Failed

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

Failing for the past 1 build (Since #498 )
Took 56 ms.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_8^0.35·x_18^0.53·x_1^0.85·x_4^1.1·x_14^1.5·x_3^1.7·x_5^3.4/x_16^4.8/x_0^4.5/x_11^3.5/x_17^2.7/x_15^2.6/x_6^2.2/x_9^2.2/x_12^2/x_10^1.6/x_2^0.72/x_7^0.46/x_13^0.19 + x_0^0.039·x_14^0.41·x_13^0.79·x_9^1.1·x_3^1.6·x_5^2.1·x_10^2.2·x_18^2.4·x_4^2.6/x_17^4.4/x_6^3.7/x_8^3.1/x_11^2.6/x_12^2.3/x_7^2.1/x_2^2.1/x_16^1.4/x_15^0.7/x_1^0.44 + x_12^0.016·x_0^0.096·x_14^1.1·x_17^1.8·x_15^2.6·x_7^3.2·x_18^4.1·x_4^4.3·x_2^4.3·x_5^4.8/u_2^4.9/x_3^4.8/x_8^4.7/x_11^3.4/x_6^3.3/x_1^3.2/x_10^3.2/x_13^1.4/x_16^0.73/x_9^0.61 + x_18^0.63·x_8^0.7·x_10^0.78·x_0^3.1·x_13^3.3·x_14^4.3/x_15^4.9/x_5^4.1/x_4^4.1/x_2^3.9/x_9^3.4/x_7^3.1/x_12^2.4/x_3^1.9/x_1^1.8/x_17^1.5/x_16^1.4/x_6^0.69/x_11^0.11 + x_11^0.055·x_15^0.31·x_16^0.47·x_12^0.87·x_10^1.2·x_5^1.3·x_3^3.1·x_2^3.7·x_0^3.9·x_7^4.1·x_4^4.6·x_6^4.9/x_1^4.9/x_14^4.2/x_18^4.1/x_17^2.4/x_13^2.2/x_9^1/x_8^0.16 + x_1^1.7·x_6^3.1·x_15^3.4·x_0^4.2·x_10^4.6·x_7^4.7/x_4^4.6/x_12^4.1/x_16^3.3/x_2^2.5/x_11^2.3/x_3^2.1/x_18^1.8/x_9^1.3/x_5^0.7/x_17^0.63/x_13^0.6/x_14^0.54/x_8^0.3 + x_9^0.14·x_13^0.17·x_16^0.84·x_2^0.93·x_1^0.97·x_14^1.8·x_6^3.9·x_0^4.3·x_7^4.3/x_8^4.7/x_4^4/x_15^3.9/x_18^3.4/x_17^3.3/x_12^2.9/x_11^1.8/x_3^1.2/x_5^0.7/x_10^0.28) Items in the second set but not the first: gpkit.Posynomial(x_8^0.19·x_15^0.7·x_2^0.76·x_1^1.3·u_2^2.9·x_14^3.3·x_18^3.5·x_6^3.6·x_10^3.8·x_13^3.9·x_4^4.1·x_9^4.9·x_11^4.9·x_16^4.9/x_7^4.8/x_17^4.6/x_5^4/x_12^3/x_3^2.9/x_0^2.2 + x_0^3.5468403205344075·x_1^3.5054686250363414·x_2^3.7385851391948037·x_3^4.09689005828864·x_4^-4.880593205703293·x_5^0.8806705319165662·x_6^-1.0766968494070719·x_7^3.7828035890062512·x_8^4.25984091990898·x_9^2.9058439201405992·x_10^3.961191346131139·x_11^0.04748141301796771·x_12^-1.7144500323073686·x_13^-3.665468091973506·x_14^-3.0354324559303136·x_15^3.964169029763715·x_16^4.765129811470045·x_17^-1.4751960319493662·x_18^3.556405054019754·u_0^0.0·u_1^0.0·u_2^-3.576438440767611 + x_0^4.336202703958378·x_1^0.35158683248170153·x_2^-4.394653328095811·x_3^-4.430314130644098·x_4^2.7996911110706213·x_5^-1.7626861214496237·x_6^3.9415347664066243·x_7^2.6577501602065556·x_8^1.40458625830263·x_9^-0.8146621933496121·x_10^-3.788402413731129·x_11^1.9168827311319125·x_12^2.3149925540318037·x_13^3.810771841250709·x_14^3.127475202775722·x_15^3.891955834276896·x_16^3.8468375252484748·x_17^-2.526097796075759·x_18^2.435361525189422·u_0^0.0·u_1^0.0·u_2^3.39724397525091 + x_0^0.09601714305746434·x_1^-3.2000504553706577·x_2^4.3122402207650765·x_3^-4.767119976044278·x_4^4.265989215133278·x_5^4.767381787508251·x_6^-3.316438335430092·x_7^3.2193045480670595·x_8^-4.658750587244872·x_9^-0.6073832393403116·x_10^-3.187051662358238·x_11^-3.4130279339217595·x_12^0.01589778804690134·x_13^-1.3894866973026043·x_14^1.0999058896188991·x_15^2.632588322773035·x_16^-0.734940644027624·x_17^1.755311044269538·x_18^4.138836536226169·u_0^0.0·u_1^0.0·u_2^-4.939005307580728 + x_0^-1.3022020845235485·x_1^-4.826747737397162·x_2^1.3388353545976237·x_3^-3.768956366794858·x_4^-3.996454056234686·x_5^-3.989062276457813·x_6^-1.2259803124651167·x_7^-1.1589804749483825·x_8^4.5591108483330025·x_9^2.180769572698768·x_10^0.33108610878342937·x_11^-2.2303815541392247·x_12^-3.7766107538492255·x_13^0.3393673340298804·x_14^-1.7589964308754946·x_15^4.661214139024844·x_16^1.179639667938627·x_17^-0.9083479995583312·x_18^-4.149079688582219·u_0^0.0·u_1^0.0·u_2^3.8720282121531864 + x_0^-3.3429875667567863·x_1^-1.3108380203047187·x_2^0.0759723297736068·x_3^0.46722618974979824·x_4^4.296512472348136·x_5^3.822704739044573·x_6^4.623755047349283·x_7^4.909001245080496·x_8^-0.39637722092822436·x_9^-4.248930992230326·x_10^4.0029246975447705·x_11^2.3323010217328175·x_12^-1.900546268896436·x_13^4.69122643458979·x_14^1.4922564891305132·x_15^-2.237725961193626·x_16^-0.14513807695505943·x_17^-2.024673714872912·x_18^3.34389728467848·u_0^0.0·u_1^0.0·u_2^0.6577439238981836 + x_0^-3.006248628845505·x_1^-1.3278169265539672·x_2^-4.300775663684757·x_3^3.1995965603444905·x_4^-2.9263988058524704·x_5^-0.4426701808456972·x_6^2.557879120619199·x_7^-4.4083062326046·x_8^-2.5323738932226147·x_9^-2.456795774620808·x_10^-0.9804716437091248·x_11^3.320681521456457·x_12^-0.021055155157210237·x_13^-4.830970429998237·x_14^4.031962323816781·x_15^4.420056797607343·x_16^1.1491030758870036·x_17^2.2900066355772832·x_18^-4.555319213922361·u_0^0.0·u_1^0.0·u_2^0.08973093312287239)

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_8^0.35·x_18^0.53·x_1^0.85·x_4^1.1·x_14^1.5·x_3^1.7·x_5^3.4/x_16^4.8/x_0^4.5/x_11^3.5/x_17^2.7/x_15^2.6/x_6^2.2/x_9^2.2/x_12^2/x_10^1.6/x_2^0.72/x_7^0.46/x_13^0.19 + x_0^0.039·x_14^0.41·x_13^0.79·x_9^1.1·x_3^1.6·x_5^2.1·x_10^2.2·x_18^2.4·x_4^2.6/x_17^4.4/x_6^3.7/x_8^3.1/x_11^2.6/x_12^2.3/x_7^2.1/x_2^2.1/x_16^1.4/x_15^0.7/x_1^0.44 + x_12^0.016·x_0^0.096·x_14^1.1·x_17^1.8·x_15^2.6·x_7^3.2·x_18^4.1·x_4^4.3·x_2^4.3·x_5^4.8/u_2^4.9/x_3^4.8/x_8^4.7/x_11^3.4/x_6^3.3/x_1^3.2/x_10^3.2/x_13^1.4/x_16^0.73/x_9^0.61 + x_18^0.63·x_8^0.7·x_10^0.78·x_0^3.1·x_13^3.3·x_14^4.3/x_15^4.9/x_5^4.1/x_4^4.1/x_2^3.9/x_9^3.4/x_7^3.1/x_12^2.4/x_3^1.9/x_1^1.8/x_17^1.5/x_16^1.4/x_6^0.69/x_11^0.11 + x_11^0.055·x_15^0.31·x_16^0.47·x_12^0.87·x_10^1.2·x_5^1.3·x_3^3.1·x_2^3.7·x_0^3.9·x_7^4.1·x_4^4.6·x_6^4.9/x_1^4.9/x_14^4.2/x_18^4.1/x_17^2.4/x_13^2.2/x_9^1/x_8^0.16 + x_1^1.7·x_6^3.1·x_15^3.4·x_0^4.2·x_10^4.6·x_7^4.7/x_4^4.6/x_12^4.1/x_16^3.3/x_2^2.5/x_11^2.3/x_3^2.1/x_18^1.8/x_9^1.3/x_5^0.7/x_17^0.63/x_13^0.6/x_14^0.54/x_8^0.3 + x_9^0.14·x_13^0.17·x_16^0.84·x_2^0.93·x_1^0.97·x_14^1.8·x_6^3.9·x_0^4.3·x_7^4.3/x_8^4.7/x_4^4/x_15^3.9/x_18^3.4/x_17^3.3/x_12^2.9/x_11^1.8/x_3^1.2/x_5^0.7/x_10^0.28)
Items in the second set but not the first:
