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Failed

run_tests.TestEquivalentPosynomials_mosek_cli.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_cli-20220108184933)

Failing for the past 1 build (Since Failed #498 )
Took 32 ms.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_3^0.15·x_2^1.3·x_4^1.8·x_9^2.8·x_8^3.2·x_7^4/x_5^4.4/x_1^3.1/u_3^2.5/x_6^1.1/x_0^0.15 + x_7^0.89·u_1^1.4·x_1^2.2·x_4^2.4·x_2^3.1·x_5^3.1·x_3^3.6·x_6^4.2/x_9^4.3/x_8^3/x_0^1.5 + x_5^0.7·x_7^2.2·x_8^2.9/x_1^3.8/x_4^2.8/x_9^2.2/x_0^1.8/x_6^1.7/x_3^1.5/x_2^1.2 + x_8^0.7·x_7^0.8·x_1^0.88·x_9^2.4·x_2^3.5·x_6^4.1/x_0^2.9/x_4^2/x_3^2/x_5^1.6 + x_2^1.6·x_6^1.8·x_8^3.7/x_1^4.5/x_0^3.5/x_3^2.1/x_4^1.7/x_7^1.6/x_5^1.2/x_9^0.18 + x_2^0.23·x_9^1.7·x_8^2.2·x_3^2.6·x_4^3.3·x_5^3.4·x_7^4.1/x_1^4.3/x_0^4/x_6^1.1 + x_8^0.14·u_2^0.29·x_1^0.3·x_3^0.92·x_2^1.1·x_5^2.9·x_7^3.7/x_0^4.2/u_1^2/x_4^1.3/x_6^0.53/x_9^0.31 + x_1^3.7·x_8^4.3·x_9^4.5/x_2^4.7/x_0^4.3/x_4^2.6/x_5^2.6/x_7^2/x_6^1.9/u_2^0.51/x_3^0.41 + x_1^0.045·x_8^1.3·x_2^1.8/x_9^4.8/x_0^4.5/x_5^4.5/x_3^3.9/x_7^3.3/x_6^2.1/x_4^1.6/u_3^0.9 + x_7^2.1/x_0^4.8/x_6^4.6/x_2^3.7/x_4^3.4/x_9^2.5/x_1^2.4/x_3^1.6/x_8^0.64/x_5^0.45 + x_0^0.32·x_8^1.7·x_2^1.8·x_9^2.1·x_3^2.2·x_7^3·x_6^4/x_1^4.9/x_5^4/x_4^4/u_0^3.7 + x_0^0.43·x_6^1.1·x_3^1.4·x_1^2.1·x_7^4.4/u_2^4.5/x_5^3.8/u_3^2.8/x_4^2.6/x_8^1.9/x_9^1.3/x_2^0.23 + x_2^0.23·x_4^0.46·x_7^0.59·x_0^0.9·x_3^1.9·x_5^2.8·x_8^2.9·x_1^4.5·x_9^4.8/u_3^2.7/x_6^0.75 + x_9^0.87·x_0^1.5·x_7^1.8·x_1^2.3·x_4^4.9/x_3^4.6/x_6^3.9/x_2^2.1/x_8^1.8/x_5^1.2 + x_6^2.8·x_5^3.8·x_0^4·u_4^4.1/x_2^4.6/x_4^4.3/x_7^3.7/x_9^3.7/x_3^1.8/x_8^1.5/x_1^0.28 + x_7^0.096·x_9^0.77·x_4^0.91·x_6^2.2·x_2^4·x_1^4·x_0^4.3·x_5^4.4/x_3^4.7/x_8^1.4 + x_7^0.7·x_8^2.4·x_5^3.5·x_2^3.9·x_0^4.4·x_9^4.4/x_1^4.1/x_3^4/x_4^0.17/x_6^0.13) Items in the second set but not the first: gpkit.Posynomial(x_7^0.36·x_0^0.46·x_8^1.2·x_3^1.9·u_4^4·x_4^4.5/x_5^4.9/x_1^4.5/x_6^3.3/x_2^1.9/x_9^1.6 + x_0^1.6915314311253882·x_1^-1.8827835868231668·x_2^-2.383297534103649·x_3^-4.968762378823599·x_4^-1.6609652952000276·x_5^-0.2791358101688157·x_6^-3.4229688954227·x_7^3.9838125258278474·x_8^-3.800811990802979·x_9^-1.1496691392210003·u_0^0.0·u_1^0.0·u_2^-3.0289911452006013·u_3^0.0·u_4^0.0 + x_0^4.032537973092662·x_1^-0.2821805595104978·x_2^-4.602376964206202·x_3^-1.7712998751356288·x_4^-4.267716810460534·x_5^3.777416996363849·x_6^2.8419998636832062·x_7^-3.734182629901701·x_8^-1.4662568020817668·x_9^-3.6685935029454653·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^4.117579448148711 + x_0^4.1786769838018465·x_1^-1.5559399686148545·x_2^-2.4308512812667207·x_3^-3.0929210800523945·x_4^-3.918142234068438·x_5^-3.828735132085269·x_6^-0.06629642660409107·x_7^3.9693223888583162·x_8^3.891994292594733·x_9^-4.6812076486274465·u_0^0.0·u_1^0.0·u_2^3.1037348647297467·u_3^0.0·u_4^0.0 + x_0^-3.4205098577984616·x_1^-2.639323953939212·x_2^-1.0935964707902048·x_3^0.9049398111775089·x_4^-2.9326083755693135·x_5^3.777666594244849·x_6^0.3103941152476031·x_7^4.541914299176103·x_8^-4.268665018145969·x_9^-2.9596956275707265·u_0^0.0·u_1^0.0·u_2^0.6548668641357563·u_3^0.0·u_4^0.0 + x_0^-3.6252003215821493·x_1^1.470806745776648·x_2^-1.998525356365409·x_3^1.726725805940931·x_4^4.0644860195388794·x_5^0.7657989410944968·x_6^2.3130948073266406·x_7^-2.5236003105293525·x_8^4.167500904604637·x_9^-3.220283882928636·u_0^0.0·u_1^-3.3344132475130444·u_2^0.0·u_3^0.0·u_4^-4.57034324898424 + x_0^1.8865833504609641·x_1^-3.8799440359477977·x_2^1.5601805647136544·x_3^4.809871783048065·x_4^1.7516183559026182·x_5^-2.2657631613306695·x_6^-0.019680606306580195·x_7^3.0835200297615355·x_8^0.16937969235205852·x_9^-0.8012127376526692·u_0^0.0·u_1^0.0·u_2^0.0·u_3^1.8105423974139718·u_4^2.7069623040042368 + x_0^-4.548208636565651·x_1^0.04514604147286505·x_2^1.7926182267190711·x_3^-3.892152318386921·x_4^-1.638212527902784·x_5^-4.546663500645479·x_6^-2.0702847178071826·x_7^-3.31040332242885·x_8^1.2553182574622763·x_9^-4.839705101128736·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-0.902463544856878·u_4^0.0 + x_0^1.5049987006346246·x_1^2.650467579345009·x_2^-2.581728303508466·x_3^-0.43231261519317954·x_4^0.8235031822606178·x_5^-3.2477353407480516·x_6^2.849237510686584·x_7^-0.26068152711359094·x_8^-4.356822340796907·x_9^-1.3744690061807918·u_0^0.0·u_1^1.4218197808020183·u_2^0.0·u_3^2.531419822058097·u_4^0.0 + x_0^4.2935899032751745·x_1^4.1650903211587025·x_2^3.987603296814079·x_3^2.5825091068475317·x_4^2.185781533033654·x_5^-4.559009420720458·x_6^-2.275418665494151·x_7^-1.5976847451526268·x_8^-0.5125511345561717·x_9^-3.9168384988526195·u_0^0.0·u_1^0.0·u_2^0.0·u_3^2.7198259908175038·u_4^0.0 + x_0^-1.5126333109821388·x_1^2.202150444876235·x_2^3.1180632519799385·x_3^3.6326682951157565·x_4^2.362593025433534·x_5^3.1234999445599474·x_6^4.160591534353394·x_7^0.8855584156499337·x_8^-2.9635300697516787·x_9^-4.250862617828006·u_0^0.0·u_1^1.3579859152233276·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-0.1548657890148606·x_1^-3.1352181916705204·x_2^1.26056525650288·x_3^0.1510793654465017·x_4^1.8341862186508084·x_5^-4.350640239045323·x_6^-1.13129308954109·x_7^3.9669356246942122·x_8^3.213996976385273·x_9^2.800930939497867·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.5007146442610937·u_4^0.0 + x_0^2.222997083250835·x_1^-0.8096042511218569·x_2^-2.306655957433282·x_3^-3.455231345239058·x_4^2.964912515091421·x_5^0.4035452631966585·x_6^3.658444603953452·x_7^0.6033708303861198·x_8^4.433785472042185·x_9^-2.633141080205541·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-4.275773898621351·u_4^-2.3637940220108518 + x_0^-4.312053029344092·x_1^3.65055081617783·x_2^-4.697238611176009·x_3^-0.4051003446452377·x_4^-2.612224076689672·x_5^-2.5974164201589387·x_6^-1.9434453836847343·x_7^-2.043977951654792·x_8^4.321634898871409·x_9^4.508345730095776·u_0^0.0·u_1^0.0·u_2^-0.5064376509315094·u_3^0.0·u_4^0.0 + x_0^0.43031301814778455·x_1^2.0865375459107014·x_2^-0.2291038010298987·x_3^1.3780570275881923·x_4^-2.6353922751657666·x_5^-3.8151572281735637·x_6^1.081162104351474·x_7^4.4007514598150195·x_8^-1.8805437728923424·x_9^-1.3080513632076185·u_0^0.0·u_1^0.0·u_2^-4.470066701175836·u_3^-2.7633434023559094·u_4^0.0 + x_0^0.8959665035160755·x_1^4.453000917050163·x_2^0.23476965238614422·x_3^1.9441002236828622·x_4^0.45735718894185595·x_5^2.8466910927458935·x_6^-0.747735698991228·x_7^0.5865754373565473·x_8^2.894539822382079·x_9^4.803842296384667·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.6592370423120775·u_4^0.0 + x_0^-4.2425750457569125·x_1^0.2961335465132331·x_2^1.0841632896164644·x_3^0.9155126305471031·x_4^-1.325766729294485·x_5^2.9490704801799827·x_6^-0.5339646650581589·x_7^3.724702489144292·x_8^0.1388487115531989·x_9^-0.30897219152422917·u_0^0.0·u_1^-1.9679222773912441·u_2^0.285885625232456·u_3^0.0·u_4^0.0)

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_3^0.15·x_2^1.3·x_4^1.8·x_9^2.8·x_8^3.2·x_7^4/x_5^4.4/x_1^3.1/u_3^2.5/x_6^1.1/x_0^0.15 + x_7^0.89·u_1^1.4·x_1^2.2·x_4^2.4·x_2^3.1·x_5^3.1·x_3^3.6·x_6^4.2/x_9^4.3/x_8^3/x_0^1.5 + x_5^0.7·x_7^2.2·x_8^2.9/x_1^3.8/x_4^2.8/x_9^2.2/x_0^1.8/x_6^1.7/x_3^1.5/x_2^1.2 + x_8^0.7·x_7^0.8·x_1^0.88·x_9^2.4·x_2^3.5·x_6^4.1/x_0^2.9/x_4^2/x_3^2/x_5^1.6 + x_2^1.6·x_6^1.8·x_8^3.7/x_1^4.5/x_0^3.5/x_3^2.1/x_4^1.7/x_7^1.6/x_5^1.2/x_9^0.18 + x_2^0.23·x_9^1.7·x_8^2.2·x_3^2.6·x_4^3.3·x_5^3.4·x_7^4.1/x_1^4.3/x_0^4/x_6^1.1 + x_8^0.14·u_2^0.29·x_1^0.3·x_3^0.92·x_2^1.1·x_5^2.9·x_7^3.7/x_0^4.2/u_1^2/x_4^1.3/x_6^0.53/x_9^0.31 + x_1^3.7·x_8^4.3·x_9^4.5/x_2^4.7/x_0^4.3/x_4^2.6/x_5^2.6/x_7^2/x_6^1.9/u_2^0.51/x_3^0.41 + x_1^0.045·x_8^1.3·x_2^1.8/x_9^4.8/x_0^4.5/x_5^4.5/x_3^3.9/x_7^3.3/x_6^2.1/x_4^1.6/u_3^0.9 + x_7^2.1/x_0^4.8/x_6^4.6/x_2^3.7/x_4^3.4/x_9^2.5/x_1^2.4/x_3^1.6/x_8^0.64/x_5^0.45 + x_0^0.32·x_8^1.7·x_2^1.8·x_9^2.1·x_3^2.2·x_7^3·x_6^4/x_1^4.9/x_5^4/x_4^4/u_0^3.7 + x_0^0.43·x_6^1.1·x_3^1.4·x_1^2.1·x_7^4.4/u_2^4.5/x_5^3.8/u_3^2.8/x_4^2.6/x_8^1.9/x_9^1.3/x_2^0.23 + x_2^0.23·x_4^0.46·x_7^0.59·x_0^0.9·x_3^1.9·x_5^2.8·x_8^2.9·x_1^4.5·x_9^4.8/u_3^2.7/x_6^0.75 + x_9^0.87·x_0^1.5·x_7^1.8·x_1^2.3·x_4^4.9/x_3^4.6/x_6^3.9/x_2^2.1/x_8^1.8/x_5^1.2 + x_6^2.8·x_5^3.8·x_0^4·u_4^4.1/x_2^4.6/x_4^4.3/x_7^3.7/x_9^3.7/x_3^1.8/x_8^1.5/x_1^0.28 + x_7^0.096·x_9^0.77·x_4^0.91·x_6^2.2·x_2^4·x_1^4·x_0^4.3·x_5^4.4/x_3^4.7/x_8^1.4 + x_7^0.7·x_8^2.4·x_5^3.5·x_2^3.9·x_0^4.4·x_9^4.4/x_1^4.1/x_3^4/x_4^0.17/x_6^0.13)
