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"11110001101100011", "11000110001000001", "11101011001011111", "00110011001001100", "00011101001011110", "00100100110110111", "01000011100110000", "01011100100110111", "11001001111000010", "10000000000001111", "00100100100001000", "01001000000100000", "00000000011111000", "11001100011101100", "11010111110110000", "00111000101000111", "00001100010110111", "11011010110010110", "11100101101010101", "10011000001001010", "00101000010100101", "00101011010111110", "11000100011110110", "00111010100010000", "11010110011100001", "00001001000110001", "11011101111100011", "10000100111001111", "11101011010010110", "11111001101010110", "00100101101001010", "11101111110100100", "00011110010000010", "01100010001111111", "01000001111111001", "10101000000111011", "10101111101100101", "00101000001110101", "00001000110010010", "11011010010111111", "00111011000100010", "00000010011010010", "00100101000010110", "01110110110111011", "01010111001110000", "00100010010100001", "01001101101010111", "10011110000110001", "11100000000000000", "00100100110011110", "11000101100101110", "00110001110100000", "11100110011101011", "01010101000001000", "10010000111001011", "11000100000010100", "00100000010110110", "11111010100111101", "00010001000101101", "01001101000101111", "10001100111101101", "00100000000001010", "10010001110010001", "10101100101111110", "00000001011100010", "00001110111011100", "01100000000000110", "00100110110111100", "11010111100001110", "10101101000011011", "00101100110100111", "00100110110001000", "01101000101000101", "11011001010010110", "01100101011100011", "00110101001100001", "11001100001111110", "11110110010000000", "11101100001000000", "01101101011001000", "00101101000001101", "00001100110100000", "10111110110101000", "01111100101000011", "11010101110011101", "11011100101111100", "01001011000101011", "10100001101001100", "00100000100101010", "01111010101010111", "10111110010111001", "11010011100101001", "01101110001100001", "00101011111110111", "10000100010011101", "00001010101111010", "00010010100010111", "11011011100111010", "10110100001001000", "00001111001100001", "11110010011111010", "00001110001001011", "11101011110101101", "01011000101010111", "10001000101010010", "01001010001111101", "10110000000011000", "00100111000100010", "00010010001111010", "10010101111000111", "00001101000000010", "00111000111110100", "00110111111001011", "01011110001001110", "00001001110101110", "10011111000110111", "00111101111100110", "10111001011011110", "00000101010110000", "00101101001100110", "11100000010110011", "10100001100001000", "11001110100100001", "01000010011100101", "01101101010101011", "10001000001000110", "00101110101011011", "00110100110010110", "00101000000001101", "01101110100001001", "01101110110111100", "00111100001001001", "00101101000010000", "10011001011101101", "11101010010000000", "11011110001011101", "00011101011000110", "01110000011101011", "10110000111110011", "11100111010001000"], ["10101100100111010", "10001100100000011", "00110110000101111", "11001101101000111", "00010001111101101", "11110010010101010", "01100000110010011", "00111101011011011", "00101011111110100", "01110001101001111", "01010000100001001", "00001111001001010", "00101010100011101", "10011000101101011", "11010111010100110", "01001110011011111", "11000110000100000", "00000110000111001", "01110001010100001", "01000100110110110", "10000111001101010", "10100010000011100", "00111101010110110", "11111111110001110", "01111000111000100", "10100111101010101", "11011001001001010", "00000010010010010", "11010101001011011", "10011001111000010", "10011110000111001", "11001011010001111", "11011101110111100", "10001100010000000", "00101110010110001", "10010110000001001", "00111010100111000", "11101110011000001", "00100111000000111", "11111010111010000", "01001011110000100", "11101010001101000", "00100100000000001", "01001100110110100", "10000001111111010", "01110010000100010", "01000111100101111", "11