Failed

run_tests.TestEquivalentPosynomials_mosek_cli.test_correlated_monomials (from run_tests.TestEquivalentPosynomials_mosek_cli-20220302153912)

Failing for the past 1 build (Since #499 )
Took 68 ms.

Error Message

Items in the first set but not the second: gpkit.Posynomial(x_1^0.1·x_14^0.47·x_16^2.2·x_3^2.3·x_4^2.7·x_9^2.9·x_6^3.3·x_11^3.5·x_2^3.6·x_7^4.7·x_10^4.8/u_1^4.5/x_12^3.3/x_5^2.9/x_13^1.6/x_8^1.6/x_15^0.029/x_0^0.025 + x_2^0.7·x_8^1.9·x_10^3.2·x_16^3.2·x_9^4.2/x_4^4.9/x_5^4.7/x_13^3.7/x_6^3.2/x_1^2.6/x_15^2.4/x_7^2.4/x_3^2.2/x_12^1.4/x_14^0.31/x_11^0.26/x_0^0.21 + x_4^1.7·x_6^2·x_8^2.6·x_13^2.7·x_3^4.6·x_10^4.7/x_16^4.9/x_14^4.6/x_7^4.4/x_2^2.7/x_5^2.4/x_15^1.6/x_12^1.4/x_1^0.75/x_11^0.41/x_0^0.4/x_9^0.15/u_1^0.14 + x_9^0.99·x_14^1.5·x_3^1.5·x_10^1.9·x_13^1.9·x_5^2.2·x_1^3.3·x_12^3.4·x_11^3.4·x_7^3.5·x_8^4.2/x_16^3.3/u_1^3.1/x_15^2.8/x_4^2.5/x_6^2.1/x_2^0.87/x_0^0.55 + x_13^0.28·x_9^1.5·x_14^2.2·x_5^3.1·x_7^4.5·x_10^4.7/x_3^4.8/x_16^4.7/x_11^4.2/x_15^4.1/x_6^3/x_8^2.7/x_1^2.2/x_4^1.2/x_2^1.1/x_12^0.6/x_0^0.57/u_1^0.25 + x_13^0.33·x_1^1.1·x_11^1.6·x_4^1.7·x_7^1.9·x_10^2.5·x_16^2.6·x_12^3.7/x_9^4.9/x_5^4.7/x_14^4.6/x_3^4.6/x_8^2.7/x_15^1.6/x_0^0.96/x_2^0.64/x_6^0.19 + x_9^0.51·x_12^0.54·x_15^1·u_0^1.4·x_8^1.7·x_3^1.8·x_11^2.9·x_16^3.9·x_13^4·x_10^4.2/x_14^4.5/x_2^1.9/x_1^1.5/x_5^1.5/x_7^1.4/x_0^1.3/x_6^0.55/x_4^0.038 + x_11^0.12·x_10^0.32·x_7^0.44·x_16^2.2·x_4^2.3·x_12^2.3·x_5^3.3·x_1^3.3·x_15^3.5·x_13^3.6·x_8^4.1/x_6^3.8/x_9^2.2/x_3^1.9/x_0^1.5/x_2^1.4/x_14^0.28 + x_11^0.2·x_6^0.71·x_1^2.4·x_13^2.8·x_15^3.6·x_7^3.8·x_14^4.1/x_5^4.5/x_12^4.4/x_0^4.2/x_3^3.6/x_2^2.7/x_4^2.4/x_10^1.9/x_9^1.5/x_8^1.4/x_16^1.1 + x_5^0.5·x_13^1.9·x_7^2.9·x_2^4.2·x_8^4.6·x_9^5/x_0^4.7/x_1^4.7/x_12^4.6/x_15^4/x_11^3.7/x_16^3.5/x_10^3.3/x_6^2.2/x_3^1.3/x_14^1.2/x_4^0.9 + x_2^0.6·x_7^0.79·x_9^1.1·x_15^2·x_16^2.8·x_10^3.3·x_14^3.9/x_0^4.9/x_8^4.8/u_0^4.4/x_5^4.4/x_3^3.5/u_1^3.5/x_13^3.2/x_12^3.2/x_4^2.2/x_11^1.1/x_1^0.35/x_6^0.02 + x_13^0.1·x_3^2·x_10^2.2·x_5^3.2·x_8^3.3·x_14^4.2·x_6^4.6·x_4^4.7/x_0^5/x_12^4.8/x_9^4.4/x_15^4.1/x_2^3.9/x_7^3.7/x_16^3.2/x_11^1.2/x_1^0.6 + x_6^0.25·x_10^0.43·x_0^0.51·x_5^1·x_11^2·x_7^4.9·x_8^4.9/x_4^4.9/x_16^4.2/x_1^3.2/x_14^3.1/x_13^3.1/x_9^3/x_12^2.6/x_2^2/x_3^1.2/x_15^0.51 + x_0^1.2·x_2^1.6·x_6^2.3·x_7^2.8·x_16^3.5·x_15^4.6·x_3^4.7·x_5^4.7·x_13^4.8·x_14^4.9·x_8^5/x_9^4.7/x_10^4.4/x_1^2.8/x_4^2.7/x_11^2.7/u_0^1.6/x_12^0.54 + x_7^0.62·x_8^1.3·x_0^1.5·x_15^2·x_11^2.7·x_16^2.8·x_4^3.2·x_13^4.3/x_3^3.1/x_14^2.9/x_12^2.5/x_10^2.3/x_2^1.5/x_6^1.5/x_1^0.99/x_9^0.31/x_5^0.12 + x_4^0.5·x_15^1.1·x_7^1.1·u_1^1.2·x_0^1.5·x_12^1.8·x_5^1.9·x_3^2.3·x_14^3.4/x_8^4.8/x_13^4.8/x_9^3.8/x_6^3.3/x_16^2.1/x_1^1.9/x_2^1/x_11^0.79/x_10^0.59 + x_14^0.63·u_0^0.91·x_4^0.97·x_0^1.7·x_6^1.7·x_8^1.8·x_1^2.7·x_9^4.1/x_13^4.6/x_7^3.9/x_16^3.9/x_2^3.5/x_11^3.1/x_3^2.1/x_5^0.51/x_12^0.43/x_15^0.21/x_10^0.16 + x_1^2.2·x_7^2.6·x_0^2.9·u_1^3.5·x_16^3.6·x_11^3.7·x_12^4.4·x_14^4.7/x_5^4.9/x_10^4.2/x_6^3.9/x_8^3.6/x_2^3.2/x_9^2.9/x_3^2.7/x_15^2.3/x_4^2.3/x_13^1.9 + x_7^0.13·x_15^0.26·x_12^0.93·x_5^1.1·x_2^1.2·x_13^2·x_3^2.2·x_8^2.3·x_0^3.5·x_1^3.5·x_10^3.8/x_9^4.7/x_4^4.5/x_6^4/x_11^4/x_14^4/x_16^0.98 + x_9^0.029·x_12^0.76·x_3^0.84·x_4^1.8·x_13^2·u_0^2·x_6^2.4·x_16^2.6·x_15^3.3·x_0^3.5·x_1^4.2·x_14^4.6/x_11^4.7/x_7^4/x_5^2.5/x_2^1.4/x_8^0.7/x_10^0.25 + x_15^0.6·x_14^0.89·x_7^2.2·x_11^2.7·x_12^2.7·x_0^3.7·x_5^4.1·x_3^4.6·x_2^4.6/x_6^4.3/x_1^3/x_16^2.6/x_10^2.3/x_4^1.7/x_13^1.6/x_8^1.6/x_9^1.4/u_1^0.3 + x_10^0.84·x_14^1.2·x_5^2.7·x_11^2.7·x_0^3.7·u_0^3.8·x_6^4.1·x_2^4.3·x_13^4.5·x_9^4.8·x_7^4.9·x_12^4.9/x_15^4.7/x_4^4.7/x_1^4.7/x_3^1.8/x_8^1.2/x_16^0.57 + x_9^0.71·x_2^1.4·x_14^2.6·x_5^3·x_0^3.8·x_1^4.2·x_13^4.4·x_10^4.8/x_3^5/x_4^4.1/x_8^3.3/x_7^3.1/x_12^2.5/x_16^1.8/x_11^1.7/x_15^0.49/x_6^0.0058 + x_7^0.011·x_12^0.051·x_16^1·x_2^1.1·x_13^2.1·x_4^3.5·x_9^3.7·x_0^4.9/x_10^4.8/x_11^4.3/x_1^3.7/x_5^2.8/u_1^2.4/x_3^2.3/x_15^1.2/x_8^0.85/x_6^0.61/x_14^0.55) Items in the second set but not the first: gpkit.Posynomial(x_9^0.029·x_12^0.76·x_3^0.84·x_4^1.8·x_13^2·u_0^2·x_6^2.4·x_16^2.6·x_15^3.3·x_0^3.5·x_1^4.2·x_14^4.6/x_11^4.7/x_7^4/x_5^2.5/x_2^1.4/x_8^0.7/x_10^0.25 + x_0^4.909374040553626·x_1^-0.8852960796806162·x_2^-2.071807089390678·x_3^1.7836444104975513·x_4^4.700204548253467·x_5^-4.386284754689292·x_6^4.238113273024505·x_7^1.373134279900123·x_8^4.13606141979567·x_9^3.967258404869767·x_10^1.6879414873586587·x_11^-2.4606262481084507·x_12^-3.335816194609522·x_13^0.6757480924465353·x_14^-1.8144533194347465·x_15^-3.0368477205901536·x_16^-4.7648131951240105·u_0^-1.1833227680199725·u_1^0.0 + x_0^-3.6490006320961452·x_1^3.9466460494306492·x_2^-2.7145216345873546·x_3^-0.2952042089365161·x_4^4.728513458429081·x_5^3.0090603876889723·x_6^-2.5073179912865307·x_7^-1.6915158457117863·x_8^2.3807545037513043·x_9^-3.8740571518241342·x_10^-0.2514998901531831·x_11^-2.4062689651217273·x_12^4.215980761748607·x_13^1.2695538625667124·x_14^4.2415829570917865·x_15^3.565597874960634·x_16^-2.402952284560439·u_0^0.0·u_1^1.0565891876778695 + x_0^-0.46310145016386706·x_1^-3.1425592591653997·x_2^-2.9399771001579467·x_3^-1.7289199233679895·x_4^-2.6054979154632685·x_5^3.693740958843403·x_6^0.09860674737668695·x_7^0.8153967500197723·x_8^0.38751029859956887·x_9^-2.996362412455398·x_10^-0.7309301702586923·x_11^4.683739431599621·x_12^3.5463758032382415·x_13^0.30832476574251544·x_14^-0.3642819823156511·x_15^-1.4339937195005903·x_16^-2.2029468155889234·u_0^0.0·u_1^-3.1244665325744063 + x_0^-1.3196703084641994·x_1^-1.5249180115565242·x_2^-1.9020391504185796·x_3^1.772233291509293·x_4^-0.03827863987988245·x_5^-1.4818858898140688·x_6^-0.5477324626107105·x_7^-1.384126232190137·x_8^1.7371759578109858·x_9^0.5134559872629474·x_10^4.164886381155119·x_11^2.9044930415491876·x_12^0.5376856816563791·x_13^4.025544886004122·x_14^-4.5093265434331204·x_15^1.0492489775342282·x_16^3.884771429500942·u_0^1.3525646456225493·u_1^0.0 + x_0^2.931569515843652·x_1^2.2383665300692934·x_2^-3.18505832460787·x_3^-2.7139483800513933·x_4^-2.2577207496663765·x_5^-4.850804466478326·x_6^-3.861024753889455·x_7^2.5902164022006877·x_8^-3.603219584201094·x_9^-2.8608768301685727·x_10^-4.212979947419251·x_11^3.674723878277115·x_12^4.435032101076221·x_13^-1.8906439705833544·x_14^4.7252482104598315·x_15^-2.311990055332193·x_16^3.5518703500663857·u_0^0.0·u_1^3.478975189179088 + x_0^-0.5682447025443871·x_1^-2.1690008455132883·x_2^-1.0648860722044242·x_3^-4.768177101302592·x_4^-1.2367345698949328·x_5^3.073786177417057·x_6^-2.9606974496018923·x_7^4.460401534537841·x_8^-2.682208768693494·x_9^1.475460714329163·x_10^4.749678522957826·x_11^-4.189941209369367·x_12^-0.5971677932374284·x_13^0.2763120215854027·x_14^2.213887879867076·x_15^-4.096869113054332·x_16^-4.745157586342334·u_0^0.0·u_1^-0.25053159609459585 + x_0^-0.40181019153421715·x_1^-0.7452443522738754·x_2^-2.650590454907653·x_3^4.638619240336498·x_4^1.7300390474727498·x_5^-2.3871587930123708·x_6^1.9581707034369025·x_7^-4.392343044663206·x_8^2.6189764425481465·x_9^-0.15441453953994966·x_10^4.735728044039538·x_11^-0.4125892336765533·x_12^-1.397899209742107·x_13^2.6553533435531023·x_14^-4.571164180145296·x_15^-1.613842828958175·x_16^-4.911236190672738·u_0^0.0·u_1^-0.1397435735008462 + x_0^-1.6848917722501189·x_1^-1.2531142669017825·x_2^-2.887250960689544·x_3^2.5207735508414846·x_4^4.384121539193464·x_5^-1.2856517746251561·x_6^0.4789931699783567·x_7^4.499253849118512·x_8^0.7298357732111258·x_9^-0.13142711278087305·x_10^-2.295642664244469·x_11^1.2859810097581272·x_12^1.2574879457112944·x_13^-0.32246655499648647·x_14^4.525155571503133·x_15^-2.6515952239193306·x_16^2.336236603815177·u_0^-2.453209155874445·u_1^0.0 + x_0^-0.5466153938750224·x_1^3.272822188104545·x_2^-0.8729753380458236·x_3^1.542439411921702·x_4^-2.450887160373033·x_5^2.1914870962740505·x_6^-2.081531065274096·x_7^3.4635104286942973·x_8^4.17714979396515·x_9^0.9929241220244043·x_10^1.855239186089542·x_11^3.4434021792837655·x_12^3.4258037693767136·x_13^1.9329726067081108·x_14^1.4643651101505375·x_15^-2.7809461639802113·x_16^-3.321035113702502·u_0^0.0·u_1^-3.0785763437421028 + x_0^-0.6008717097615186·x_1^-4.703675650843352·x_2^-0.38051556198177394·x_3^-3.6186005674636768·x_4^3.9449940170359294·x_5^4.667819686308253·x_6^2.651407882252369·x_7^-2.4301351977528296·x_8^-2.2804057898434973·x_9^1.2104706060799462·x_10^-1.5879322268020712·x_11^-1.5923846269661537·x_12^-3.1361787480698657·x_13^4.5503196124513·x_14^-0.016650016715899163·x_15^3.3907175890526897·x_16^3.602485561031564·u_0^-1.9901360542565838·u_1^0.0 + x_0^-3.8070119897894807·x_1^-4.868472865289284·x_2^-2.4946698213637433·x_3^0.5498333789523002·x_4^2.873307466472524·x_5^0.17286167551660103·x_6^-3.9851418276306005·x_7^1.9578309950037838·x_8^0.014900011421148385·x_9^-0.6235966435247473·x_10^-4.386495664208741·x_11^2.4132251871365593·x_12^-4.661653379667494·x_13^-1.5084670563194402·x_14^-3.762772331450103·x_15^1.9413622397518004·x_16^4.464524263121991·u_0^3.4816572947163427·u_1^0.0 + x_0^1.650474088593862·x_1^2.6611481683740497·x_2^-3.465099073714052·x_3^-2.093519509816711·x_4^0.9717801575518585·x_5^-0.5117571322462888·x_6^1.72381304539525·x_7^-3.9412657079654667·x_8^1.8252296932677083·x_9^4.090048079640475·x_10^-0.1646564644229498·x_11^-3.100820425255656·x_12^-0.43094593403495374·x_13^-4.571134399442829·x_14^0.6291650769890538·x_15^-0.2146820959902378·x_16^-3.88960515352873·u_0^0.9128281347614109·u_1^0.0 + x_0^-4.891737549943251·x_1^-0.35218545029689263·x_2^0.5991169569875607·x_3^-3.531609361679857·x_4^-2.2396033210104758·x_5^-4.402809656585419·x_6^-0.01970216353262444·x_7^0.788959627618917·x_8^-4.843953301835832·x_9^1.0515020794469265·x_10^3.348550431323204·x_11^-1.1206111468515187·x_12^-3.1606025200324437·x_13^-3.2006387809962487·x_14^3.865583626488414·x_15^1.9532085273598012·x_16^2.7712906131540365·u_0^-4.405266802179673·u_1^-3.5294495540506956 + x_0^3.696361464506552·x_1^-3.038251727600465·x_2^4.573989604319102·x_3^4.567682602067023·x_4^-1.679365577031521·x_5^4.073539776744973·x_6^-4.341252891836937·x_7^2.188143539618058·x_8^-1.5723273829470754·x_9^-1.3615524160309187·x_10^-2.315519559185464·x_11^2.6926643863350765·x_12^2.7079955592625335·x_13^-1.643330435738879·x_14^0.8908669564052651·x_15^0.5965776376259591·x_16^-2.628221664259469·u_0^0.0·u_1^-0.30205548458996534 + x_0^3.486991475363485·x_1^-3.3794825096960146·x_2^0.1788038717810405·x_3^-2.9176438608618893·x_4^4.200964905472036·x_5^2.1563002529685162·x_6^1.8772375721264112·x_7^-3.691415343244345·x_8^4.596517483876976·x_9^-3.6382957950267194·x_10^-2.1120588342818603·x_11^3.018917522978306·x_12^-1.688924410843243·x_13^3.231192061033184·x_14^-2.2710524358264483·x_15^3.646951382085696·x_16^1.7943893341549542·u_0^0.0·u_1^-2.159577024167585 + x_0^1.5434191286056382·x_1^-1.8633239987697992·x_2^-1.0091027215002457·x_3^2.3384637578613763·x_4^0.5012495892919766·x_5^1.9276221216703062·x_6^-3.2966170645623336·x_7^1.1055065495347405·x_8^-4.785499232420694·x_9^-3.8152056226516153·x_10^-0.5862878277952959·x_11^-0.7910880656469574·x_12^1.809143271508935·x_13^-4.750307459236362·x_14^3.3559185243974703·x_15^1.1015232307824752·x_16^-2.0661873602281142·u_0^0.0·u_1^1.2081308656234806 + x_0^4.870053297147296·x_1^-3.6780863147470235·x_2^1.0754343362052552·x_3^-2.3346508840050317·x_4^3.4969286630938896·x_5^-2.7752261589647·x_6^-0.6072183672784339·x_7^0.010900455198449066·x_8^-0.8454450949383494·x_9^3.6562070236559148·x_10^-4.772866898754034·x_11^-4.278478866668497·x_12^0.050502294323298·x_13^2.1241458659474564·x_14^-0.5476067054916598·x_15^-1.174746502003182·x_16^1.0124829273091152·u_0^0.0·u_1^-2.3624722140649217 + x_0^-0.025471369537138244·x_1^0.10361103577899478·x_2^3.582329806246447·x_3^2.2500063931103·x_4^2.670112410675082·x_5^-2.894422501787882·x_6^3.2833422030128414·x_7^4.725312464009164·x_8^-1.5619350223584991·x_9^2.8684273077006894·x_10^4.766357379899315·x_11^3.4763265023152083·x_12^-3.304807876624497·x_13^-1.602039363193144·x_14^0.47241293224542247·x_15^-0.028894944053496907·x_16^2.1612895996890726·u_0^0.0·u_1^-4.460907648144799 + x_0^3.6994594225759254·x_1^-4.650693768646502·x_2^4.349555984145876·x_3^-1.8064096699425711·x_4^-4.702507828149828·x_5^2.68160599460505·x_6^4.052861868144117·x_7^4.88239999777328·x_8^-1.162973352227504·x_9^4.83712913817366·x_10^0.8423414916887264·x_11^2.719289180333474·x_12^4.944486753396623·x_13^4.455328320428457·x_14^1.2139028133424956·x_15^-4.70875435186451·x_16^-0.5660949088224845·u_0^3.767028117707331·u_1^0.0 + x_0^-0.2367471056690773·x_1^-3.95539428307218·x_2^0.16148873559624377·x_3^2.5917463324892465·x_4^0.6706506591015335·x_5^2.8859911750656533·x_6^-2.372767374171553·x_7^-0.01187533178002198·x_8^-2.6212268134931085·x_9^-3.060205077729478·x_10^-3.455533046530932·x_11^-1.2857879464665842·x_12^4.465873836571211·x_13^-0.43327287359674216·x_14^-2.8454989866075895·x_15^-2.389232109032189·x_16^-4.126592967144659·u_0^-3.952283595488762·u_1^0.0 + x_0^-3.530612894869517·x_1^-3.0146830240456293·x_2^-0.2577907805042745·x_3^4.439395058889431·x_4^2.8848450206200464·x_5^2.6107731783784613·x_6^-1.1555275556042375·x_7^3.0667809598768283·x_8^1.4973897685904163·x_9^4.357238469838803·x_10^3.187198403948278·x_11^-1.901133575927111·x_12^2.8505122741926687·x_13^1.4548730575900937·x_14^-0.8790383829764306·x_15^2.4259821397275525·x_16^2.3721665575511244·u_0^0.0·u_1^-1.628169400240958 + x_0^1.1594518233301194·x_1^-2.7976888154806967·x_2^1.6252301019268254·x_3^4.7097631599042895·x_4^-2.6888881592312264·x_5^4.731758909924359·x_6^2.257257309398188·x_7^2.8478221099678915·x_8^4.979545052439109·x_9^-4.746873212604978·x_10^-4.3743325484612505·x_11^-2.6817268053624366·x_12^-0.536261158315078·x_13^4.8138279649314715·x_14^4.938554458944864·x_15^4.598112528605252·x_16^3.487453186267226·u_0^-1.5736506300863757·u_1^0.0 + x_0^0.43888343909389604·x_1^-3.1077002788988017·x_2^-2.8577555912159145·x_3^0.971484637194032·x_4^2.5781305098343648·x_5^-0.747672522372369·x_6^0.25146359230351223·x_7^1.2802991181124792·x_8^2.4243630660750632·x_9^1.2675734078865117·x_10^3.151506725140468·x_11^-4.001815550261663·x_12^4.1933505788415495·x_13^-4.139741673210654·x_14^-2.101403883200393·x_15^-4.29431206544407·x_16^0.588051531698218·u_0^-0.23092858948401074·u_1^0.0)

Stacktrace

Traceback (most recent call last):
  File "/jenkins/workspace/CE_gpkit_PR_research_models/buildnode/reynolds/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_1^0.1·x_14^0.47·x_16^2.2·x_3^2.3·x_4^2.7·x_9^2.9·x_6^3.3·x_11^3.5·x_2^3.6·x_7^4.7·x_10^4.8/u_1^4.5/x_12^3.3/x_5^2.9/x_13^1.6/x_8^1.6/x_15^0.029/x_0^0.025 + x_2^0.7·x_8^1.9·x_10^3.2·x_16^3.2·x_9^4.2/x_4^4.9/x_5^4.7/x_13^3.7/x_6^3.2/x_1^2.6/x_15^2.4/x_7^2.4/x_3^2.2/x_12^1.4/x_14^0.31/x_11^0.26/x_0^0.21 + x_4^1.7·x_6^2·x_8^2.6·x_13^2.7·x_3^4.6·x_10^4.7/x_16^4.9/x_14^4.6/x_7^4.4/x_2^2.7/x_5^2.4/x_15^1.6/x_12^1.4/x_1^0.75/x_11^0.41/x_0^0.4/x_9^0.15/u_1^0.14 + x_9^0.99·x_14^1.5·x_3^1.5·x_10^1.9·x_13^1.9·x_5^2.2·x_1^3.3·x_12^3.4·x_11^3.4·x_7^3.5·x_8^4.2/x_16^3.3/u_1^3.1/x_15^2.8/x_4^2.5/x_6^2.1/x_2^0.87/x_0^0.55 + x_13^0.28·x_9^1.5·x_14^2.2·x_5^3.1·x_7^4.5·x_10^4.7/x_3^4.8/x_16^4.7/x_11^4.2/x_15^4.1/x_6^3/x_8^2.7/x_1^2.2/x_4^1.2/x_2^1.1/x_12^0.6/x_0^0.57/u_1^0.25 + x_13^0.33·x_1^1.1·x_11^1.6·x_4^1.7·x_7^1.9·x_10^2.5·x_16^2.6·x_12^3.7/x_9^4.9/x_5^4.7/x_14^4.6/x_3^4.6/x_8^2.7/x_15^1.6/x_0^0.96/x_2^0.64/x_6^0.19 + x_9^0.51·x_12^0.54·x_15^1·u_0^1.4·x_8^1.7·x_3^1.8·x_11^2.9·x_16^3.9·x_13^4·x_10^4.2/x_14^4.5/x_2^1.9/x_1^1.5/x_5^1.5/x_7^1.4/x_0^1.3/x_6^0.55/x_4^0.038 + x_11^0.12·x_10^0.32·x_7^0.44·x_16^2.2·x_4^2.3·x_12^2.3·x_5^3.3·x_1^3.3·x_15^3.5·x_13^3.6·x_8^4.1/x_6^3.8/x_9^2.2/x_3^1.9/x_0^1.5/x_2^1.4/x_14^0.28 + x_11^0.2·x_6^0.71·x_1^2.4·x_13^2.8·x_15^3.6·x_7^3.8·x_14^4.1/x_5^4.5/x_12^4.4/x_0^4.2/x_3^3.6/x_2^2.7/x_4^2.4/x_10^1.9/x_9^1.5/x_8^1.4/x_16^1.1 + x_5^0.5·x_13^1.9·x_7^2.9·x_2^4.2·x_8^4.6·x_9^5/x_0^4.7/x_1^4.7/x_12^4.6/x_15^4/x_11^3.7/x_16^3.5/x_10^3.3/x_6^2.2/x_3^1.3/x_14^1.2/x_4^0.9 + x_2^0.6·x_7^0.79·x_9^1.1·x_15^2·x_16^2.8·x_10^3.3·x_14^3.9/x_0^4.9/x_8^4.8/u_0^4.4/x_5^4.4/x_3^3.5/u_1^3.5/x_13^3.2/x_12^3.2/x_4^2.2/x_11^1.1/x_1^0.35/x_6^0.02 + x_13^0.1·x_3^2·x_10^2.2·x_5^3.2·x_8^3.3·x_14^4.2·x_6^4.6·x_4^4.7/x_0^5/x_12^4.8/x_9^4.4/x_15^4.1/x_2^3.9/x_7^3.7/x_16^3.2/x_11^1.2/x_1^0.6 + x_6^0.25·x_10^0.43·x_0^0.51·x_5^1·x_11^2·x_7^4.9·x_8^4.9/x_4^4.9/x_16^4.2/x_1^3.2/x_14^3.1/x_13^3.1/x_9^3/x_12^2.6/x_2^2/x_3^1.2/x_15^0.51 + x_0^1.2·x_2^1.6·x_6^2.3·x_7^2.8·x_16^3.5·x_15^4.6·x_3^4.7·x_5^4.7·x_13^4.8·x_14^4.9·x_8^5/x_9^4.7/x_10^4.4/x_1^2.8/x_4^2.7/x_11^2.7/u_0^1.6/x_12^0.54 + x_7^0.62·x_8^1.3·x_0^1.5·x_15^2·x_11^2.7·x_16^2.8·x_4^3.2·x_13^4.3/x_3^3.1/x_14^2.9/x_12^2.5/x_10^2.3/x_2^1.5/x_6^1.5/x_1^0.99/x_9^0.31/x_5^0.12 + x_4^0.5·x_15^1.1·x_7^1.1·u_1^1.2·x_0^1.5·x_12^1.8·x_5^1.9·x_3^2.3·x_14^3.4/x_8^4.8/x_13^4.8/x_9^3.8/x_6^3.3/x_16^2.1/x_1^1.9/x_2^1/x_11^0.79/x_10^0.59 + x_14^0.63·u_0^0.91·x_4^0.97·x_0^1.7·x_6^1.7·x_8^1.8·x_1^2.7·x_9^4.1/x_13^4.6/x_7^3.9/x_16^3.9/x_2^3.5/x_11^3.1/x_3^2.1/x_5^0.51/x_12^0.43/x_15^0.21/x_10^0.16 + x_1^2.2·x_7^2.6·x_0^2.9·u_1^3.5·x_16^3.6·x_11^3.7·x_12^4.4·x_14^4.7/x_5^4.9/x_10^4.2/x_6^3.9/x_8^3.6/x_2^3.2/x_9^2.9/x_3^2.7/x_15^2.3/x_4^2.3/x_13^1.9 + x_7^0.13·x_15^0.26·x_12^0.93·x_5^1.1·x_2^1.2·x_13^2·x_3^2.2·x_8^2.3·x_0^3.5·x_1^3.5·x_10^3.8/x_9^4.7/x_4^4.5/x_6^4/x_11^4/x_14^4/x_16^0.98 + x_9^0.029·x_12^0.76·x_3^0.84·x_4^1.8·x_13^2·u_0^2·x_6^2.4·x_16^2.6·x_15^3.3·x_0^3.5·x_1^4.2·x_14^4.6/x_11^4.7/x_7^4/x_5^2.5/x_2^1.4/x_8^0.7/x_10^0.25 + x_15^0.6·x_14^0.89·x_7^2.2·x_11^2.7·x_12^2.7·x_0^3.7·x_5^4.1·x_3^4.6·x_2^4.6/x_6^4.3/x_1^3/x_16^2.6/x_10^2.3/x_4^1.7/x_13^1.6/x_8^1.6/x_9^1.4/u_1^0.3 + x_10^0.84·x_14^1.2·x_5^2.7·x_11^2.7·x_0^3.7·u_0^3.8·x_6^4.1·x_2^4.3·x_13^4.5·x_9^4.8·x_7^4.9·x_12^4.9/x_15^4.7/x_4^4.7/x_1^4.7/x_3^1.8/x_8^1.2/x_16^0.57 + x_9^0.71·x_2^1.4·x_14^2.6·x_5^3·x_0^3.8·x_1^4.2·x_13^4.4·x_10^4.8/x_3^5/x_4^4.1/x_8^3.3/x_7^3.1/x_12^2.5/x_16^1.8/x_11^1.7/x_15^0.49/x_6^0.0058 + x_7^0.011·x_12^0.051·x_16^1·x_2^1.1·x_13^2.1·x_4^3.5·x_9^3.7·x_0^4.9/x_10^4.8/x_11^4.3/x_1^3.7/x_5^2.8/u_1^2.4/x_3^2.3/x_15^1.2/x_8^0.85/x_6^0.61/x_14^0.55)
Items in the second set but not the first:
gpkit.Posynomial(x_9^0.029·x_12^0.76·x_3^0.84·x_4^1.8·x_13^2·u_0^2·x_6^2.4·x_16^2.6·x_15^3.3·x_0^3.5·x_1^4.2·x_14^4.6/x_11^4.7/x_7^4/x_5^2.5/x_2^1.4/x_8^0.7/x_10^0.25 + x_0^4.909374040553626·x_1^-0.8852960796806162·x_2^-2.071807089390678·x_3^1.7836444104975513·x_4^4.700204548253467·x_5^-4.386284754689292·x_6^4.238113273024505·x_7^1.373134279900123·x_8^4.13606141979567·x_9^3.967258404869767·x_10^1.6879414873586587·x_11^-2.4606262481084507·x_12^-3.335816194609522·x_13^0.6757480924465353·x_14^-1.8144533194347465·x_15^-3.0368477205901536·x_16^-4.7648131951240105·u_0^-1.1833227680199725·u_1^0.0 + x_0^-3.6490006320961452·x_1^3.9466460494306492·x_2^-2.7145216345873546·x_3^-0.2952042089365161·x_4^4.728513458429081·x_5^3.0090603876889723·x_6^-2.5073179912865307·x_7^-1.6915158457117863·x_8^2.3807545037513043·x_9^-3.8740571518241342·x_10^-0.2514998901531831·x_11^-2.4062689651217273·x_12^4.215980761748607·x_13^1.2695538625667124·x_14^4.2415829570917865·x_15^3.565597874960634·x_16^-2.402952284560439·u_0^0.0·u_1^1.0565891876778695 + x_0^-0.46310145016386706·x_1^-3.1425592591653997·x_2^-2.9399771001579467·x_3^-1.7289199233679895·x_4^-2.6054979154632685·x_5^3.693740958843403·x_6^0.09860674737668695·x_7^0.8153967500197723·x_8^0.38751029859956887·x_9^-2.996362412455398·x_10^-0.7309301702586923·x_11^4.683739431599621·x_12^3.5463758032382415·x_13^0.30832476574251544·x_14^-0.3642819823156511·x_15^-1.4339937195005903·x_16^-2.2029468155889234·u_0^0.0·u_1^-3.1244665325744063 + x_0^-1.3196703084641994·x_1^-1.5249180115565242·x_2^-1.9020391504185796·x_3^1.772233291509293·x_4^-0.03827863987988245·x_5^-1.4818858898140688·x_6^-0.5477324626107105·x_7^-1.384126232190137·x_8^1.7371759578109858·x_9^0.5134559872629474·x_10^4.164886381155119·x_11^2.9044930415491876·x_12^0.5376856816563791·x_13^4.025544886004122·x_14^-4.5093265434331204·x_15^1.0492489775342282·x_16^3.884771429500942·u_0^1.3525646456225493·u_1^0.0 + x_0^2.931569515843652·x_1^2.2383665300692934·x_2^-3.18505832460787·x_3^-2.7139483800513933·x_4^-2.2577207496663765·x_5^-4.850804466478326·x_6^-3.861024753889455·x_7^2.5902164022006877·x_8^-3.603219584201094·x_9^-2.8608768301685727·x_10^-4.212979947419251·x_11^3.674723878277115·x_12^4.435032101076221·x_13^-1.8906439705833544·x_14^4.7252482104598315·x_15^-2.311990055332193·x_16^3.5518703500663857·u_0^0.0·u_1^3.478975189179088 + x_0^-0.5682447025443871·x_1^-2.1690008455132883·x_2^-1.0648860722044242·x_3^-4.768177101302592·x_4^-1.2367345698949328·x_5^3.073786177417057·x_6^-2.9606974496018923·x_7^4.460401534537841·x_8^-2.682208768693494·x_9^1.475460714329163·x_10^4.749678522957826·x_11^-4.189941209369367·x_12^-0.5971677932374284·x_13^0.2763120215854027·x_14^2.213887879867076·x_15^-4.096869113054332·x_16^-4.745157586342334·u_0^0.0·u_1^-0.25053159609459585 + x_0^-0.40181019153421715·x_1^-0.7452443522738754·x_2^-2.650590454907653·x_3^4.638619240336498·x_4^1.7300390474727498·x_5^-2.3871587930123708·x_6^1.9581707034369025·x_7^-4.392343044663206·x_8^2.6189764425481465·x_9^-0.15441453953994966·x_10^4.735728044039538·x_11^-0.4125892336765533·x_12^-1.397899209742107·x_13^2.6553533435531023·x_14^-4.571164180145296·x_15^-1.613842828958175·x_16^-4.911236190672738·u_0^0.0·u_1^-0.1397435735008462 + 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