Failed

run_tests.TestEquivalentPosynomials_mosek_conif.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_conif-20220302154218)

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_8^0.18·x_12^1.5·x_5^1.7·x_9^2.5·x_13^3·x_6^3.6·x_10^4.3·x_4^4.5/x_11^5/x_1^4.8/x_2^3.3/x_3^1.5/x_14^1.2/x_15^0.72/x_0^0.47/x_7^0.1 + x_11^0.44·x_3^0.63·x_5^0.99·x_1^1.2·x_4^2.6·x_6^4.2·x_13^5/u_2^4.5/x_15^4.3/x_7^3/x_2^2.4/x_12^2.2/x_9^1.2/x_10^0.98/x_0^0.48/x_14^0.44/x_8^0.12 + x_2^0.34·x_6^1.3·u_3^1.7·x_11^2.2·x_14^3.7·x_4^4·x_3^4.1·x_13^5/x_9^3.8/x_15^2.8/x_10^2.4/x_8^1.7/x_1^1.5/x_5^1.3/x_0^1/x_7^0.64/x_12^0.47 + x_11^1.9·x_1^2.1·x_4^2.2·x_10^2.7·x_9^2.7·x_12^3.4·x_14^4.1·x_15^4.4·x_7^4.5/x_13^4.4/x_8^3.6/x_5^3.1/x_3^3.1/x_6^2.4/x_0^1.5/x_2^1.5 + x_11^0.13·x_15^1.5·x_5^1.7·x_8^1.7·x_4^3.1·x_1^3.1·x_2^3.9/u_3^4.9/x_13^4.7/x_3^3/x_7^3/x_9^2.6/x_10^2.4/x_0^1.6/x_12^1.5/x_14^1.2/x_6^0.53 + x_6^0.94·x_12^2.9·x_8^3.5·x_2^3.8·x_4^4.1·x_9^4.4·x_5^4.5·x_10^4.5·x_15^4.9/x_11^2.9/x_0^2.4/x_13^2/x_1^1.8/x_14^1.6/x_7^0.51/x_3^0.052 + u_1^0.44·x_9^0.47·x_7^1.2·x_4^2.4·x_11^2.4·x_8^2.6·x_5^3.1·x_1^3.2·x_6^4.2·u_3^4.2·x_12^4.3/x_0^3.4/x_2^3/x_14^2.6/x_13^1.4/x_3^0.71/x_15^0.63/x_10^0.26 + x_9^0.76·x_10^0.8·u_0^1.1·x_3^1.5·x_12^1.6·x_7^2.1·x_13^2.9·x_1^3.6·x_8^4.5·x_11^5/x_2^3.9/x_0^3.6/x_4^2.8/x_15^2.5/x_14^1.8/x_6^1.5/u_2^1.4/x_5^0.95 + x_8^0.74·x_12^1.4·x_7^1.4·x_15^1.7·x_4^2.1·x_13^3.4·x_1^4.4/x_0^4/x_2^3.7/x_9^2.9/x_5^2.7/x_3^1.7/x_11^1.2/x_14^0.91/x_6^0.76/x_10^0.57 + x_5^0.16·x_3^1.2·x_11^2.7·x_2^4.2·u_0^4.3·x_1^4.5/x_0^4.2/x_12^3.6/x_10^3.1/x_13^2.9/x_9^1.7/x_8^1.6/x_6^1.4/x_7^1.3/x_15^1.2/x_14^0.78/x_4^0.036 + x_1^0.0012·x_13^1.8·x_11^1.9·x_14^3·x_3^3·x_8^4.3/x_5^4.9/x_0^4.5/x_4^2.3/x_7^2.3/x_9^2.2/x_10^2.1/x_15^1.2/x_12^0.71/x_2^0.6/x_6^0.18 + x_0^0.88·x_5^1.4·x_12^1.8·x_7^1.9·x_4^2.3·x_3^2.9·x_6^3.6·x_1^3.8·x_10^4.3·x_13^4.3/x_15^4.8/x_11^2.7/x_2^1.9/u_0^1.3/x_9^0.98/x_8^0.92/x_14^0.23 + x_7^0.2·x_0^1.2·x_10^1.4·x_1^3.1·x_13^3.5·x_8^3.7·x_9^4.2/x_14^4.3/x_6^3.8/x_12^3.2/x_11^3.2/u_0^2.9/x_3^2.9/x_5^2.4/x_4^0.8/u_3^0.78/x_2^0.47/x_15^0.44 + x_10^0.32·x_13^1.1·x_4^1.2·x_5^1.3·x_0^1.7·u_0^2·x_9^2·x_8^2.8·x_11^3.1·x_12^4.1·x_3^4.1·x_2^4.5/x_1^3.4/x_14^3.4/x_6^2.8/x_15^2.1/x_7^1.3 + x_5^0.024·x_9^1.1·x_12^1.1·u_3^2·x_0^2.5·x_7^3.5·x_13^4·x_3^4.3·x_4^4.3/x_8^4.7/x_11^4.4/x_6^3.6/x_14^2.7/x_1^2.6/x_2^2.3/x_15^1.5/x_10^0.32 + u_3^0.084·x_5^0.28·x_8^2.4·x_0^3.2·x_4^3.3·x_10^3.5·x_13^3.7·x_14^3.9·x_1^4/x_3^4.9/x_12^4.1/x_11^3.8/x_15^3.5/x_6^3.4/x_2^3/x_9^2.9/x_7^0.94 + x_1^0.051·x_10^0.64·x_7^0.72·x_11^1.1·x_2^1.1·x_9^2.5·u_0^2.5·x_0^3.9·x_6^4·x_4^4.4·u_1^5/x_14^4.8/x_12^4.3/x_8^3.8/x_13^3.4/x_5^2.3/x_15^2/x_3^1.1) Items in the second set but not the first: gpkit.Posynomial(x_2^0.34·x_6^1.3·u_3^1.7·x_11^2.2·x_14^3.7·x_4^4·x_3^4.1·x_13^5/x_9^3.8/x_15^2.8/x_10^2.4/x_8^1.7/x_1^1.5/x_5^1.3/x_0^1/x_7^0.64/x_12^0.47 + x_0^1.7006729066179354·x_1^-3.4473508499044003·x_2^4.5242555278938·x_3^4.122873905935418·x_4^1.2220256027303753·x_5^1.2739817269521438·x_6^-2.7501122357853447·x_7^-1.2542587068455822·x_8^2.8435703415424314·x_9^1.981988307181311·x_10^0.3216168417446372·x_11^3.0505205868145726·x_12^4.062841861169254·x_13^1.0516804319312598·x_14^-3.414033490856596·x_15^-2.1105068731050713·u_0^1.9631975043651928·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-3.5688908749341697·x_1^3.588959966343012·x_2^-3.9439954226569562·x_3^1.4560301777091027·x_4^-2.798842374555023·x_5^-0.9488316278823898·x_6^-1.5450108533335594·x_7^2.1075113730884905·x_8^4.517936351362872·x_9^0.7610565290498759·x_10^0.8046707610635249·x_11^4.997828348555609·x_12^1.6451260040190343·x_13^2.8722663372390915·x_14^-1.8385891506473575·x_15^-2.5138811063911417·u_0^1.094417096012719·u_1^0.0·u_2^-1.3777192209693272·u_3^0.0 + x_0^2.2773336149296854·x_1^-3.8201598746760714·x_2^4.9144320576265965·x_3^-2.9447984433303898·x_4^-3.6608067195959637·x_5^0.5745242170889853·x_6^-3.1557761414708163·x_7^0.5153133752403001·x_8^4.946805022231558·x_9^3.0888769178409365·x_10^-4.7139536502495325·x_11^-4.762986635218159·x_12^-0.8974323634517702·x_13^2.0063847770197674·x_14^-3.5559503047976104·x_15^-4.924645783506123·u_0^0.0·u_1^0.0·u_2^4.9499725488854445·u_3^0.0 + x_0^-4.752402887883641·x_1^2.3657838746725517·x_2^-3.9156057434364966·x_3^0.18371453720787745·x_4^-0.5893772318910067·x_5^-2.0767411321128226·x_6^4.470306996989649·x_7^3.9295803095627164·x_8^2.502687004308659·x_9^-2.7566236783606257·x_10^4.006335859128525·x_11^2.4618231029380313·x_12^-4.085631550322186·x_13^-0.26482425002671306·x_14^0.09091812840229085·x_15^-2.6455680162129402·u_0^1.288904915732939·u_1^-3.3228290050718066·u_2^0.0·u_3^0.0 + x_0^3.2486332857795333·x_1^2.5248708065645866·x_2^2.910349898517614·x_3^-1.7702565246476611·x_4^0.02524020037328878·x_5^-0.18140799462696577·x_6^4.07108405197228·x_7^-3.349720527478026·x_8^1.6290829431316496·x_9^-1.764408895279368·x_10^1.4189906637851246·x_11^4.503620471905611·x_12^-3.0352657335261055·x_13^2.88407264301779·x_14^1.7496566335400292·x_15^2.0620007359718837·u_0^1.8697375873659927·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^3.929775315805493·x_1^0.05144244933377706·x_2^1.14525171807332·x_3^-1.0660406017867974·x_4^4.367421423295701·x_5^-2.326103450254581·x_6^3.958420097992084·x_7^0.7165243071171092·x_8^-3.771036094080115·x_9^2.470801782780664·x_10^0.6405039976752818·x_11^1.0672710794408227·x_12^-4.3225637011260005·x_13^-3.394077908196368·x_14^-4.843199446046031·x_15^-2.0202730594981775·u_0^2.539142191658704·u_1^4.972995298050938·u_2^0.0·u_3^0.0 + x_0^-0.47899557641601387·x_1^1.1640233850787087·x_2^-2.4026783559540874·x_3^0.6279729128225693·x_4^2.6265392088430106·x_5^0.9913328943392905·x_6^4.18365887721764·x_7^-2.988923577027194·x_8^-0.1230399038170944·x_9^-1.1546393091799159·x_10^-0.9801431125497251·x_11^0.4428413289991706·x_12^-2.2355684534733724·x_13^4.98365821663678·x_14^-0.43776060168148767·x_15^-4.2747893579641·u_0^0.0·u_1^0.0·u_2^-4.51193155363492·u_3^0.0 + x_0^1.2214959882139134·x_1^3.0820146289087873·x_2^-0.4703534185440459·x_3^-2.8734844211606028·x_4^-0.8025316120856161·x_5^-2.3703315658796886·x_6^-3.7929079202320484·x_7^0.19885767369327656·x_8^3.707069433664408·x_9^4.196131597108318·x_10^1.4099536150349294·x_11^-3.1993811625155857·x_12^-3.2303867149596623·x_13^3.4736146856199266·x_14^-4.265089530953703·x_15^-0.4369454537409272·u_0^-2.8848234305682894·u_1^0.0·u_2^0.0·u_3^-0.776238733851014 + x_0^0.8761038745790284·x_1^3.7866321787646147·x_2^-1.8813801656356843·x_3^2.930585555731559·x_4^2.2565039187515428·x_5^1.4390093069213705·x_6^3.629371396762819·x_7^1.931728779098826·x_8^-0.9240879050896389·x_9^-0.97948640873234·x_10^4.254499813070922·x_11^-2.6729027646301375·x_12^1.781152494106979·x_13^4.300496075215275·x_14^-0.23257851636299431·x_15^-4.767666720481266·u_0^-1.281854917246138·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-2.839037012980624·x_1^2.805010318696157·x_2^0.313558603349291·x_3^-0.5337062712740543·x_4^1.7813708345100254·x_5^1.3258616999509067·x_6^2.85184414209607·x_7^3.034988159376935·x_8^0.7955012718760512·x_9^-1.531335986464153·x_10^-0.17971534811467738·x_11^-4.798397947182495·x_12^0.4545125922126738·x_13^1.8636646147761482·x_14^1.7268405937527351·x_15^-0.561726495946056·u_0^0.0·u_1^1.8401225260866778·u_2^0.0·u_3^0.0 + x_0^2.4948243163469597·x_1^-2.607980771459247·x_2^-2.300281787956208·x_3^4.284904974528343·x_4^4.312817908067927·x_5^0.02435391524754582·x_6^-3.550679152278584·x_7^3.45552961836186·x_8^-4.70023289595288·x_9^1.0955559637265857·x_10^-0.31772087854137787·x_11^-4.3826290819316585·x_12^1.1359907597130867·x_13^4.03178732183947·x_14^-2.669018328975109·x_15^-1.4863928873267742·u_0^0.0·u_1^0.0·u_2^0.0·u_3^2.0195981893397867 + x_0^3.2303715388992273·x_1^3.9996799498663105·x_2^-3.0397351605326604·x_3^-4.899884033662225·x_4^3.2917045725544885·x_5^0.27543033548960594·x_6^-3.3704880882569976·x_7^-0.9385916634683582·x_8^2.4351387474917274·x_9^-2.8879615443960125·x_10^3.5491023218949973·x_11^-3.8418981210002134·x_12^-4.137993765189082·x_13^3.6835960905380833·x_14^3.8561909993511616·x_15^-3.4958996609097523·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.08361895777483586 + x_0^-3.4242688087767714·x_1^3.2325430765920675·x_2^-2.9758357571250715·x_3^-0.7058297190207963·x_4^2.3559957990338676·x_5^3.123552662452301·x_6^4.151771844225848·x_7^1.1566315512296876·x_8^2.565665882917985·x_9^0.4691785102661221·x_10^-0.255088621670696·x_11^2.3828453728008325·x_12^4.264700748486582·x_13^-1.4342397398187714·x_14^-2.608079509538117·x_15^-0.634708068192321·u_0^0.0·u_1^0.4379153534602087·u_2^0.0·u_3^4.203427285233071 + x_0^-1.5958847983492452·x_1^3.091133929551937·x_2^3.927542419943066·x_3^-3.0491777447019333·x_4^3.0551160254628122·x_5^1.7193490910544948·x_6^-0.528468633320923·x_7^-3.028502507926966·x_8^1.7218991060228674·x_9^-2.61382006625925·x_10^-2.3997342345444714·x_11^0.12647797492954638·x_12^-1.5319867421733857·x_13^-4.674146599721549·x_14^-1.167117456076674·x_15^1.4647230292074056·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-4.884064377906546 + x_0^-4.192939396205685·x_1^4.494762473213196·x_2^4.179353698897479·x_3^1.1816039326239185·x_4^-0.03574702012056097·x_5^0.1579516110684427·x_6^-1.401646501881817·x_7^-1.2559727685273971·x_8^-1.5634347661669192·x_9^-1.6830830413445321·x_10^-3.069690625060347·x_11^2.7040272358097273·x_12^-3.623942779087871·x_13^-2.94838816846989·x_14^-0.776267979343233·x_15^-1.2301052017695957·u_0^4.251611235233904·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^2.4406946575915303·x_1^1.8662931031811478·x_2^-4.289486995828796·x_3^-4.9450580345033615·x_4^-2.684413812147649·x_5^2.0437990116208473·x_6^2.1398876734113994·x_7^3.7825540789777428·x_8^2.740159161617351·x_9^1.9572661333194166·x_10^-3.6443000310829445·x_11^-2.5592004944530364·x_12^4.999511182661239·x_13^-3.46298556322737·x_14^2.946062241257109·x_15^0.4602324759196863·u_0^3.4752350281914097·u_1^0.0·u_2^0.0·u_3^0.0)