gpkit.Posynomial(x_8^0.19·x_15^0.7·x_2^0.76·x_1^1.3·u_2^2.9·x_14^3.3·x_18^3.5·x_6^3.6·x_10^3.8·x_13^3.9·x_4^4.1·x_9^4.9·x_11^4.9·x_16^4.9/x_7^4.8/x_17^4.6/x_5^4/x_12^3/x_3^2.9/x_0^2.2 + x_0^3.5468403205344075·x_1^3.5054686250363414·x_2^3.7385851391948037·x_3^4.09689005828864·x_4^-4.880593205703293·x_5^0.8806705319165662·x_6^-1.0766968494070719·x_7^3.7828035890062512·x_8^4.25984091990898·x_9^2.9058439201405992·x_10^3.961191346131139·x_11^0.04748141301796771·x_12^-1.7144500323073686·x_13^-3.665468091973506·x_14^-3.0354324559303136·x_15^3.964169029763715·x_16^4.765129811470045·x_17^-1.4751960319493662·x_18^3.556405054019754·u_0^0.0·u_1^0.0·u_2^-3.576438440767611 + x_0^4.336202703958378·x_1^0.35158683248170153·x_2^-4.394653328095811·x_3^-4.430314130644098·x_4^2.7996911110706213·x_5^-1.7626861214496237·x_6^3.9415347664066243·x_7^2.6577501602065556·x_8^1.40458625830263·x_9^-0.8146621933496121·x_10^-3.788402413731129·x_11^1.9168827311319125·x_12^2.3149925540318037·x_13^3.810771841250709·x_14^3.127475202775722·x_15^3.891955834276896·x_16^3.8468375252484748·x_17^-2.526097796075759·x_18^2.435361525189422·u_0^0.0·u_1^0.0·u_2^3.39724397525091 + x_0^0.09601714305746434·x_1^-3.2000504553706577·x_2^4.3122402207650765·x_3^-4.767119976044278·x_4^4.265989215133278·x_5^4.767381787508251·x_6^-3.316438335430092·x_7^3.2193045480670595·x_8^-4.658750587244872·x_9^-0.6073832393403116·x_10^-3.187051662358238·x_11^-3.4130279339217595·x_12^0.01589778804690134·x_13^-1.3894866973026043·x_14^1.0999058896188991·x_15^2.632588322773035·x_16^-0.734940644027624·x_17^1.755311044269538·x_18^4.138836536226169·u_0^0.0·u_1^0.0·u_2^-4.939005307580728 + x_0^-1.3022020845235485·x_1^-4.826747737397162·x_2^1.3388353545976237·x_3^-3.768956366794858·x_4^-3.996454056234686·x_5^-3.989062276457813·x_6^-1.2259803124651167·x_7^-1.1589804749483825·x_8^4.5591108483330025·x_9^2.180769572698768·x_10^0.33108610878342937·x_11^-2.2303815541392247·x_12^-3.7766107538492255·x_13^0.3393673340298804·x_14^-1.7589964308754946·x_15^4.661214139024844·x_16^1.179639667938627·x_17^-0.9083479995583312·x_18^-4.149079688582219·u_0^0.0·u_1^0.0·u_2^3.8720282121531864 + x_0^-3.3429875667567863·x_1^-1.3108380203047187·x_2^0.0759723297736068·x_3^0.46722618974979824·x_4^4.296512472348136·x_5^3.822704739044573·x_6^4.623755047349283·x_7^4.909001245080496·x_8^-0.39637722092822436·x_9^-4.248930992230326·x_10^4.0029246975447705·x_11^2.3323010217328175·x_12^-1.900546268896436·x_13^4.69122643458979·x_14^1.4922564891305132·x_15^-2.237725961193626·x_16^-0.14513807695505943·x_17^-2.024673714872912·x_18^3.34389728467848·u_0^0.0·u_1^0.0·u_2^0.6577439238981836 + x_0^-3.006248628845505·x_1^-1.3278169265539672·x_2^-4.300775663684757·x_3^3.1995965603444905·x_4^-2.9263988058524704·x_5^-0.4426701808456972·x_6^2.557879120619199·x_7^-4.4083062326046·x_8^-2.5323738932226147·x_9^-2.456795774620808·x_10^-0.9804716437091248·x_11^3.320681521456457·x_12^-0.021055155157210237·x_13^-4.830970429998237·x_14^4.031962323816781·x_15^4.420056797607343·x_16^1.1491030758870036·x_17^2.2900066355772832·x_18^-4.555319213922361·u_0^0.0·u_1^0.0·u_2^0.08973093312287239)