010111000011111", "11110110000001101", "00001100001111111", "10110111111010010", "01010101000101001", "11100101111010000", "11010110010001010", "10001111000100111", "01011101000100111", "00100010110011000", "10100111111110101", "01111000101000011", "10111111011000110", "00011000101101010", "00011101011010000", "10011110000110011", "11111010000010010", "00110011011010101", "11111100111110001", "10000111101100001", "00001101100110111", "00110100000111000", "10011100011101101", "01001111001001110", "10000110111010110", "01110000110111110", "00111110101011011", "10001001110010001", "00111010000100010", "00001100100010001", "11011100101110010", "00101100001000111", "01111011111000000", "11000100011100001", "01000000111101100", "00010111001111100", "01101010101111101", "10010000001100100", "01011011010100011", "00110010110111110", "00011010100110110", "01000001001011011", "10111010101101001", "01100100010011101", "00000111101111111", "01000100100111011", "00101100111110100", "11100101000111001", "11000111000101111", "11100000101111000", "10110110010110101", "01100111110011011", "11111111001010111", "11100101101000100", "01110010011100111", "10010101110101011", "00111110001100110", "01101000011001111", "01101110010010011", "11101100100110001", "00100010100101110", "11011110000100010", "00011011000000001", "01110111100010010", "01011110000110110", "11000100110111001", "01111000011101101", "10111111100000001", "00101111101110000", "00110000010001101", "00110010001111000", "10100100010001101", "01101010100000001", "00100111011110101", "11101010000100100", "11011001101011101", "11111100000100110", "11010100010010101", "00010101111011000", "01001000010010111", "10101000111110011", "11110001011101110", "00100100000100101", "11001101111110010", "10100010011000001", "00110010100100100", "01110001100001000", "11100101011011100", "00001000111001101", "01100100101011010", "10001111100011101", "01010111111000001", "01101000111010000", "11010110011011000", "00000110000010110", "11011110101001011", "01101001001000100", "00001100101101101", "01100000111011001", "00100111110000101", "11110011010010010", "10101101000101010", "00000001100111000", "00001110101101010", "10000010100011011", "00000101110111100", "00001001100101010", "01001011000100011", "10110011010101111", "11011100000101010", "10001010100011010", "01110101011000100", "01101111111010110", "10111100110111010", "00111011001000000", "10001000010010111", "10100010010001101", "00111011101101101", "11101110011011000", "00010011101001010", "11110101101001110", "11001111010111011", "01100000011100100", "01110001011000010", "00101000111001010", "10010111110001010", "10000100001011011", "01011010101010110", "01110000010000001", "01011001001110000", "01011101011010101", "00000110111110000", "11010011011011011", "10111111111011110", "11111111000000000", "01000001110000101", "10011111100000110", "11111110110010011", "01110101100111000", "01001100011010001", "11100010010101010", "11111011011000100", "11110101001011100", "01110100001110010", "00100101011100111", "00011000011110011", "11111101001000001", "01011000001110101", "00000111100111101", "11100111111110010", "01000001101011001", "00001010001010000", "11111111011110111"]], "qv_circs": ["OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.2963448279724004*pi,-0.3598363859004851*pi,3.0757340525090013*pi) q[0];\nu3(3.1721616551086123*pi,2.0823734589750575*pi,3.1326046981074374*pi) q[1];\nu3(3.0469528963129315*pi,0.48001093087570834*pi,0.7393851555727684*pi) q[2];\nu3(3.2728623740498963*pi,2.8738568222530345*pi,0.5616165997857698*pi) q[3];\nu3(3.4453131882242642*pi,-0.36188787324761484*pi,4.214564572998228*pi) q[4];\nu3(3.5928413289399517*pi,3.297557325817964*pi,3.9051459623353826*pi) q[5];\nu3(3.361494316939187*pi,1.0391690563789995*pi,0.8074535987394476*pi) q[6];\nu3(3.1760004641078337*pi,0.4794462157329257*pi,1.1187885705077782*pi) q[7];\nu3(3.6634708836254615*pi,-0.44129989880887455*pi,4.211721268597451*pi) q[8];\nu3(3.5766237