Stacktrace

Traceback (most recent call last):
  File "/Users/jenkins/workspace/CE_gpkit_PR_research_models/buildnode/macys_VM/optimizer/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_8^0.18·x_12^1.5·x_5^1.7·x_9^2.5·x_13^3·x_6^3.6·x_10^4.3·x_4^4.5/x_11^5/x_1^4.8/x_2^3.3/x_3^1.5/x_14^1.2/x_15^0.72/x_0^0.47/x_7^0.1 + x_11^0.44·x_3^0.63·x_5^0.99·x_1^1.2·x_4^2.6·x_6^4.2·x_13^5/u_2^4.5/x_15^4.3/x_7^3/x_2^2.4/x_12^2.2/x_9^1.2/x_10^0.98/x_0^0.48/x_14^0.44/x_8^0.12 + x_2^0.34·x_6^1.3·u_3^1.7·x_11^2.2·x_14^3.7·x_4^4·x_3^4.1·x_13^5/x_9^3.8/x_15^2.8/x_10^2.4/x_8^1.7/x_1^1.5/x_5^1.3/x_0^1/x_7^0.64/x_12^0.47 + x_11^1.9·x_1^2.1·x_4^2.2·x_10^2.7·x_9^2.7·x_12^3.4·x_14^4.1·x_15^4.4·x_7^4.5/x_13^4.4/x_8^3.6/x_5^3.1/x_3^3.1/x_6^2.4/x_0^1.5/x_2^1.5 + x_11^0.13·x_15^1.5·x_5^1.7·x_8^1.7·x_4^3.1·x_1^3.1·x_2^3.9/u_3^4.9/x_13^4.7/x_3^3/x_7^3/x_9^2.6/x_10^2.4/x_0^1.6/x_12^1.5/x_14^1.2/x_6^0.53 + x_6^0.94·x_12^2.9·x_8^3.5·x_2^3.8·x_4^4.1·x_9^4.4·x_5^4.5·x_10^4.5·x_15^4.9/x_11^2.9/x_0^2.4/x_13^2/x_1^1.8/x_14^1.6/x_7^0.51/x_3^0.052 + u_1^0.44·x_9^0.47·x_7^1.2·x_4^2.4·x_11^2.4·x_8^2.6·x_5^3.1·x_1^3.2·x_6^4.2·u_3^4.2·x_12^4.3/x_0^3.4/x_2^3/x_14^2.6/x_13^1.4/x_3^0.71/x_15^0.63/x_10^0.26 + x_9^0.76·x_10^0.8·u_0^1.1·x_3^1.5·x_12^1.6·x_7^2.1·x_13^2.9·x_1^3.6·x_8^4.5·x_11^5/x_2^3.9/x_0^3.6/x_4^2.8/x_15^2.5/x_14^1.8/x_6^1.5/u_2^1.4/x_5^0.95 + x_8^0.74·x_12^1.4·x_7^1.4·x_15^1.7·x_4^2.1·x_13^3.4·x_1^4.4/x_0^4/x_2^3.7/x_9^2.9/x_5^2.7/x_3^1.7/x_11^1.2/x_14^0.91/x_6^0.76/x_10^0.57 + x_5^0.16·x_3^1.2·x_11^2.7·x_2^4.2·u_0^4.3·x_1^4.5/x_0^4.2/x_12^3.6/x_10^3.1/x_13^2.9/x_9^1.7/x_8^1.6/x_6^1.4/x_7^1.3/x_15^1.2/x_14^0.78/x_4^0.036 + x_1^0.0012·x_13^1.8·x_11^1.9·x_14^3·x_3^3·x_8^4.3/x_5^4.9/x_0^4.5/x_4^2.3/x_7^2.3/x_9^2.2/x_10^2.1/x_15^1.2/x_12^0.71/x_2^0.6/x_6^0.18 + x_0^0.88·x_5^1.4·x_12^1.8·x_7^1.9·x_4^2.3·x_3^2.9·x_6^3.6·x_1^3.8·x_10^4.3·x_13^4.3/x_15^4.8/x_11^2.7/x_2^1.9/u_0^1.3/x_9^0.98/x_8^0.92/x_14^0.23 + x_7^0.2·x_0^1.2·x_10^1.4·x_1^3.1·x_13^3.5·x_8^3.7·x_9^4.2/x_14^4.3/x_6^3.8/x_12^3.2/x_11^3.2/u_0^2.9/x_3^2.9/x_5^2.4/x_4^0.8/u_3^0.78/x_2^0.47/x_15^0.44 + x_10^0.32·x_13^1.1·x_4^1.2·x_5^1.3·x_0^1.7·u_0^2·x_9^2·x_8^2.8·x_11^3.1·x_12^4.1·x_3^4.1·x_2^4.5/x_1^3.4/x_14^3.4/x_6^2.8/x_15^2.1/x_7^1.3 + x_5^0.024·x_9^1.1·x_12^1.1·u_3^2·x_0^2.5·x_7^3.5·x_13^4·x_3^4.3·x_4^4.3/x_8^4.7/x_11^4.4/x_6^3.6/x_14^2.7/x_1^2.6/x_2^2.3/x_15^1.5/x_10^0.32 + u_3^0.084·x_5^0.28·x_8^2.4·x_0^3.2·x_4^3.3·x_10^3.5·x_13^3.7·x_14^3.9·x_1^4/x_3^4.9/x_12^4.1/x_11^3.8/x_15^3.5/x_6^3.4/x_2^3/x_9^2.9/x_7^0.94 + x_1^0.051·x_10^0.64·x_7^0.72·x_11^1.1·x_2^1.1·x_9^2.5·u_0^2.5·x_0^3.9·x_6^4·x_4^4.4·u_1^5/x_14^4.8/x_12^4.3/x_8^3.8/x_13^3.4/x_5^2.3/x_15^2/x_3^1.1)
