Failed

run_tests.TestEquivalentPosynomials_mosek_conif.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_conif-20220108192338)

Failing for the past 1 build (Since #498 )
Took 52 ms.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_4^0.19·x_8^0.22·x_12^2.4·x_10^4.4/x_13^4.7/x_6^4.4/x_7^4.2/x_1^3.7/x_9^3.6/x_3^3.5/x_14^2.6/x_11^2.5/x_5^2.5/x_16^2/x_2^0.8/x_15^0.52/x_0^0.076 + x_6^0.77·x_2^1.6·x_13^2·x_9^2.3·x_1^3.3·x_4^3.4·x_16^4·x_7^4.6·x_3^4.7/x_11^5/u_1^5/x_5^4.8/x_10^3.5/x_12^3.1/x_15^3.1/x_8^2.9/x_0^0.34/x_14^0.12 + x_6^0.88·x_13^1.2·x_9^2.1·x_2^2.7·x_10^3.4·x_3^5/x_1^4.6/x_14^4.2/x_4^3.8/x_12^3.8/x_11^2.5/x_15^2/x_16^2/x_7^1.6/x_5^0.81/x_8^0.67/x_0^0.66/u_1^0.31 + x_9^0.9·x_16^1.4·x_5^1.6·x_10^1.6·x_7^2·x_1^3.1·x_3^3.8·x_11^3.9·x_8^3.9·x_12^3.9·x_13^4.3/u_0^3.8/u_3^3.6/x_6^3/x_15^2.4/x_14^2.1/x_0^1.9/x_2^1.7/x_4^0.29 + x_10^1.1·x_11^1.5·x_13^1.7·x_16^2·x_8^2.1·x_3^2.8·x_6^2.9·x_1^2.9/x_4^3.6/x_15^3.4/x_9^2.4/x_0^2.3/x_5^2.3/x_2^2.2/x_7^1.3/x_12^0.66/x_14^0.23 + x_12^1.2·x_3^2·x_13^2.3·x_2^2.5·x_15^2.9·x_10^3.2/x_6^5/x_5^4.5/x_9^4.1/x_16^3.3/x_14^3.2/x_8^3.2/x_0^2.9/x_7^2.5/u_0^1.7/x_4^1.3/x_1^1.3/x_11^0.15 + x_15^0.45·x_14^1.8·x_9^1.9·x_3^2.8·x_6^3.2·x_11^4.4/x_7^4.9/x_1^4.8/x_10^4.6/x_12^3.9/x_0^3.5/x_13^3/x_2^2.8/x_8^2.5/x_16^1.5/x_5^1.3/x_4^1.2 + x_0^0.097·x_10^0.25·x_15^0.77·x_8^0.91·x_11^1.2·x_3^1.2·x_7^1.3·x_13^1.4·x_5^1.5·x_4^1.6·x_14^1.9·x_12^2.7/x_1^4.8/x_16^4.3/x_9^3.4/u_2^3/x_2^2.9/u_1^2.3/x_6^1.8 + u_0^0.38·x_10^0.76·x_0^0.88·x_14^1.8·x_7^1.9·x_1^2.1·x_15^3·x_5^3.3·x_8^3.4·x_4^3.8/u_1^4.8/x_2^2.9/x_13^2.7/x_12^1.9/x_3^1.8/x_11^1.2/x_9^1/x_6^0.87/x_16^0.58 + x_9^0.19·x_2^0.23·x_7^0.28·x_0^1.2·x_3^1.9·x_6^3·x_13^4.1/x_12^4.6/x_5^4/x_15^3.9/x_10^3.4/x_8^3.4/x_1^2.5/x_4^2.3/x_11^0.87/x_16^0.49/x_14^0.39 + x_2^0.55·x_12^0.58·x_11^0.9·x_0^1.4·x_9^2.7·x_5^3.6·x_4^4.2·x_6^4.9/x_8^4.8/x_10^3.8/x_14^3.3/x_15^3.3/x_7^1.8/x_1^1.6/x_13^1.4/x_16^0.96/x_3^0.56 + x_4^0.42·x_13^0.67·x_2^0.87·u_1^0.94·x_8^1.6·x_7^2.6·x_0^2.8·x_10^4·x_6^4.8·x_16^4.9/x_3^3.1/x_1^3.1/x_11^2.6/x_15^2.6/x_14^2.3/x_12^1.6/x_5^1.1/x_9^0.051 + x_9^2.3·x_14^2.4·x_16^3.3·x_0^3.5·x_15^3.8·x_4^3.8·x_10^4.1·x_2^4.3·x_12^4.4·x_6^4.7/x_8^4.9/x_1^2.6/x_13^2.1/x_5^1.4/x_7^0.6/x_3^0.32/x_11^0.28 + x_5^0.21·x_6^1.2·x_2^1.3·x_4^1.4·x_7^1.6·x_14^1.9·x_9^2.4·x_16^3.1·x_11^3.5·x_0^4.2·x_12^5/x_1^3.7/x_13^3.5/x_3^3.2/x_15^3.1/x_10^3.1/x_8^2.3/u_2^2 + x_16^0.58·x_9^0.75·u_1^1.1·x_3^1.8·x_7^2.4·x_4^3.2·x_8^3.5·x_0^4.9/x_14^4/x_2^3.9/x_13^3.9/x_10^3.9/x_11^3/x_1^2.9/x_15^2.2/u_3^1.5/x_5^1.2/x_12^0.75/x_6^0.23) Items in the second set but not the first: gpkit.Posynomial(x_14^0.021·x_11^0.022·x_0^0.25·u_0^0.48·x_2^0.85·u_3^1·x_1^2.3·x_15^2.8·x_9^3.7·x_4^3.7·x_6^5/x_7^3.9/x_10^3.2/x_13^2.7/x_3^2.7/x_8^2.6/x_12^1.6/x_16^0.94/x_5^0.17 + x_0^4.238455689017151·x_1^-3.7238544166687815·x_2^1.2869400953356767·x_3^-3.2291245570252682·x_4^1.3613146613891587·x_5^0.20692068500644556·x_6^1.1924392732847986·x_7^1.6445369172728155·x_8^-2.3324264768246095·x_9^2.372113911589043·x_10^-3.0532968335586252·x_11^3.4787525549702654·x_12^4.966582704599077·x_13^-3.4572167391290676·x_14^1.8757184490559915·x_15^-3.1495330687526977·x_16^3.0726734979538133·u_0^0.0·u_1^0.0·u_2^-2.0377145234175726·u_3^0.0 + x_0^-2.431688308514696·x_1^0.16810648716842103·x_2^-3.8423987739375765·x_3^2.511950043367893·x_4^4.931976569422073·x_5^2.3079070773171946·x_6^-0.3125869334494302·x_7^-3.9737981085014686·x_8^4.338715253986619·x_9^0.9389673236379616·x_10^1.0870647535726832·x_11^-0.08488580022648051·x_12^2.427304869140567·x_13^1.4246971654776175·x_14^4.1870687799852195·x_15^-3.997919492221115·x_16^-2.69172214791612·u_0^4.537462110884223·u_1^0.0·u_2^0.0·u_3^1.3750424416137648 + x_0^1.358029665558032·x_1^1.184911518962048·x_2^-0.18998567534892175·x_3^-0.3728301730889534·x_4^4.866676808580836·x_5^0.9944234589971508·x_6^-2.4093382033108357·x_7^1.759818280486094·x_8^2.7769481038633934·x_9^-2.160273299475147·x_10^0.7420115973022945·x_11^-2.032479434282921·x_12^4.067571947647904·x_13^-4.240195206589091·x_14^-3.2301422548667302·x_15^0.2505847997762487·x_16^2.335556096316875·u_0^0.8771982274207468·u_1^-4.978664015106785·u_2^0.0·u_3^0.0 + x_0^2.207465098046425·x_1^-3.4655069540697383·x_2^-4.2492223627805465·x_3^-3.6185110165203573·x_4^-2.881663780324306·x_5^2.3515319143821394·x_6^-3.944161230938792·x_7^4.644626468007159·x_8^4.43901008287358·x_9^-4.280929107294703·x_10^2.443130238367093·x_11^3.539717734283446·x_12^0.324047305051268·x_13^1.1121771305140493·x_14^0.39271851286891923·x_15^-0.5175133649927401·x_16^-4.577841178642791·u_0^0.0·u_1^-1.3598268204513175·u_2^0.7928032507552624·u_3^0.0 + x_0^0.8815209003803552·x_1^2.0740798095320603·x_2^-2.8550100774182607·x_3^-1.7962893807770666·x_4^3.7696255071685467·x_5^3.273252928437989·x_6^-0.8743012630777205·x_7^1.929869283447136·x_8^3.351355707984162·x_9^-1.0135811941593675·x_10^0.7591962481682977·x_11^-1.1619610833144414·x_12^-1.9230270792502182·x_13^-2.7299694478949177·x_14^1.756322712678977·x_15^3.045332516942155·x_16^-0.58243489605342·u_0^0.37713785843080994·u_1^-4.767816052140926·u_2^0.0·u_3^0.0 + x_0^2.848118892517716·x_1^-3.095158602360409·x_2^0.8729086155940902·x_3^-3.111115518872989·x_4^0.41998079549563716·x_5^-1.0696683574001629·x_6^4.792340317410188·x_7^2.5784125982427337·x_8^1.5857354636278913·x_9^-0.05120808756332984·x_10^4.036223344358746·x_11^-2.621217746210036·x_12^-1.5778841672527157·x_13^0.6736721723609644·x_14^-2.295842190162798·x_15^-2.5818124079917357·x_16^4.857317377085099·u_0^0.0·u_1^0.9425331787124458·u_2^0.0·u_3^0.0 + x_0^-2.9480608544923737·x_1^-1.2822258414506726·x_2^2.5333371226057357·x_3^1.951569310693956·x_4^-1.3389914020461502·x_5^-4.540860458051751·x_6^-4.970140326246094·x_7^-2.5094542483612834·x_8^-3.2164282678642553·x_9^-4.066443024443229·x_10^3.206607588681033·x_11^-0.15136250035846377·x_12^1.2346586794090637·x_13^2.2933904330217345·x_14^-3.2280442172682955·x_15^2.894443926301676·x_16^-3.2582898325377894·u_0^-1.7152248306445799·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-1.9157194585977768·x_1^3.09903540335403·x_2^-1.653267304829944·x_3^3.8420978203076945·x_4^-0.2915910455013453·x_5^1.5997470278521622·x_6^-3.0251880460740708·x_7^2.019472418745252·x_8^3.873602498924596·x_9^0.895756731654183·x_10^1.628659257232683·x_11^3.8616841407509543·x_12^3.885650184054871·x_13^4.32252692009199·x_14^-2.0507751886474344·x_15^-2.3769093110019046·x_16^1.4205992492581032·u_0^-3.8243471028597864·u_1^0.0·u_2^0.0·u_3^-3.628311350004343 + x_0^4.90450662801554·x_1^-2.9238475457722366·x_2^-3.947039838762124·x_3^1.8402091144225707·x_4^3.2191531902787105·x_5^-1.23008632861311·x_6^-0.2254575011584521·x_7^2.3720781603404326·x_8^3.512559271189108·x_9^0.7483244226137229·x_10^-3.8688749651714147·x_11^-2.962047223779456·x_12^-0.7451913740457314·x_13^-3.894033658177176·x_14^-3.970652023424467·x_15^-2.1516102409029036·x_16^0.5756484960564858·u_0^0.0·u_1^1.0697919127150746·u_2^0.0·u_3^-1.4568892607219546 + x_0^1.2121755551124567·x_1^-0.18744554070265185·x_2^-3.6821976359461117·x_3^-3.8995357700013633·x_4^-1.0643303612259993·x_5^-2.2395301556805713·x_6^-3.0494731179620205·x_7^2.4727034646229225·x_8^3.5360466728744377·x_9^-3.0663420921622784·x_10^-1.7107985876358622·x_11^-3.9247667353864135·x_12^-4.00382558747029·x_13^2.965697431639308·x_14^-2.30447072880951·x_15^2.6043152409941994·x_16^-4.709782853747501·u_0^0.0·u_1^-0.7607888350100828·u_2^0.0·u_3^0.0 + x_0^-0.34354576104879886·x_1^3.3432269874550933·x_2^1.6002318563251965·x_3^4.738963103672255·x_4^3.3577036651380485·x_5^-4.840392178545516·x_6^0.7652080452541377·x_7^4.616735767735445·x_8^-2.913978790882358·x_9^2.2748869802389464·x_10^-3.549111454403441·x_11^-4.986750076662162·x_12^-3.1436260571316446·x_13^2.0107413342116267·x_14^-0.11722739770320523·x_15^-3.083338005829596·x_16^3.9589534366242844·u_0^0.0·u_1^-4.974109960343186·u_2^0.0·u_3^0.0 + x_0^0.09668727019472101·x_1^-4.780812491576972·x_2^-2.8943657457882432·x_3^1.2372120523232963·x_4^1.5862155352549792·x_5^1.5493714149213158·x_6^-1.8346107919977706·x_7^1.3143201917619916·x_8^0.9118598244686824·x_9^-3.42661347471537·x_10^0.24856036540639703·x_11^1.1654482217595898·x_12^2.6999876334466553·x_13^1.4305198723522237·x_14^1.925191530100692·x_15^0.7733928266775703·x_16^-4.264695388768139·u_0^0.0·u_1^-2.29608840530575·u_2^-3.0417341882269824·u_3^0.0 + x_0^-0.663534796559845·x_1^-4.595136665697814·x_2^2.6800952715224593·x_3^4.971282718905668·x_4^-3.8401085826113213·x_5^-0.8128345996750008·x_6^0.8791182119870502·x_7^-1.6434709702313999·x_8^-0.6684024019794377·x_9^2.063605330777243·x_10^3.445679708456119·x_11^-2.495354425902161·x_12^-3.799258360637051·x_13^1.1580271640166853·x_14^-4.20893950026842·x_15^-2.036527737923274·x_16^-2.03201938267354·u_0^0.0·u_1^-0.30862075942811595·u_2^0.0·u_3^0.0 + x_0^-0.6981843686633304·x_1^-4.12634149779453·x_2^-2.8689448885145663·x_3^-3.597366327702154·x_4^-1.5653892960261095·x_5^-0.43891308772487214·x_6^4.022393160778199·x_7^-0.0648313139796306·x_8^4.347245028293923·x_9^2.595419979520413·x_10^0.6457417772521286·x_11^-0.030311200944420413·x_12^-0.6385613272853252·x_13^3.2891161124317527·x_14^-2.406301245584955·x_15^3.1519034141190723·x_16^3.53831301917676·u_0^0.0·u_1^0.0·u_2^-3.5629419002581737·u_3^0.0)

Stacktrace

Traceback (most recent call last):
  File "/Users/jenkins/workspace/CE_gpkit_PR_research_models/buildnode/macys/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_4^0.19·x_8^0.22·x_12^2.4·x_10^4.4/x_13^4.7/x_6^4.4/x_7^4.2/x_1^3.7/x_9^3.6/x_3^3.5/x_14^2.6/x_11^2.5/x_5^2.5/x_16^2/x_2^0.8/x_15^0.52/x_0^0.076 + x_6^0.77·x_2^1.6·x_13^2·x_9^2.3·x_1^3.3·x_4^3.4·x_16^4·x_7^4.6·x_3^4.7/x_11^5/u_1^5/x_5^4.8/x_10^3.5/x_12^3.1/x_15^3.1/x_8^2.9/x_0^0.34/x_14^0.12 + x_6^0.88·x_13^1.2·x_9^2.1·x_2^2.7·x_10^3.4·x_3^5/x_1^4.6/x_14^4.2/x_4^3.8/x_12^3.8/x_11^2.5/x_15^2/x_16^2/x_7^1.6/x_5^0.81/x_8^0.67/x_0^0.66/u_1^0.31 + x_9^0.9·x_16^1.4·x_5^1.6·x_10^1.6·x_7^2·x_1^3.1·x_3^3.8·x_11^3.9·x_8^3.9·x_12^3.9·x_13^4.3/u_0^3.8/u_3^3.6/x_6^3/x_15^2.4/x_14^2.1/x_0^1.9/x_2^1.7/x_4^0.29 + x_10^1.1·x_11^1.5·x_13^1.7·x_16^2·x_8^2.1·x_3^2.8·x_6^2.9·x_1^2.9/x_4^3.6/x_15^3.4/x_9^2.4/x_0^2.3/x_5^2.3/x_2^2.2/x_7^1.3/x_12^0.66/x_14^0.23 + x_12^1.2·x_3^2·x_13^2.3·x_2^2.5·x_15^2.9·x_10^3.2/x_6^5/x_5^4.5/x_9^4.1/x_16^3.3/x_14^3.2/x_8^3.2/x_0^2.9/x_7^2.5/u_0^1.7/x_4^1.3/x_1^1.3/x_11^0.15 + x_15^0.45·x_14^1.8·x_9^1.9·x_3^2.8·x_6^3.2·x_11^4.4/x_7^4.9/x_1^4.8/x_10^4.6/x_12^3.9/x_0^3.5/x_13^3/x_2^2.8/x_8^2.5/x_16^1.5/x_5^1.3/x_4^1.2 + x_0^0.097·x_10^0.25·x_15^0.77·x_8^0.91·x_11^1.2·x_3^1.2·x_7^1.3·x_13^1.4·x_5^1.5·x_4^1.6·x_14^1.9·x_12^2.7/x_1^4.8/x_16^4.3/x_9^3.4/u_2^3/x_2^2.9/u_1^2.3/x_6^1.8 + u_0^0.38·x_10^0.76·x_0^0.88·x_14^1.8·x_7^1.9·x_1^2.1·x_15^3·x_5^3.3·x_8^3.4·x_4^3.8/u_1^4.8/x_2^2.9/x_13^2.7/x_12^1.9/x_3^1.8/x_11^1.2/x_9^1/x_6^0.87/x_16^0.58 + x_9^0.19·x_2^0.23·x_7^0.28·x_0^1.2·x_3^1.9·x_6^3·x_13^4.1/x_12^4.6/x_5^4/x_15^3.9/x_10^3.4/x_8^3.4/x_1^2.5/x_4^2.3/x_11^0.87/x_16^0.49/x_14^0.39 + x_2^0.55·x_12^0.58·x_11^0.9·x_0^1.4·x_9^2.7·x_5^3.6·x_4^4.2·x_6^4.9/x_8^4.8/x_10^3.8/x_14^3.3/x_15^3.3/x_7^1.8/x_1^1.6/x_13^1.4/x_16^0.96/x_3^0.56 + x_4^0.42·x_13^0.67·x_2^0.87·u_1^0.94·x_8^1.6·x_7^2.6·x_0^2.8·x_10^4·x_6^4.8·x_16^4.9/x_3^3.1/x_1^3.1/x_11^2.6/x_15^2.6/x_14^2.3/x_12^1.6/x_5^1.1/x_9^0.051 + x_9^2.3·x_14^2.4·x_16^3.3·x_0^3.5·x_15^3.8·x_4^3.8·x_10^4.1·x_2^4.3·x_12^4.4·x_6^4.7/x_8^4.9/x_1^2.6/x_13^2.1/x_5^1.4/x_7^0.6/x_3^0.32/x_11^0.28 + x_5^0.21·x_6^1.2·x_2^1.3·x_4^1.4·x_7^1.6·x_14^1.9·x_9^2.4·x_16^3.1·x_11^3.5·x_0^4.2·x_12^5/x_1^3.7/x_13^3.5/x_3^3.2/x_15^3.1/x_10^3.1/x_8^2.3/u_2^2 + x_16^0.58·x_9^0.75·u_1^1.1·x_3^1.8·x_7^2.4·x_4^3.2·x_8^3.5·x_0^4.9/x_14^4/x_2^3.9/x_13^3.9/x_10^3.9/x_11^3/x_1^2.9/x_15^2.2/u_3^1.5/x_5^1.2/x_12^0.75/x_6^0.23)
Items in the second set but not the first:
gpkit.Posynomial(x_14^0.021·x_11^0.022·x_0^0.25·u_0^0.48·x_2^0.85·u_3^1·x_1^2.3·x_15^2.8·x_9^3.7·x_4^3.7·x_6^5/x_7^3.9/x_10^3.2/x_13^2.7/x_3^2.7/x_8^2.6/x_12^1.6/x_16^0.94/x_5^0.17 + x_0^4.238455689017151·x_1^-3.7238544166687815·x_2^1.2869400953356767·x_3^-3.2291245570252682·x_4^1.3613146613891587·x_5^0.20692068500644556·x_6^1.1924392732847986·x_7^1.6445369172728155·x_8^-2.3324264768246095·x_9^2.372113911589043·x_10^-3.0532968335586252·x_11^3.4787525549702654·x_12^4.966582704599077·x_13^-3.4572167391290676·x_14^1.8757184490559915·x_15^-3.1495330687526977·x_16^3.0726734979538133·u_0^0.0·u_1^0.0·u_2^-2.0377145234175726·u_3^0.0 + x_0^-2.431688308514696·x_1^0.16810648716842103·x_2^-3.8423987739375765·x_3^2.511950043367893·x_4^4.931976569422073·x_5^2.3079070773171946·x_6^-0.3125869334494302·x_7^-3.9737981085014686·x_8^4.338715253986619·x_9^0.9389673236379616·x_10^1.0870647535726832·x_11^-0.08488580022648051·x_12^2.427304869140567·x_13^1.4246971654776175·x_14^4.1870687799852195·x_15^-3.997919492221115·x_16^-2.69172214791612·u_0^4.537462110884223·u_1^0.0·u_2^0.0·u_3^1.3750424416137648 + x_0^1.358029665558032·x_1^1.184911518962048·x_2^-0.18998567534892175·x_3^-0.3728301730889534·x_4^4.866676808580836·x_5^0.9944234589971508·x_6^-2.4093382033108357·x_7^1.759818280486094·x_8^2.7769481038633934·x_9^-2.160273299475147·x_10^0.7420115973022945·x_11^-2.032479434282921·x_12^4.067571947647904·x_13^-4.240195206589091·x_14^-3.2301422548667302·x_15^0.2505847997762487·x_16^2.335556096316875·u_0^0.8771982274207468·u_1^-4.978664015106785·u_2^0.0·u_3^0.0 + x_0^2.207465098046425·x_1^-3.4655069540697383·x_2^-4.2492223627805465·x_3^-3.6185110165203573·x_4^-2.881663780324306·x_5^2.3515319143821394·x_6^-3.944161230938792·x_7^4.644626468007159·x_8^4.43901008287358·x_9^-4.280929107294703·x_10^2.443130238367093·x_11^3.539717734283446·x_12^0.324047305051268·x_13^1.1121771305140493·x_14^0.39271851286891923·x_15^-0.5175133649927401·x_16^-4.577841178642791·u_0^0.0·u_1^-1.3598268204513175·u_2^0.7928032507552624·u_3^0.0 + x_0^0.8815209003803552·x_1^2.0740798095320603·x_2^-2.8550100774182607·x_3^-1.7962893807770666·x_4^3.7696255071685467·x_5^3.273252928437989·x_6^-0.8743012630777205·x_7^1.929869283447136·x_8^3.351355707984162·x_9^-1.0135811941593675·x_10^0.7591962481682977·x_11^-1.1619610833144414·x_12^-1.9230270792502182·x_13^-2.7299694478949177·x_14^1.756322712678977·x_15^3.045332516942155·x_16^-0.58243489605342·u_0^0.37713785843080994·u_1^-4.767816052140926·u_2^0.0·u_3^0.0 + x_0^2.848118892517716·x_1^-3.095158602360409·x_2^0.8729086155940902·x_3^-3.111115518872989·x_4^0.41998079549563716·x_5^-1.0696683574001629·x_6^4.792340317410188·x_7^2.5784125982427337·x_8^1.5857354636278913·x_9^-0.05120808756332984·x_10^4.036223344358746·x_11^-2.621217746210036·x_12^-1.5778841672527157·x_13^0.6736721723609644·x_14^-2.295842190162798·x_15^-2.5818124079917357·x_16^4.857317377085099·u_0^0.0·u_1^0.9425331787124458·u_2^0.0·u_3^0.0 + x_0^-2.9480608544923737·x_1^-1.2822258414506726·x_2^2.5333371226057357·x_3^1.951569310693956·x_4^-1.3389914020461502·x_5^-4.540860458051751·x_6^-4.970140326246094·x_7^-2.5094542483612834·x_8^-3.2164282678642553·x_9^-4.066443024443229·x_10^3.206607588681033·x_11^-0.15136250035846377·x_12^1.2346586794090637·x_13^2.2933904330217345·x_14^-3.2280442172682955·x_15^2.894443926301676·x_16^-3.2582898325377894·u_0^-1.7152248306445799·u_1^0.0·u_2^0.0·u_3^0.0 + x_0^-1.9157194585977768·x_1^3.09903540335403·x_2^-1.653267304829944·x_3^3.8420978203076945·x_4^-0.2915910455013453·x_5^1.5997470278521622·x_6^-3.0251880460740708·x_7^2.019472418745252·x_8^3.873602498924596·x_9^0.895756731654183·x_10^1.628659257232683·x_11^3.8616841407509543·x_12^3.885650184054871·x_13^4.32252692009199·x_14^-2.0507751886474344·x_15^-2.3769093110019046·x_16^1.4205992492581032·u_0^-3.8243471028597864·u_1^0.0·u_2^0.0·u_3^-3.628311350004343 + x_0^4.90450662801554·x_1^-2.9238475457722366·x_2^-3.947039838762124·x_3^1.8402091144225707·x_4^3.2191531902787105·x_5^-1.23008632861311·x_6^-0.2254575011584521·x_7^2.3720781603404326·x_8^3.512559271189108·x_9^0.7483244226137229·x_10^-3.8688749651714147·x_11^-2.962047223779456·x_12^-0.7451913740457314·x_13^-3.894033658177176·x_14^-3.970652023424467·x_15^-2.1516102409029036·x_16^0.5756484960564858·u_0^0.0·u_1^1.0697919127150746·u_2^0.0·u_3^-1.4568892607219546 + x_0^1.2121755551124567·x_1^-0.18744554070265185·x_2^-3.6821976359461117·x_3^-3.8995357700013633·x_4^-1.0643303612259993·x_5^-2.2395301556805713·x_6^-3.0494731179620205·x_7^2.4727034646229225·x_8^3.5360466728744377·x_9^-3.0663420921622784·x_10^-1.7107985876358622·x_11^-3.9247667353864135·x_12^-4.00382558747029·x_13^2.965697431639308·x_14^-2.30447072880951·x_15^2.6043152409941994·x_16^-4.709782853747501·u_0^0.0·u_1^-0.7607888350100828·u_2^0.0·u_3^0.0 + x_0^-0.34354576104879886·x_1^3.3432269874550933·x_2^1.6002318563251965·x_3^4.738963103672255·x_4^3.3577036651380485·x_5^-4.840392178545516·x_6^0.7652080452541377·x_7^4.616735767735445·x_8^-2.913978790882358·x_9^2.2748869802389464·x_10^-3.549111454403441·x_11^-4.986750076662162·x_12^-3.1436260571316446·x_13^2.0107413342116267·x_14^-0.11722739770320523·x_15^-3.083338005829596·x_16^3.9589534366242844·u_0^0.0·u_1^-4.974109960343186·u_2^0.0·u_3^0.0 + x_0^0.09668727019472101·x_1^-4.780812491576972·x_2^-2.8943657457882432·x_3^1.2372120523232963·x_4^1.5862155352549792·x_5^1.5493714149213158·x_6^-1.8346107919977706·x_7^1.3143201917619916·x_8^0.9118598244686824·x_9^-3.42661347471537·x_10^0.24856036540639703·x_11^1.1654482217595898·x_12^2.6999876334466553·x_13^1.4305198723522237·x_14^1.925191530100692·x_15^0.7733928266775703·x_16^-4.264695388768139·u_0^0.0·u_1^-2.29608840530575·u_2^-3.0417341882269824·u_3^0.0 + x_0^-0.663534796559845·x_1^-4.595136665697814·x_2^2.6800952715224593·x_3^4.971282718905668·x_4^-3.8401085826113213·x_5^-0.8128345996750008·x_6^0.8791182119870502·x_7^-1.6434709702313999·x_8^-0.6684024019794377·x_9^2.063605330777243·x_10^3.445679708456119·x_11^-2.495354425902161·x_12^-3.799258360637051·x_13^1.1580271640166853·x_14^-4.20893950026842·x_15^-2.036527737923274·x_16^-2.03201938267354·u_0^0.0·u_1^-0.30862075942811595·u_2^0.0·u_3^0.0 + x_0^-0.6981843686633304·x_1^-4.12634149779453·x_2^-2.8689448885145663·x_3^-3.597366327702154·x_4^-1.5653892960261095·x_5^-0.43891308772487214·x_6^4.022393160778199·x_7^-0.0648313139796306·x_8^4.347245028293923·x_9^2.595419979520413·x_10^0.6457417772521286·x_11^-0.030311200944420413·x_12^-0.6385613272853252·x_13^3.2891161124317527·x_14^-2.406301245584955·x_15^3.1519034141190723·x_16^3.53831301917676·u_0^0.0·u_1^0.0·u_2^-3.5629419002581737·u_3^0.0)