413153528*pi,3.4621869385182573*pi,3.7362503035639816*pi) q[9];\nu3(3.361517826358964*pi,3.018127892556074*pi,3.247035831395875*pi) q[10];\nu3(3.462479524290803*pi,0.3172104090577973*pi,4.043658048420526*pi) q[11];\nu3(3.4638111628333528*pi,0.6990339557229805*pi,1.3200166041627097*pi) q[12];\nu3(3.012546568622854*pi,0.682759125981871*pi,2.2732291886026195*pi) q[13];\nu3(3.6752390420360945*pi,0.7858916685697876*pi,1.4363692270858124*pi) q[14];\nu3(3.6029596152823364*pi,0.09934558405303995*pi,0.9737648456280199*pi) q[15];\nu3(3.381469419235021*pi,2.9595889225129204*pi,1.0063585370384067*pi) q[16];\nRxxyyzz(0.45812627562650987*pi,0.2633310800105264*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4573059373142697*pi,0.2917634842695786*pi,3.92398006766782*pi) q[1],q[11];\nRxxyyzz(0.34563372802668013*pi,0.19644944681677734*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.3484581751087895*pi,0.11591484499845006*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4422781810311587*pi,0.17652400005713947*pi,3.8288373571447907*pi) q[4],q[5];\nRxxyyzz(0.4711865180203606*pi,0.3135400432531592*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.39464772774605983*pi,0.2361448218737001*pi,0.16194932041302598*pi) q[10],q[16];\nRxxyyzz(0.3538453381271598*pi,0.33168411695391997*pi,3.8667825253467996*pi) q[12],q[13];\nu3(3.6982611308875177*pi,3.437775391352027*pi,4.033668564931543*pi) q[0];\nu3(3.291449565654414*pi,0.7789791870113087*pi,0.7358141552255559*pi) q[1];\nu3(3.5920365640446166*pi,0.8593960781528414*pi,1.439161011119236*pi) q[2];\nu3(3.6728969983446262*pi,-0.47499308901645654*pi,1.0805044452486054*pi) q[3];\nu3(3.5740929903560277*pi,-0.09589272064187349*pi,1.813224631742533*pi) q[4];\nu3(3.702635040550348*pi,2.113741665457396*pi,0.6709367411362877*pi) q[5];\nu3(3.57781006711721*pi,-0.16856617562907772*pi,2.4402053414808567*pi) q[6];\nu3(3.3093581162019294*pi,0.9115149948800494*pi,1.6065097333384688*pi) q[7];\nu3(3.223870916464397*pi,0.34697236197360803*pi,2.230312950634798*pi) q[8];\nu3(3.2842072395194455*pi,2.6995368934087023*pi,1.9272750014331939*pi) q[9];\nu3(3.297938738343961*pi,2.593740434073576*pi,4.417952340706064*pi) q[10];\nu3(3.048859968067699*pi,2.884488550938341*pi,1.6071094219427167*pi) q[11];\nu3(3.761217446264829*pi,2.3978539878428657*pi,4.1929733436184895*pi) q[12];\nu3(3.27420994546161*pi,3.1041673774061067*pi,2.2133066781409663*pi) q[13];\nu3(3.823127965480337*pi,2.867339853723314*pi,2.162354100245926*pi) q[15];\nu3(3.2320456327084175*pi,1.842856320006915*pi,4.211766220266824*pi) q[16];\nRxxyyzz(0.43119862732646996*pi,0.31749187436503945*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4085465338025157*pi,0.12621945551801605*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.42160902517527*pi,0.2122747420099227*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.3556743528890999*pi,0.2903225595035748*pi,3.9256206388284505*pi) q[3],q[10];\nRxxyyzz(0.4276082740457693*pi,0.3360940608579019*pi,3.91044405163359*pi) q[4],q[13];\nRxxyyzz(0.419978690644359*pi,0.31595525253137524*pi,3.7218594781976595*pi) q[7],q[9];\nRxxyyzz(0.3593687127292088*pi,0.23847011666351137*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.43082145802038985*pi,0.24591501829376608*pi,3.9355660514561706*pi) q[14],q[16];\nu3(3.4644390723691374*pi,0.28032376399598713*pi,1.9981739721636025*pi) q[0];\nu3(3.5338304768701883*pi,3.0356824673092295*pi,4.371368835457674*pi) q[1];\nu3(3.5055980493396257*pi,3.3387013361011224*pi,0.5220474331641825*pi) q[2];\nu3(3.4674182376671334*pi,0.7095679454048351*pi,1.3360150012294132*pi) q[3];\nu3(3.5900963255257783*pi,1.81214100778451*pi,2.286169969116609*pi) q[4];\nu3(3.0829508549970592*pi,3.260046539047533*pi,4.2938553204915655*pi) q[5];\nu3(3.9132096319188374*pi,2.9706563284150382*pi,4.472702394119008*pi) q[6];\nu3(3.7836570086346186*pi,3.274493984542687*pi,0.5448882361986995*pi) q[7];\nu3(3.597202710213274*pi,3.2988940251780305*pi,1.599741816974252*pi) q[8];\nu3(3.839261136401723