Items in the second set but not the first:
gpkit.Posynomial(x_7^0.36·x_0^0.46·x_8^1.2·x_3^1.9·u_4^4·x_4^4.5/x_5^4.9/x_1^4.5/x_6^3.3/x_2^1.9/x_9^1.6 + x_0^1.6915314311253882·x_1^-1.8827835868231668·x_2^-2.383297534103649·x_3^-4.968762378823599·x_4^-1.6609652952000276·x_5^-0.2791358101688157·x_6^-3.4229688954227·x_7^3.9838125258278474·x_8^-3.800811990802979·x_9^-1.1496691392210003·u_0^0.0·u_1^0.0·u_2^-3.0289911452006013·u_3^0.0·u_4^0.0 + x_0^4.032537973092662·x_1^-0.2821805595104978·x_2^-4.602376964206202·x_3^-1.7712998751356288·x_4^-4.267716810460534·x_5^3.777416996363849·x_6^2.8419998636832062·x_7^-3.734182629901701·x_8^-1.4662568020817668·x_9^-3.6685935029454653·u_0^0.0·u_1^0.0·u_2^0.0·u_3^0.0·u_4^4.117579448148711 + x_0^4.1786769838018465·x_1^-1.5559399686148545·x_2^-2.4308512812667207·x_3^-3.0929210800523945·x_4^-3.918142234068438·x_5^-3.828735132085269·x_6^-0.06629642660409107·x_7^3.9693223888583162·x_8^3.891994292594733·x_9^-4.6812076486274465·u_0^0.0·u_1^0.0·u_2^3.1037348647297467·u_3^0.0·u_4^0.0 + x_0^-3.4205098577984616·x_1^-2.639323953939212·x_2^-1.0935964707902048·x_3^0.9049398111775089·x_4^-2.9326083755693135·x_5^3.777666594244849·x_6^0.3103941152476031·x_7^4.541914299176103·x_8^-4.268665018145969·x_9^-2.9596956275707265·u_0^0.0·u_1^0.0·u_2^0.6548668641357563·u_3^0.0·u_4^0.0 + x_0^-3.6252003215821493·x_1^1.470806745776648·x_2^-1.998525356365409·x_3^1.726725805940931·x_4^4.0644860195388794·x_5^0.7657989410944968·x_6^2.3130948073266406·x_7^-2.5236003105293525·x_8^4.167500904604637·x_9^-3.220283882928636·u_0^0.0·u_1^-3.3344132475130444·u_2^0.0·u_3^0.0·u_4^-4.57034324898424 + x_0^1.8865833504609641·x_1^-3.8799440359477977·x_2^1.5601805647136544·x_3^4.809871783048065·x_4^1.7516183559026182·x_5^-2.2657631613306695·x_6^-0.019680606306580195·x_7^3.0835200297615355·x_8^0.16937969235205852·x_9^-0.8012127376526692·u_0^0.0·u_1^0.0·u_2^0.0·u_3^1.8105423974139718·u_4^2.7069623040042368 + x_0^-4.548208636565651·x_1^0.04514604147286505·x_2^1.7926182267190711·x_3^-3.892152318386921·x_4^-1.638212527902784·x_5^-4.546663500645479·x_6^-2.0702847178071826·x_7^-3.31040332242885·x_8^1.2553182574622763·x_9^-4.839705101128736·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-0.902463544856878·u_4^0.0 + x_0^1.5049987006346246·x_1^2.650467579345009·x_2^-2.581728303508466·x_3^-0.43231261519317954·x_4^0.8235031822606178·x_5^-3.2477353407480516·x_6^2.849237510686584·x_7^-0.26068152711359094·x_8^-4.356822340796907·x_9^-1.3744690061807918·u_0^0.0·u_1^1.4218197808020183·u_2^0.0·u_3^2.531419822058097·u_4^0.0 + x_0^4.2935899032751745·x_1^4.1650903211587025·x_2^3.987603296814079·x_3^2.5825091068475317·x_4^2.185781533033654·x_5^-4.559009420720458·x_6^-2.275418665494151·x_7^-1.5976847451526268·x_8^-0.5125511345561717·x_9^-3.9168384988526195·u_0^0.0·u_1^0.0·u_2^0.0·u_3^2.7198259908175038·u_4^0.0 + x_0^-1.5126333109821388·x_1^2.202150444876235·x_2^3.1180632519799385·x_3^3.6326682951157565·x_4^2.362593025433534·x_5^3.1234999445599474·x_6^4.160591534353394·x_7^0.8855584156499337·x_8^-2.9635300697516787·x_9^-4.250862617828006·u_0^0.0·u_1^1.3579859152233276·u_2^0.0·u_3^0.0·u_4^0.0 + x_0^-0.1548657890148606·x_1^-3.1352181916705204·x_2^1.26056525650288·x_3^0.1510793654465017·x_4^1.8341862186508084·x_5^-4.350640239045323·x_6^-1.13129308954109·x_7^3.9669356246942122·x_8^3.213996976385273·x_9^2.800930939497867·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.5007146442610937·u_4^0.0 + x_0^2.222997083250835·x_1^-0.8096042511218569·x_2^-2.306655957433282·x_3^-3.455231345239058·x_4^2.964912515091421·x_5^0.4035452631966585·x_6^3.658444603953452·x_7^0.6033708303861198·x_8^4.433785472042185·x_9^-2.633141080205541·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-4.275773898621351·u_4^-2.3637940220108518 + x_0^-4.312053029344092·x_1^3.65055081617783·x_2^-4.697238611176009·x_3^-0.4051003446452377·x_4^-2.612224076689672·x_5^-2.5974164201589387·x_6^-1.9434453836847343·x_7^-2.043977951654792·x_8^4.321634898871409·x_9^4.508345730095776·u_0^0.0·u_1^0.0·u_2^-0.5064376509315094·u_3^0.0·u_4^0.0 + x_0^0.43031301814778455·x_1^2.0865375459107014·x_2^-0.2291038010298987·x_3^1.3780570275881923·x_4^-2.6353922751657666·x_5^-3.8151572281735637·x_6^1.081162104351474·x_7^4.4007514598150195·x_8^-1.8805437728923424·x_9^-1.3080513632076185·u_0^0.0·u_1^0.0·u_2^-4.470066701175836·u_3^-2.7633434023559094·u_4^0.0 + x_0^0.8959665035160755·x_1^4.453000917050163·x_2^0.23476965238614422·x_3^1.9441002236828622·x_4^0.45735718894185595·x_5^2.8466910927458935·x_6^-0.747735698991228·x_7^0.5865754373565473·x_8^2.894539822382079·x_9^4.803842296384667·u_0^0.0·u_1^0.0·u_2^0.0·u_3^-2.6592370423120775·u_4^0.0 + x_0^-4.2425750457569125·x_1^0.2961335465132331·x_2^1.0841632896164644·x_3^0.9155126305471031·x_4^-1.325766729294485·x_5^2.9490704801799827·x_6^-0.5339646650581589·x_7^3.724702489144292·x_8^0.1388487115531989·x_9^-0.30897219152422917·u_0^0.0·u_1^-1.9679222773912441·u_2^0.285885625232456·u_3^0.0·u_4^0.0)