Failed

run_tests.TestEquivalentPosynomials_mosek_conif.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_conif-20220108191848)

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_5^0.068·x_12^3.1·x_4^3.8·x_11^4·x_15^4.8·x_8^5/x_14^4.6/x_13^3.2/x_3^2.8/x_7^2.6/x_9^2.4/x_10^2.4/x_1^1.8/x_0^1.2/x_6^1.2/x_2^1.2 + x_10^0.13·x_4^0.5·x_15^1.5·x_1^1.5·x_13^2.2·x_9^2.2·x_11^2.2·x_5^2.3/x_7^5/x_12^4.9/x_6^3.9/x_8^3.6/x_0^1.3/x_14^1.2/x_3^0.52/x_2^0.0038 + x_14^0.93·x_8^0.97·x_5^1.4·x_7^1.4·x_13^2·x_4^2.1·x_9^2.1·x_11^2.9·x_3^3.4·x_15^3.9/x_10^4/x_1^3.1/x_0^2.4/x_12^0.83/x_6^0.35/x_2^0.048 + x_4^0.15·u_2^1.5·x_10^2.2·x_2^2.8·x_6^3.8·x_8^4·x_3^4·x_12^4.9/u_1^4.2/x_7^4.1/x_0^3.1/x_13^3.1/x_5^2.6/x_1^2.3/x_9^2.3/x_14^1.4/x_15^1.1/x_11^0.34 + x_10^0.86·x_3^1.7·x_13^2.2·x_8^2.4·x_9^2.5·x_7^3.1·x_6^4.3·x_14^4.7/x_12^4.4/x_5^4.1/x_15^4/x_1^3.8/x_0^3.4/x_4^2.3/x_11^1.5/x_2^0.32 + x_0^0.63·x_3^0.82·x_1^1.2·x_11^2.4·x_8^2.6·x_5^4.1·x_6^4.6/x_9^4.7/x_7^4.3/x_2^3.2/x_15^2.9/x_12^2.9/x_13^2.5/u_0^2.3/x_4^2.2/x_10^1.3/x_14^0.78 + x_0^1.4·x_9^1.4·x_7^3.2·x_8^4.3·x_4^4.4·x_5^4.9/x_15^4.7/x_12^4.3/x_3^4.1/u_0^4.1/u_1^4/x_11^3.2/x_6^3.1/x_2^2.1/x_14^1.6/x_10^1.5/x_1^0.87/x_13^0.81 + x_1^0.72·x_13^0.77·x_0^1.6·x_11^1.8·u_0^2.1·x_14^3.2·x_6^4.4·x_2^4.6·x_8^4.7/x_15^4.6/x_5^4.3/x_7^3.5/x_9^3/x_4^2.9/x_10^2.6/x_3^0.99/x_12^0.7 + x_8^0.9·x_13^1.3·x_0^1.7·x_9^2.3·x_10^3.1·x_4^3.3·x_11^3.8/x_15^4.2/x_14^3.9/x_12^3.7/x_5^3.6/x_7^3.3/x_2^2.9/u_1^2.7/x_3^2.3/u_2^1.7/x_6^1.2/x_1^0.025 + x_1^0.76·x_0^1.8·x_3^2.7·x_11^2.8·x_9^3.8·x_15^3.9·x_14^4.3·x_8^4.5·x_13^4.5·u_2^4.5/x_4^4.8/x_6^4.8/x_12^4.6/x_2^4.5/x_5^3/x_7^2.7/x_10^0.47 + x_6^1.5·x_14^2.1·x_8^2.2·x_3^2.7·x_2^2.7·x_0^2.8·x_1^3·x_7^3.4·x_4^4.4·x_9^4.7/x_5^3.8/x_12^3.3/x_15^3/x_13^2.8/x_11^2.3/x_10^2.2/u_0^0.67 + x_5^0.24·x_13^0.72·x_14^1.6·u_0^1.7·x_15^2.2·x_0^2.9·u_2^4.6·x_1^4.8·x_11^4.9/x_4^4.9/x_10^4.6/x_12^4.6/x_9^4.3/x_6^3.2/x_8^2/x_3^1.3/x_7^0.17/x_2^0.12 + x_13^0.53·x_11^0.56·x_12^1.2·u_1^1.3·x_4^1.5·x_2^1.9·x_7^2·x_8^2.2·x_14^2.8·x_0^3.4/x_6^4.5/x_3^4.3/x_10^3.8/x_9^2.2/x_15^1.3/x_5^1.2/x_1^1 + x_5^0.53·x_9^1.2·x_13^1.3·x_14^1.3·x_10^2·x_7^2.1·x_11^2.1·x_1^2.8·x_3^3.5·x_8^3.6·x_4^3.7·x_12^4.1·x_0^4.6·x_2^4.7/x_6^1.1/x_15^0.19 + x_15^0.48·x_1^1.5·x_3^2·x_7^2.2·x_11^2.2·x_8^2.9·x_5^4·x_10^4.4·x_4^4.6·x_2^4.6·x_0^4.7/x_14^4/x_12^2.6/x_6^1.5/x_9^1.1/x_13^0.69 + x_10^0.84·x_2^1.4·x_4^1.6·x_3^1.7·x_8^2·x_7^2.1·x_6^3.5·x_1^3.6·x_15^4.6·x_14^4.7·x_0^4.8/x_5^3.1/x_12^2.9/x_9^2/x_11^1.9/x_13^0.91) Items in the second set but not the first: gpkit.Posynomial(x_13^0.53·x_11^0.56·x_12^1.2·u_1^1.3·x_4^1.5·x_2^1.9·x_7^2·x_8^2.2·x_14^2.8·x_0^3.4/x_6^4.5/x_3^4.3/x_10^3.8/x_9^2.2/x_15^1.3/x_5^1.2/x_1^1 + x_0^-2.831431407084526·x_1^-2.1995762682739906·x_2^3.6462619822595688·x_3^-0.5212504572679597·x_4^-0.09318755500923004·x_5^4.31827425352872·x_6^-2.4580532157434556·x_7^0.6155327073065564·x_8^-3.857955599965682·x_9^-4.899695736230476·x_10^-4.023613822372498·x_11^2.162629213521031·x_12^-4.02525770731236·x_13^-4.250212011155216·x_14^1.2884302210867098·x_15^-4.096104260695719·u_0^0.0·u_1^4.852761492102843·u_2^0.0 + x_0^0.6324331341584744·x_1^1.2246544183456267·x_2^-3.218495031390487·x_3^0.8211913068568775·x_4^-2.1646161672155695·x_5^4.11418830826387·x_6^4.587636357265131·x_7^-4.252307074693715·x_8^2.631476959614437·x_9^-4.72340140249457·x_10^-1.28827310062161·x_11^2.404716370157322·x_12^-2.8573890862579265·x_13^-2.46077619443428·x_14^-0.7849001315381008·x_15^-2.9349684459302994·u_0^-2.272229851099292·u_1^0.0·u_2^0.0 + x_0^-0.6720216120270717·x_1^-3.573411961716709·x_2^-2.745636857134931·x_3^-0.80035274887768·x_4^2.110621681893793·x_5^2.081322981230903·x_6^2.245878796199623·x_7^-2.299962249906579·x_8^-3.2045331485386974·x_9^3.719145614246921·x_10^4.337886929332855·x_11^-3.6996829122852173·x_12^-4.456940037817726·x_13^-1.7024124731436752·x_14^4.420886206810817·x_15^-1.0700956686333383·u_0^4.39145896678695·u_1^0.0·u_2^0.0 + x_0^1.7807280263826·x_1^0.7577620220347123·x_2^-4.49245302725272·x_3^2.7147153115416423·x_4^-4.828215807262581·x_5^-2.9787508567069345·x_6^-4.768058761791963·x_7^-2.6996952570075425·x_8^4.457021576641456·x_9^3.7650965810023074·x_10^-0.46604877951481605·x_11^2.802575556426728·x_12^-4.592976827496859·x_13^4.492387259700497·x_14^4.258379415808978·x_15^3.937401009876538·u_0^0.0·u_1^0.0·u_2^4.521083366772555 + x_0^2.8425043639759418·x_1^2.978981149172208·x_2^2.679923374414777·x_3^2.6606370606658682·x_4^4.379491604394978·x_5^-3.836972441804123·x_6^1.5239297123101334·x_7^3.4408493546200916·x_8^2.248333104266549·x_9^4.71936807061995·x_10^-2.1878103547829397·x_11^-2.3283402590244706·x_12^-3.273685557160464·x_13^-2.7866708371058557·x_14^2.131684452977468·x_15^-3.0442682531645504·u_0^-0.6741102866274429·u_1^0.0·u_2^0.0 + x_0^0.2558974280401003·x_1^-0.5018395070421082·x_2^2.626199728085064·x_3^-1.0810837302576894·x_4^-1.167562453927955·x_5^4.7831788176849095·x_6^-0.7405853398145066·x_7^0.09563652592509708·x_8^-0.5178201165086413·x_9^-0.809597420581162·x_10^-2.0409190491182505·x_11^2.866088967025423·x_12^0.5335641269531255·x_13^0.7224813519155155·x_14^-4.387685455300963·x_15^-1.6250901923611005·u_0^0.0·u_1^0.0·u_2^1.234470979021474 + x_0^1.6820499655749082·x_1^-0.024862410781322453·x_2^-2.8700304978035684·x_3^-2.2987709095323847·x_4^3.2502767812169093·x_5^-3.6071865605566944·x_6^-1.1563893341306084·x_7^-3.2970112840639008·x_8^0.9035196341445761·x_9^2.317520876011688·x_10^3.0500335061644392·x_11^3.831115161491258·x_12^-3.660684367062487·x_13^1.2789567686537868·x_14^-3.8582996716932416·x_15^-4.168028231910866·u_0^0.0·u_1^-2.715014209367728·u_2^-1.687660062259826 + x_0^-2.120258386904629·x_1^4.030512938236061·x_2^4.115323303420761·x_3^0.8566818793596598·x_4^-3.5371293647298807·x_5^-2.147324498583215·x_6^1.405237817915225·x_7^-1.713809424520444·x_8^-1.7487815843887686·x_9^-1.4821421713391345·x_10^-0.6117455536331224·x_11^-1.0644926239904495·x_12^-1.6064666341396707·x_13^2.397625829448211·x_14^-1.336699746997816·x_15^-3.338903205536897·u_0^0.0·u_1^0.0·u_2^4.290546029031514 + x_0^1.6487815152593264·x_1^0.7156919378442863·x_2^4.63388401537166·x_3^-0.9863541176769006·x_4^-2.877386534670745·x_5^-4.293259381041614·x_6^4.4154666830375255·x_7^-3.458513813127891·x_8^4.734855560162282·x_9^-2.999537726000349·x_10^-2.6243013900861625·x_11^1.8304291635943128·x_12^-0.698344184938394·x_13^0.7707839149965423·x_14^3.1599055582127082·x_15^-4.593416173648837·u_0^2.0961683544313194·u_1^0.0·u_2^0.0 + x_0^2.877317667591419·x_1^4.807548042949076·x_2^-0.12408911845187909·x_3^-1.2728281961065377·x_4^-4.889047562047675·x_5^0.23802857494039653·x_6^-3.2125085476569195·x_7^-0.17456324265526657·x_8^-2.003486695680002·x_9^-4.343883890622894·x_10^-4.56886372805681·x_11^4.934635841896904·x_12^-4.5687068078644435·x_13^0.7190991570034857·x_14^1.6184184821476544·x_15^2.241053229449906·u_0^1.7401825099377788·u_1^0.0·u_2^4.631455391033963 + x_0^1.2133565278278873·x_1^3.995276841080793·x_2^-1.4228455732107035·x_3^-0.2932330875280993·x_4^0.8972833572178809·x_5^-0.3205159083810951·x_6^0.3808372043999739·x_7^-1.3403049184633318·x_8^2.666149784085623·x_9^-3.228306843006706·x_10^2.275549167540735·x_11^1.7917890692449001·x_12^-3.31191256055676·x_13^-2.161106672741883·x_14^0.5320093004860524·x_15^-0.17448177471939452·u_0^-4.9267841661251275·u_1^0.0·u_2^0.0 + x_0^-1.5372093926200803·x_1^3.7256553291724686·x_2^-1.3497121672282941·x_3^-0.09054792617125962·x_4^4.151929668867089·x_5^1.13354155006724·x_6^1.486609237432253·x_7^2.8930606371877845·x_8^-0.4890850290171276·x_9^-4.9112805013638505·x_10^-1.8901448726992065·x_11^3.929976502217084·x_12^-3.4484730889928117·x_13^1.5003165903802635·x_14^-4.563812748430846·x_15^0.09255807958783713·u_0^0.0·u_1^0.0·u_2^0.7691200313951729 + x_0^0.970916744856785·x_1^-1.9621315867578035·x_2^2.792662696355242·x_3^-3.635025167525654·x_4^-4.008418073988005·x_5^-2.1241084039000646·x_6^4.221775232065969·x_7^-1.0103022058146482·x_8^-1.346314525862585·x_9^1.863646518697041·x_10^1.3403448858665792·x_11^-4.715771485308174·x_12^-2.543420304645853·x_13^3.2673350850759952·x_14^-1.6702724548284231·x_15^3.850058992201916·u_0^0.0·u_1^-3.1048399497034005·u_2^0.0 + x_0^1.374316438424696·x_1^-0.8736256002650187·x_2^-2.1423933806876603·x_3^-4.1379048272254035·x_4^4.369953637435962·x_5^4.899098012624153·x_6^-3.0786647358922883·x_7^3.1519808194783323·x_8^4.272327817100246·x_9^1.414810935927746·x_10^-1.5011271397048742·x_11^-3.155385357503909·x_12^-4.285717860035891·x_13^-0.8133798435910169·x_14^-1.6128092226656285·x_15^-4.749491039896595·u_0^-4.0801905594935155·u_1^-4.0408005708241905·u_2^0.0 + x_0^-3.1326997744839513·x_1^-2.3276196954863293·x_2^2.7827419441763093·x_3^4.012897111271375·x_4^0.15405774026814978·x_5^-2.6493181641402472·x_6^3.7726374327092547·x_7^-4.136378640645624·x_8^4.002575370949982·x_9^-2.270334603485451·x_10^2.168575089110373·x_11^-0.34052760578662955·x_12^4.938354731968042·x_13^-3.0730304261419006·x_14^-1.3712776820386594·x_15^-1.089657422227245·u_0^0.0·u_1^-4.180012945369546·u_2^1.506576398186978)

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_5^0.068·x_12^3.1·x_4^3.8·x_11^4·x_15^4.8·x_8^5/x_14^4.6/x_13^3.2/x_3^2.8/x_7^2.6/x_9^2.4/x_10^2.4/x_1^1.8/x_0^1.2/x_6^1.2/x_2^1.2 + x_10^0.13·x_4^0.5·x_15^1.5·x_1^1.5·x_13^2.2·x_9^2.2·x_11^2.2·x_5^2.3/x_7^5/x_12^4.9/x_6^3.9/x_8^3.6/x_0^1.3/x_14^1.2/x_3^0.52/x_2^0.0038 + x_14^0.93·x_8^0.97·x_5^1.4·x_7^1.4·x_13^2·x_4^2.1·x_9^2.1·x_11^2.9·x_3^3.4·x_15^3.9/x_10^4/x_1^3.1/x_0^2.4/x_12^0.83/x_6^0.35/x_2^0.048 + x_4^0.15·u_2^1.5·x_10^2.2·x_2^2.8·x_6^3.8·x_8^4·x_3^4·x_12^4.9/u_1^4.2/x_7^4.1/x_0^3.1/x_13^3.1/x_5^2.6/x_1^2.3/x_9^2.3/x_14^1.4/x_15^1.1/x_11^0.34 + x_10^0.86·x_3^1.7·x_13^2.2·x_8^2.4·x_9^2.5·x_7^3.1·x_6^4.3·x_14^4.7/x_12^4.4/x_5^4.1/x_15^4/x_1^3.8/x_0^3.4/x_4^2.3/x_11^1.5/x_2^0.32 + x_0^0.63·x_3^0.82·x_1^1.2·x_11^2.4·x_8^2.6·x_5^4.1·x_6^4.6/x_9^4.7/x_7^4.3/x_2^3.2/x_15^2.9/x_12^2.9/x_13^2.5/u_0^2.3/x_4^2.2/x_10^1.3/x_14^0.78 + x_0^1.4·x_9^1.4·x_7^3.2·x_8^4.3·x_4^4.4·x_5^4.9/x_15^4.7/x_12^4.3/x_3^4.1/u_0^4.1/u_1^4/x_11^3.2/x_6^3.1/x_2^2.1/x_14^1.6/x_10^1.5/x_1^0.87/x_13^0.81 + x_1^0.72·x_13^0.77·x_0^1.6·x_11^1.8·u_0^2.1·x_14^3.2·x_6^4.4·x_2^4.6·x_8^4.7/x_15^4.6/x_5^4.3/x_7^3.5/x_9^3/x_4^2.9/x_10^2.6/x_3^0.99/x_12^0.7 + x_8^0.9·x_13^1.3·x_0^1.7·x_9^2.3·x_10^3.1·x_4^3.3·x_11^3.8/x_15^4.2/x_14^3.9/x_12^3.7/x_5^3.6/x_7^3.3/x_2^2.9/u_1^2.7/x_3^2.3/u_2^1.7/x_6^1.2/x_1^0.025 + x_1^0.76·x_0^1.8·x_3^2.7·x_11^2.8·x_9^3.8·x_15^3.9·x_14^4.3·x_8^4.5·x_13^4.5·u_2^4.5/x_4^4.8/x_6^4.8/x_12^4.6/x_2^4.5/x_5^3/x_7^2.7/x_10^0.47 + x_6^1.5·x_14^2.1·x_8^2.2·x_3^2.7·x_2^2.7·x_0^2.8·x_1^3·x_7^3.4·x_4^4.4·x_9^4.7/x_5^3.8/x_12^3.3/x_15^3/x_13^2.8/x_11^2.3/x_10^2.2/u_0^0.67 + x_5^0.24·x_13^0.72·x_14^1.6·u_0^1.7·x_15^2.2·x_0^2.9·u_2^4.6·x_1^4.8·x_11^4.9/x_4^4.9/x_10^4.6/x_12^4.6/x_9^4.3/x_6^3.2/x_8^2/x_3^1.3/x_7^0.17/x_2^0.12 + x_13^0.53·x_11^0.56·x_12^1.2·u_1^1.3·x_4^1.5·x_2^1.9·x_7^2·x_8^2.2·x_14^2.8·x_0^3.4/x_6^4.5/x_3^4.3/x_10^3.8/x_9^2.2/x_15^1.3/x_5^1.2/x_1^1 + x_5^0.53·x_9^1.2·x_13^1.3·x_14^1.3·x_10^2·x_7^2.1·x_11^2.1·x_1^2.8·x_3^3.5·x_8^3.6·x_4^3.7·x_12^4.1·x_0^4.6·x_2^4.7/x_6^1.1/x_15^0.19 + x_15^0.48·x_1^1.5·x_3^2·x_7^2.2·x_11^2.2·x_8^2.9·x_5^4·x_10^4.4·x_4^4.6·x_2^4.6·x_0^4.7/x_14^4/x_12^2.6/x_6^1.5/x_9^1.1/x_13^0.69 + x_10^0.84·x_2^1.4·x_4^1.6·x_3^1.7·x_8^2·x_7^2.1·x_6^3.5·x_1^3.6·x_15^4.6·x_14^4.7·x_0^4.8/x_5^3.1/x_12^2.9/x_9^2/x_11^1.9/x_13^0.91)
Items in the second set but not the first:
gpkit.Posynomial(x_13^0.53·x_11^0.56·x_12^1.2·u_1^1.3·x_4^1.5·x_2^1.9·x_7^2·x_8^2.2·x_14^2.8·x_0^3.4/x_6^4.5/x_3^4.3/x_10^3.8/x_9^2.2/x_15^1.3/x_5^1.2/x_1^1 + x_0^-2.831431407084526·x_1^-2.1995762682739906·x_2^3.6462619822595688·x_3^-0.5212504572679597·x_4^-0.09318755500923004·x_5^4.31827425352872·x_6^-2.4580532157434556·x_7^0.6155327073065564·x_8^-3.857955599965682·x_9^-4.899695736230476·x_10^-4.023613822372498·x_11^2.162629213521031·x_12^-4.02525770731236·x_13^-4.250212011155216·x_14^1.2884302210867098·x_15^-4.096104260695719·u_0^0.0·u_1^4.852761492102843·u_2^0.0 + x_0^0.6324331341584744·x_1^1.2246544183456267·x_2^-3.218495031390487·x_3^0.8211913068568775·x_4^-2.1646161672155695·x_5^4.11418830826387·x_6^4.587636357265131·x_7^-4.252307074693715·x_8^2.631476959614437·x_9^-4.72340140249457·x_10^-1.28827310062161·x_11^2.404716370157322·x_12^-2.8573890862579265·x_13^-2.46077619443428·x_14^-0.7849001315381008·x_15^-2.9349684459302994·u_0^-2.272229851099292·u_1^0.0·u_2^0.0 + x_0^-0.6720216120270717·x_1^-3.573411961716709·x_2^-2.745636857134931·x_3^-0.80035274887768·x_4^2.110621681893793·x_5^2.081322981230903·x_6^2.245878796199623·x_7^-2.299962249906579·x_8^-3.2045331485386974·x_9^3.719145614246921·x_10^4.337886929332855·x_11^-3.6996829122852173·x_12^-4.456940037817726·x_13^-1.7024124731436752·x_14^4.420886206810817·x_15^-1.0700956686333383·u_0^4.39145896678695·u_1^0.0·u_2^0.0 + x_0^1.7807280263826·x_1^0.7577620220347123·x_2^-4.49245302725272·x_3^2.7147153115416423·x_4^-4.828215807262581·x_5^-2.9787508567069345·x_6^-4.768058761791963·x_7^-2.6996952570075425·x_8^4.457021576641456·x_9^3.7650965810023074·x_10^-0.46604877951481605·x_11^2.802575556426728·x_12^-4.592976827496859·x_13^4.492387259700497·x_14^4.258379415808978·x_15^3.937401009876538·u_0^0.0·u_1^0.0·u_2^4.521083366772555 + x_0^2.8425043639759418·x_1^2.978981149172208·x_2^2.679923374414777·x_3^2.6606370606658682·x_4^4.379491604394978·x_5^-3.836972441804123·x_6^1.5239297123101334·x_7^3.4408493546200916·x_8^2.248333104266549·x_9^4.71936807061995·x_10^-2.1878103547829397·x_11^-2.3283402590244706·x_12^-3.273685557160464·x_13^-2.7866708371058557·x_14^2.131684452977468·x_15^-3.0442682531645504·u_0^-0.6741102866274429·u_1^0.0·u_2^0.0 + x_0^0.2558974280401003·x_1^-0.5018395070421082·x_2^2.626199728085064·x_3^-1.0810837302576894·x_4^-1.167562453927955·x_5^4.7831788176849095·x_6^-0.7405853398145066·x_7^0.09563652592509708·x_8^-0.5178201165086413·x_9^-0.809597420581162·x_10^-2.0409190491182505·x_11^2.866088967025423·x_12^0.5335641269531255·x_13^0.7224813519155155·x_14^-4.387685455300963·x_15^-1.6250901923611005·u_0^0.0·u_1^0.0·u_2^1.234470979021474 + x_0^1.6820499655749082·x_1^-0.024862410781322453·x_2^-2.8700304978035684·x_3^-2.2987709095323847·x_4^3.2502767812169093·x_5^-3.6071865605566944·x_6^-1.1563893341306084·x_7^-3.2970112840639008·x_8^0.9035196341445761·x_9^2.317520876011688·x_10^3.0500335061644392·x_11^3.831115161491258·x_12^-3.660684367062487·x_13^1.2789567686537868·x_14^-3.8582996716932416·x_15^-4.168028231910866·u_0^0.0·u_1^-2.715014209367728·u_2^-1.687660062259826 + x_0^-2.120258386904629·x_1^4.030512938236061·x_2^4.115323303420761·x_3^0.8566818793596598·x_4^-3.5371293647298807·x_5^-2.147324498583215·x_6^1.405237817915225·x_7^-1.713809424520444·x_8^-1.7487815843887686·x_9^-1.4821421713391345·x_10^-0.6117455536331224·x_11^-1.0644926239904495·x_12^-1.6064666341396707·x_13^2.397625829448211·x_14^-1.336699746997816·x_15^-3.338903205536897·u_0^0.0·u_1^0.0·u_2^4.290546029031514 + x_0^1.6487815152593264·x_1^0.7156919378442863·x_2^4.63388401537166·x_3^-0.9863541176769006·x_4^-2.877386534670745·x_5^-4.293259381041614·x_6^4.4154666830375255·x_7^-3.458513813127891·x_8^4.734855560162282·x_9^-2.999537726000349·x_10^-2.6243013900861625·x_11^1.8304291635943128·x_12^-0.698344184938394·x_13^0.7707839149965423·x_14^3.1599055582127082·x_15^-4.593416173648837·u_0^2.0961683544313194·u_1^0.0·u_2^0.0 + x_0^2.877317667591419·x_1^4.807548042949076·x_2^-0.12408911845187909·x_3^-1.2728281961065377·x_4^-4.889047562047675·x_5^0.23802857494039653·x_6^-3.2125085476569195·x_7^-0.17456324265526657·x_8^-2.003486695680002·x_9^-4.343883890622894·x_10^-4.56886372805681·x_11^4.934635841896904·x_12^-4.5687068078644435·x_13^0.7190991570034857·x_14^1.6184184821476544·x_15^2.241053229449906·u_0^1.7401825099377788·u_1^0.0·u_2^4.631455391033963 + x_0^1.2133565278278873·x_1^3.995276841080793·x_2^-1.4228455732107035·x_3^-0.2932330875280993·x_4^0.8972833572178809·x_5^-0.3205159083810951·x_6^0.3808372043999739·x_7^-1.3403049184633318·x_8^2.666149784085623·x_9^-3.228306843006706·x_10^2.275549167540735·x_11^1.7917890692449001·x_12^-3.31191256055676·x_13^-2.161106672741883·x_14^0.5320093004860524·x_15^-0.17448177471939452·u_0^-4.9267841661251275·u_1^0.0·u_2^0.0 + x_0^-1.5372093926200803·x_1^3.7256553291724686·x_2^-1.3497121672282941·x_3^-0.09054792617125962·x_4^4.151929668867089·x_5^1.13354155006724·x_6^1.486609237432253·x_7^2.8930606371877845·x_8^-0.4890850290171276·x_9^-4.9112805013638505·x_10^-1.8901448726992065·x_11^3.929976502217084·x_12^-3.4484730889928117·x_13^1.5003165903802635·x_14^-4.563812748430846·x_15^0.09255807958783713·u_0^0.0·u_1^0.0·u_2^0.7691200313951729 + x_0^0.970916744856785·x_1^-1.9621315867578035·x_2^2.792662696355242·x_3^-3.635025167525654·x_4^-4.008418073988005·x_5^-2.1241084039000646·x_6^4.221775232065969·x_7^-1.0103022058146482·x_8^-1.346314525862585·x_9^1.863646518697041·x_10^1.3403448858665792·x_11^-4.715771485308174·x_12^-2.543420304645853·x_13^3.2673350850759952·x_14^-1.6702724548284231·x_15^3.850058992201916·u_0^0.0·u_1^-3.1048399497034005·u_2^0.0 + x_0^1.374316438424696·x_1^-0.8736256002650187·x_2^-2.1423933806876603·x_3^-4.1379048272254035·x_4^4.369953637435962·x_5^4.899098012624153·x_6^-3.0786647358922883·x_7^3.1519808194783323·x_8^4.272327817100246·x_9^1.414810935927746·x_10^-1.5011271397048742·x_11^-3.155385357503909·x_12^-4.285717860035891·x_13^-0.8133798435910169·x_14^-1.6128092226656285·x_15^-4.749491039896595·u_0^-4.0801905594935155·u_1^-4.0408005708241905·u_2^0.0 + x_0^-3.1326997744839513·x_1^-2.3276196954863293·x_2^2.7827419441763093·x_3^4.012897111271375·x_4^0.15405774026814978·x_5^-2.6493181641402472·x_6^3.7726374327092547·x_7^-4.136378640645624·x_8^4.002575370949982·x_9^-2.270334603485451·x_10^2.168575089110373·x_11^-0.34052760578662955·x_12^4.938354731968042·x_13^-3.0730304261419006·x_14^-1.3712776820386594·x_15^-1.089657422227245·u_0^0.0·u_1^-4.180012945369546·u_2^1.506576398186978)