Items in the second set but not the first:
gpkit.Posynomial(x_2^0.34·x_6^1.3·u_3^1.7·x_11^2.2·x_14^3.7·x_4^4·x_3^4.1·x_13^5/x_9^3.8/x_15^2.8/x_10^2.4/x_8^1.7/x_1^1.5/x_5^1.3/x_0^1/x_7^0.64/x_12^0.47 + x_0^1.7006729066179354·x_1^-3.4473508499044003·x_2^4.5242555278938·x_3^4.122873905935418·x_4^1.2220256027303753·x_5^1.2739817269521438·x_6^-2.7501122357853447·x_7^-1.2542587068455822·x_8^2.8435703415424314·x_9^1.981988307181311·x_10^0.3216168417446372·x_11^3.0505205868145726·x_12^4.062841861169254·x_13^1.0516804319312598·x_14^-3.414033490856596·x_15^-2.1105068731050713·u_0^1.9631975043651928·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-3.5688908749341697·x_1^3.588959966343012·x_2^-3.9439954226569562·x_3^1.4560301777091027·x_4^-2.798842374555023·x_5^-0.9488316278823898·x_6^-1.5450108533335594·x_7^2.1075113730884905·x_8^4.517936351362872·x_9^0.7610565290498759·x_10^0.8046707610635249·x_11^4.997828348555609·x_12^1.6451260040190343·x_13^2.8722663372390915·x_14^-1.8385891506473575·x_15^-2.5138811063911417·u_0^1.094417096012719·u_1^0.0·u_2^-1.3777192209693272·u_3^0.0 + x_0^2.2773336149296854·x_1^-3.8201598746760714·x_2^4.9144320576265965·x_3^-2.9447984433303898·x_4^-3.6608067195959637·x_5^0.5745242170889853·x_6^-3.1557761414708163·x_7^0.5153133752403001·x_8^4.946805022231558·x_9^3.0888769178409365·x_10^-4.7139536502495325·x_11^-4.762986635218159·x_12^-0.8974323634517702·x_13^2.0063847770197674·x_14^-3.5559503047976104·x_15^-4.924645783506123·u_0^0.0·u_1^0.0·u_2^4.9499725488854445·u_3^0.0 + x_0^-4.752402887883641·x_1^2.3657838746725517·x_2^-3.9156057434364966·x_3^0.18371453720787745·x_4^-0.5893772318910067·x_5^-2.0767411321128226·x_6^4.470306996989649·x_7^3.9295803095627164·x_8^2.502687004308659·x_9^-2.7566236783606257·x_10^4.006335859128525·x_11^2.4618231029380313·x_12^-4.085631550322186·x_13^-0.26482425002671306·x_14^0.09091812840229085·x_15^-2.6455680162129402·u_0^1.288904915732939·u_1^-3.3228290050718066·u_2^0.0·u_3^0.0 + x_0^3.2486332857795333·x_1^2.5248708065645866·x_2^2.910349898517614·x_3^-1.7702565246476611·x_4^0.02524020037328878·x_5^-0.18140799462696577·x_6^4.07108405197228·x_7^-3.349720527478026·x_8^1.6290829431316496·x_9^-1.764408895279368·x_10^1.4189906637851246·x_11^4.503620471905611·x_12^-3.0352657335261055·x_13^2.88407264301779·x_14^1.7496566335400292·x_15^2.0620007359718837·u_0^1.8697375873659927·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^3.929775315805493·x_1^0.05144244933377706·x_2^1.14525171807332·x_3^-1.0660406017867974·x_4^4.367421423295701·x_5^-2.326103450254581·x_6^3.958420097992084·x_7^0.7165243071171092·x_8^-3.771036094080115·x_9^2.470801782780664·x_10^0.6405039976752818·x_11^1.0672710794408227·x_12^-4.3225637011260005·x_13^-3.394077908196368·x_14^-4.843199446046031·x_15^-2.0202730594981775·u_0^2.539142191658704·u_1^4.972995298050938·u_2^0.0·u_3^0.0 + x_0^-0.47899557641601387·x_1^1.1640233850787087·x_2^-2.4026783559540874·x_3^0.6279729128225693·x_4^2.6265392088430106·x_5^0.9913328943392905·x_6^4.18365887721764·x_7^-2.988923577027194·x_8^-0.1230399038170944·x_9^-1.1546393091799159·x_10^-0.9801431125497251·x_11^0.4428413289991706·x_12^-2.2355684534733724·x_13^4.98365821663678·x_14^-0.43776060168148767·x_15^-4.2747893579641·u_0^0.0·u_1^0.0·u_2^-4.51193155363492·u_3^0.0 + x_0^1.2214959882139134·x_1^3.0820146289087873·x_2^-0.4703534185440459·x_3^-2.8734844211606028·x_4^-0.8025316120856161·x_5^-2.3703315658796886·x_6^-3.7929079202320484·x_7^0.19885767369327656·x_8^3.707069433664408·x_9^4.196131597108318·x_10^1.4099536150349294·x_11^-3.1993811625155857·x_12^-3.2303867149596623·x_13^3.4736146856199266·x_14^-4.265089530953703·x_15^-0.4369454537409272·u_0^-2.8848234305682894·u_1^0.0·u_2^0.0·u_3^-0.776238733851014 + x_0^0.8761038745790284·x_1^3.7866321787646147·x_2^-1.8813801656356843·x_3^2.930585555731559·x_4^2.2565039187515428·x_5^1.4390093069213705·x_6^3.629371396762819·x_7^1.931728779098826·x_8^-0.9240879050896389·x_9^-0.97948640873234·x_10^4.254499813070922·x_11^-2.6729027646301375·x_12^1.781152494106979·x_13^4.300496075215275·x_14^-0.23257851636299431·x_15^-4.767666720481266·u_0^-1.281854917246138·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-2.839037012980624·x_1^2.805010318696157·x_2^0.313558603349291·x_3^-0.5337062712740543·x_4^1.7813708345100254·x_5^1.3258616999509067·x_6^2.85184414209607·x_7^3.034988159376935·x_8^0.7955012718760512·x_9^-1.531335986464153·x_10^-0.17971534811467738·x_11^-4.798397947182495·x_12^0.4545125922126738·x_13^1.8636646147761482·x_14^1.7268405937527351·x_15^-0.561726495946056·u_0^0.0·u_1^1.8401225260866778·u_2^0.0·u_3^0.0 + x_0^2.4948243163469597·x_1^-2.607980771459247·x_2^-2.300281787956208·x_3^4.284904974528343·x_4^4.312817908067927·x_5^0.02435391524754582·x_6^-3.550679152278584·x_7^3.45552961836186·x_8^-4.70023289595288·x_9^1.0955559637265857·x_10^-0.31772087854137787·x_11^-4.3826290819316585·x_12^1.1359907597130867·x_13^4.03178732183947·x_14^-2.669018328975109·x_15^-1.4863928873267742·u_0^0.0·u_1^0.0·u_2^0.0·u_3^2.0195981893397867 + x_0^3.2303715388992273·x_1^3.9996799498663105·x_2^-3.0397351605326604·x_3^-4.899884033662225·x_4^3.2917045725544885·x_5^0.27543033548960594·x_6^-3.3704880882569976·x_7^-0.9385916634683582·x_8^2.4351387474917274·x_9^-2.8879615443960125·x_10^3.5491023218949973·x_11^-3.8418981210002134·x_12^-4.137993765189082·x_13^3.6835960905380833·x_14^3.8561909993511616·x_15^-3.4958996609097523·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.08361895777483586 + x_0^-3.4242688087767714·x_1^3.2325430765920675·x_2^-2.9758357571250715·x_3^-0.7058297190207963·x_4^2.3559957990338676·x_5^3.123552662452301·x_6^4.151771844225848·x_7^1.1566315512296876·x_8^2.565665882917985·x_9^0.4691785102661221·x_10^-0.255088621670696·x_11^2.3828453728008325·x_12^4.264700748486582·x_13^-1.4342397398187714·x_14^-2.608079509538117·x_15^-0.634708068192321·u_0^0.0·u_1^0.4379153534602087·u_2^0.0·u_3^4.203427285233071 + x_0^-1.5958847983492452·x_1^3.091133929551937·x_2^3.927542419943066·x_3^-3.0491777447019333·x_4^3.0551160254628122·x_5^1.7193490910544948·x_6^-0.528468633320923·x_7^-3.028502507926966·x_8^1.7218991060228674·x_9^-2.61382006625925·x_10^-2.3997342345444714·x_11^0.12647797492954638·x_12^-1.5319867421733857·x_13^-4.674146599721549·x_14^-1.167117456076674·x_15^1.4647230292074056·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-4.884064377906546 + x_0^-4.192939396205685·x_1^4.494762473213196·x_2^4.179353698897479·x_3^1.1816039326239185·x_4^-0.03574702012056097·x_5^0.1579516110684427·x_6^-1.401646501881817·x_7^-1.2559727685273971·x_8^-1.5634347661669192·x_9^-1.6830830413445321·x_10^-3.069690625060347·x_11^2.7040272358097273·x_12^-3.623942779087871·x_13^-2.94838816846989·x_14^-0.776267979343233·x_15^-1.2301052017695957·u_0^4.251611235233904·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^2.4406946575915303·x_1^1.8662931031811478·x_2^-4.289486995828796·x_3^-4.9450580345033615·x_4^-2.684413812147649·x_5^2.0437990116208473·x_6^2.1398876734113994·x_7^3.7825540789777428·x_8^2.740159161617351·x_9^1.9572661333194166·x_10^-3.6443000310829445·x_11^-2.5592004944530364·x_12^4.999511182661239·x_13^-3.46298556322737·x_14^2.946062241257109·x_15^0.4602324759196863·u_0^3.4752350281914097·u_1^0.0·u_2^0.0·u_3^0.0)