x_9^4.8/x_16^3.5/x_6^3.5/x_4^3.1/x_1^3/x_18^2.8/x_7^2.8/x_14^2.7/x_11^2.5/x_5^1/x_13^0.84/x_8^0.56 + u_1^0.28·x_12^0.71·x_7^2.3·x_8^2.6·x_10^2.7·x_5^2.8·x_6^3.5·x_19^4.1·x_0^4.4·x_4^4.7/x_13^4.3/x_18^3.1/x_3^3/x_15^2.9/x_11^2.8/x_1^2.6/x_14^2.5/x_2^2.5/x_9^1.6/x_16^0.83/x_17^0.72 + x_8^0.34·x_3^0.57·x_5^0.96·x_7^1.4·x_11^2.8·x_18^2.9·x_12^3.5·x_1^3.5·x_13^3.6·x_9^3.9·x_10^4.4·x_0^4.7/x_2^4.4/x_15^2.7/u_0^2.5/x_16^2/x_6^1.5/x_4^0.82/x_19^0.69/x_14^0.25/x_17^0.17 + x_12^0.23·x_17^0.44·x_3^0.98·x_6^1.4·x_19^1.8·x_4^2.4·x_5^3.3·x_16^3.4·x_7^4·x_0^5/x_8^4.9/x_2^4.6/x_10^4/x_9^3.9/x_13^3.6/x_11^3.3/x_14^2.2/x_1^2/x_15^0.84/x_18^0.25 + x_12^0.35·x_6^1·x_3^1.7·x_4^2·u_0^2.2·x_2^2.3·x_18^3.9·x_1^4·x_15^4.7·x_9^5/x_11^4.8/x_16^4.3/x_8^4.1/x_17^3.9/x_5^3.8/x_0^2.6/x_19^2.4/x_13^2.2/x_14^2.2/x_10^1.2/x_7^1 + x_6^1.3·x_11^1.4·x_18^1.4·x_7^1.7·x_3^2.4·x_10^3.6·x_14^3.6·x_4^3.8·x_5^4·x_9^4.4·x_15^4.4·x_16^4.9/x_19^4.3/x_0^3.3/x_8^3.1/x_1^2.7/x_13^2.6/x_17^0.81/x_2^0.29/x_12^0.088 + x_0^0.36·x_1^0.83·x_7^1.7·x_13^2.1·x_14^2.1·x_6^2.3·x_12^2.3·x_16^3/x_10^4.9/x_3^4.7/x_15^4/x_18^4/x_9^3.8/x_11^3.8/x_4^3.3/x_5^2.9/x_19^2/x_17^1.5/x_2^1.2/x_8^0.99 + x_2^0.43·x_10^0.79·x_17^0.81·x_0^1·x_19^2·x_4^2.5·x_9^2.6·x_13^3.1·x_15^3.2·x_16^3.4·x_8^4.2·x_1^4.2·x_7^4.5/x_14^4.1/x_11^3.8/x_3^3.1/x_5^3.1/x_12^3/x_6^2.3/x_18^1.5 + x_19^0.81·x_1^1.3·x_6^1.3·x_0^2·x_13^2.9·x_14^3.8·x_9^4.5·x_4^4.5/x_17^4.5/x_16^3.2/x_5^2.5/x_7^2.5/x_2^2/x_12^2/x_15^1.8/x_11^1.7/x_18^1/x_10^0.55/x_3^0.2/x_8^0.012 + x_11^0.36·x_5^0.94·x_0^2.3·x_12^2.9·x_18^3.2·x_10^3.5·x_2^3.8·x_19^3.9·x_17^3.9/x_9^4.8/x_3^4.7/x_6^4.7/x_15^4.6/x_8^3.9/x_13^3.6/x_4^3.6/x_1^1.2/x_16^0.73/x_14^0.49/x_7^0.25 + x_19^0.097·x_18^0.63·x_16^1.6·x_8^1.9·x_5^1.9·x_0^2.4·x_4^2.5·x_7^2.5·x_3^3.1·x_2^3.2·x_12^3.7·x_6^4.9/x_14^4.6/x_15^4.2/x_9^3.1/x_10^3/x_13^2.6/x_1^2.6/x_17^0.61/x_11^0.53 + x_16^1.4·x_3^1.6·x_4^1.7·x_19^1.8·x_11^2.2·x_13^3·x_0^3.5·x_10^3.6·x_6^4·x_7^4.6·u_0^5/x_14^4.1/x_15^3.8/x_17^3.1/x_8^3.1/x_9^3.1/x_5^2.6/x_18^2.2/x_12^2.1/x_1^0.9/x_2^0.68)
Items in the second set but not the first:
gpkit.Posynomial(x_16^0.51·x_12^0.59·x_5^1.1·x_14^1.1·x_3^1.2·x_9^1.6·x_11^1.8·x_7^1.9·x_6^2·u_0^2.6·x_10^3.4·x_19^3.6·x_4^4·x_2^4.1·x_18^4.9/x_0^4.4/x_13^3.7/x_1^2.9/x_15^2.5/x_8^2.3/x_17^2.1 + x_0^-4.023190029880127·x_1^3.448592674249017·x_2^3.4684955567995477·x_3^-1.4966133171201577·x_4^-1.167787360334506·x_5^-4.204806761301429·x_6^-2.0724272155769796·x_7^-2.601695444177067·x_8^1.3757724666086792·x_9^-0.6414790724903643·x_10^2.253933675047275·x_11^4.667959947612415·x_12^2.786667815650726·x_13^0.5792387047707059·x_14^-0.3413638657303135·x_15^-1.7517523779772324·x_16^-4.93282928484245·x_17^4.576749143322562·x_18^0.38303754611832996·x_19^-0.3691869227736486·u_0^0.2580123278687174·u_1^0.0 + x_0^-2.494988966893236·x_1^1.5773376553414007·x_2^-1.0527228680054224·x_3^2.4582446022660314·x_4^-0.6847117191268559·x_5^1.3910137103398368·x_6^-3.8248094143699563·x_7^3.7344865309176214·x_8^-4.582532153975565·x_9^1.76100291377261·x_10^-3.472544082652802·x_11^-0.016534507642985474·x_12^4.61163478343515·x_13^4.601276061947381·x_14^-2.9880724069868183·x_15^-0.22724253491920532·x_16^-1.6937570501336916·x_17^-2.9451974154823346·x_18^-1.910670934254198·x_19^1.4045701095194074·u_0^0.0·u_1^0.07842506585058195 + x_0^1.001658925190183·x_1^-0.6693859104303179·x_2^3.2080811009624153·x_3^-1.6285775052122373·x_4^1.6298723273878153·x_5^-3.747034609502774·x_6^0.8882233113415801·x_7^3.2876682005741458·x_8^-2.586030118403937·x_9^-0.5678538039582728·x_10^-3.253461891358306·x_11^4.362912535877578·x_12^2.922997365633364·x_13^0.8682919580044199·x_14^1.6077561827802889·x_15^4.56471764276764·x_16^-3.243580218451302·x_17^-3.019727240293065·x_18^3.896563490403805·x_19^-0.2796780420465561·u_0^1.133118425015502·u_1^-3.582276434621949 + x_0^4.414535720970928·x_1^-2.648960655140163·x_2^-2.484752137820111·x_3^-3.0298918302560285·x_4^4.671959937154865·x_5^2.8268372747599173·x_6^3.4658534030399935·x_7^2.2537229896638857·x_8^2.5983784175113778·x_9^-1.6092833634394275·x_10^2.6597416346291967·x_11^-2.8165727500077544·x_12^0.7120839552179152·x_13^-4.251361070111399·x_14^-2.4979229649177617·x_15^-2.8781694415395553·x_16^-0.830505517154311·x_17^-0.7246981692352703·x_18^-3.1408560830164634·x_19^4.082311473551·u_0^0.0·u_1^0.2846241948097361 + x_0^-3.8523508628209093·x_1^-2.510936909292383·x_2^-4.151501506624181·x_3^-1.4974551353809087·x_4^0.8361763478874797·x_5^-1.2808360129159713·x_6^-2.3246965712899503·x_7^1.7213794334962254·x_8^1.1961620488540632·x_9^-2.6538473581144126·x_10^2.1699748385762305·x_11^-1.931665511504689·x_12^-2.0764896318724757·x_13^-0.19348182905687317·x_14^-2.7519892261100045·x_15^0.7153024682353664·x_16^-0.6465677296470993·x_17^4.403263262183714·x_18^-2.257146699216197·x_19^-1.1096792201443542·u_0^-2.5257338972671977·u_1^-1.007687777862691 + x_0^-2.626826161899889·x_1^4.001424504454654·x_2^2.275500640370489·x_3^1.6925151117376371·x_4^2.0314436782276903·x_5^-3.844540463782795·x_6^0.998935354160416·x_7^-1.0210016524977794·x_8^-4.1070277893703455·x_9^4.95589439984434·x_10^-1.2373124344599082·x_11^-4.846676852986208·x_12^0.34630106960058527·x_13^-2.2225127442776946·x_14^-2.2077131131143792·x_15^4.672930773490005·x_16^-4.311181088645446·x_17^-3.8731809805076347·x_18^3.8949537111271724·x_19^-2.399740954423819·u_0^2.153948814108838·u_1^0.0 + x_0^-3.8046238873690252·x_1^-2.8834285704324403·x_2^3.8643987187376485·x_3^-0.6645065419492502·x_4^-3.8426058570783175·x_5^-1.1951024884939376·x_6^-3.455119517723342·x_7^2.7012787322504703·x_8^3.3968899447730134·x_9^4.986061385130329·x_10^-3.968481436644945·x_11^3.4629958883457537·x_12^0.5875088596820444·x_13^-1.2577156019427758·x_14^3.464368730158574·x_15^1.7857500906906045·x_16^-1.1560685983194698·x_17^-1.8981612758089152·x_18^-1.079878194237752·x_19^1.9868615962226848·u_0^0.0·u_1^-2.5275991727854814 + x_0^3.646277631855673·x_1^-1.769108796144704·x_2^-4.900916988136029·x_3^1.2199530619558372·x_4^1.8467714160256588·x_5^-0.5238978180632401·x_6^1.7395293109413057·x_7^-0.46797157331443273·x_8^4.845810032031256·x_9^4.416208018386923·x_10^-1.1052503886244547·x_11^-2.1323257963447806·x_12^-1.67841419904192·x_13^-0.0359115718358094·x_14^0.06884598016957888·x_15^-4.354118901473235·x_16^3.4701933048220486·x_17^1.4695789985521266·x_18^-4.520409460636001·x_19^1.2386639244838342·u_0^-3.146461396516874·u_1^0.0 + x_0^4.667045170381458·x_1^3.513609073153461·x_2^-4.387963004620866·x_3^0.5690030244058777·x_4^-0.8235867767077973·x_5^0.9621349653121136·x_6^-1.512385379669452·x_7^1.4035749265359287·x_8^0.34314772279932715·x_9^3.8689669755275258·x_10^4.394554931896732·x_11^2.8365740234993764·x_12^3.4906656580351285·x_13^3.599152145174365·x_14^-0.24662319369022168·x_15^-2.731619550893364·x_16^-1.95606306360414·x_17^-0.17098379622234017·x_18^2.9226619299695153·x_19^-0.6932304962561862·u_0^-2.541999904658538·u_1^0.0 + x_0^-1.7661148923223724·x_1^3.164470858009924·x_2^-2.9431157744429424·x_3^-3.5831631241494843·x_4^1.5233876885942363·x_5^1.1012362736066823·x_6^-1.665821463316358·x_7^-0.6277509026047845·x_8^1.7638845882014822·x_9^-1.3922727312427794·x_10^3.673159054134814·x_11^1.0176322244279588·x_12^-1.880563385681505·x_13^3.548625345701744·x_14^-1.0665048679285052·x_15^3.2961282563131427·x_16^1.6257703108476287·x_17^3.6702037278710264·x_18^-0.21946650435191017·x_19^3.223710054044153·u_0^-3.1341176785073976·u_1^0.0 + x_0^-4.153589212476735·x_1^-0.2857546391651846·x_2^-4.1837133968942455·x_3^0.7906999761098632·x_4^1.7606988195080238·x_5^-2.393073519633565·x_6^2.318818017420858·x_7^-1.8634237812033572·x_8^4.9200303650687225·x_9^-4.385060402729911·x_10^4.675518253705082·x_11^-0.9259161086669625·x_12^4.90779630854521·x_13^-2.497550623651467·x_14^4.5702691546432845·x_15^4.34485854501407·x_16^2.086616146985179·x_17^-0.7858981017147535·x_18^3.840051898685447·x_19^2.8427998489826223·u_0^4.921382783665276·u_1^0.0 + x_0^3.482342363543019·x_1^-0.8978841196324163·x_2^-0.6754800982868137·x_3^1.637594099191074·x_4^1.7172157996668966·x_5^-2.595360514531093·x_6^3.9720193531176164·x_7^4.594707324683341·x_8^-3.123089555633637·x_9^-3.0585075653783447·x_10^3.561269765050577·x_11^2.1598053445553065·x_12^-2.0654160721461667·x_13^3.0140535170708755·x_14^-4.088841038670368·x_15^-3.769583024290668·x_16^1.4229444216900733·x_17^-3.141575912081743·x_18^-2.195560410432189·x_19^1.7711869540894787·u_0^4.9800148597996285·u_1^0.0)