*pi,0.9256974588505766*pi,1.9350741866580807*pi) q[9];\nu3(3.6686769570729414*pi,2.4622187786226757*pi,1.5853097187393674*pi) q[10];\nu3(3.3135476982655545*pi,-0.22930631320348543*pi,0.5884997923965776*pi) q[11];\nu3(3.633417966500444*pi,2.8815429577948843*pi,1.966672947079859*pi) q[13];\nu3(3.5784057192594583*pi,2.7977497353589342*pi,1.2149399708698914*pi) q[14];\nu3(3.5382504337078884*pi,3.3438371960822955*pi,0.8560533796445657*pi) q[15];\nu3(3.7437862936490385*pi,2.678474258279729*pi,1.3229885391387475*pi) q[16];\nRxxyyzz(0.4686819986905001*pi,0.2722994363190283*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.35589082290105006*pi,0.21748278636239515*pi,0.18673251312354644*pi) q[1],q[16];\nRxxyyzz(0.4473470646264399*pi,0.3649836979090475*pi,0.24825922621265384*pi) q[4],q[8];\nRxxyyzz(0.4546463198295688*pi,0.21761426467289974*pi,0.15981832326520493*pi) q[5],q[11];\nRxxyyzz(0.41627730889807996*pi,0.26027167383558353*pi,0.09918905524954526*pi) q[6],q[14];\nRxxyyzz(0.4248851153567903*pi,0.1881039461807439*pi,0.05318485565449959*pi) q[7],q[10];\nRxxyyzz(0.3754712990879795*pi,0.23568978825898543*pi,3.9509777197397304*pi) q[9],q[15];\nRxxyyzz(0.38500725268567004*pi,0.15746434815011057*pi,0.048733765423383195*pi) q[12],q[13];\nu3(3.8795399356941496*pi,3.1645840107783307*pi,0.9700096728585792*pi) q[0];\nu3(3.7282141265613657*pi,3.3979068203110465*pi,2.0581162364182726*pi) q[1];\nu3(3.466194445523333*pi,0.4025346633666813*pi,2.4726116712652084*pi) q[3];\nu3(3.379790682650654*pi,-0.4932932082462301*pi,0.9546162021966134*pi) q[4];\nu3(3.681170137446407*pi,2.8114749980655676*pi,3.959336231116156*pi) q[5];\nu3(3.458995966837036*pi,2.927610445435313*pi,1.7924602990302783*pi) q[6];\nu3(3.2687972306064803*pi,1.282322040561706*pi,3.3619620902156786*pi) q[7];\nu3(3.3803915248645047*pi,2.4912496682466165*pi,1.3273409867138701*pi) q[8];\nu3(3.3432530518510206*pi,0.06029563627369017*pi,0.5239573038749654*pi) q[9];\nu3(3.6546664534416604*pi,2.941465309901094*pi,1.497152013980791*pi) q[10];\nu3(3.18959641772447*pi,0.21038395327583181*pi,1.1034013028856224*pi) q[11];\nu3(3.2586223632701983*pi,0.29831714270898435*pi,3.6933478209586497*pi) q[12];\nu3(3.5227101961447795*pi,3.308461363328919*pi,2.2799307254130072*pi) q[13];\nu3(3.3423348535695045*pi,2.4898223426348975*pi,0.9972992645709865*pi) q[14];\nu3(3.78956256904476*pi,3.2673126404768014*pi,1.7417399399756814*pi) q[15];\nu3(3.2709954818780007*pi,3.478200686806182*pi,1.6600227169393968*pi) q[16];\nRxxyyzz(0.4007861623923792*pi,0.21040209164728213*pi,3.8743679015696895*pi) q[0],q[1];\nRxxyyzz(0.25806751763846947*pi,0.07614313047489207*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4876250069368101*pi,0.30032054428497645*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.38692452533659955*pi,0.289482504161952*pi,0.04944885607739628*pi) q[4],q[14];\nRxxyyzz(0.40984435489079984*pi,0.1797935933329419*pi,0.04299513878010227*pi) q[5],q[13];\nRxxyyzz(0.39913207234972964*pi,0.19831282696466115*pi,3.84352396934559*pi) q[6],q[9];\nRxxyyzz(0.4467172244384302*pi,0.1589707300880511*pi,3.94869966222325*pi) q[10],q[12];\nRxxyyzz(0.43635925059385006*pi,0.39012736302806994*pi,0.194237292363595*pi) q[11],q[16];\nu3(3.8134941605011146*pi,2.3049712376429525*pi,1.913141600748985*pi) q[0];\nu3(3.6032590252416172*pi,2.8124779404608256*pi,1.3088997312184718*pi) q[1];\nu3(3.845116616578366*pi,2.278758317324958*pi,2.483733022229887*pi) q[2];\nu3(3.430666026421542*pi,-0.29287398659011765*pi,0.6965690642037958*pi) q[3];\nu3(3.565937290351605*pi,0.15243069779880702*pi,4.300940379031831*pi) q[4];\nu3(3.2597628606504894*pi,3.224152718899416*pi,2.086648939140569*pi) q[5];\nu3(3.5467454245402306*pi,0.5361609142091566*pi,0.6500777214894975*pi) q[6];\nu3(3.3555148942676962*pi,2.641343883434132*pi,0.6056647390276166*pi) q[7];\nu3(3.9566825206533447*pi,0.21705464346432557*pi,1.6094837355647007*pi) q[9];\nu3(3.435035056273947*pi,0.5745897732262855*pi,1.8068849302373773*pi) q[10];\nu3(3.5185610884767837*pi,0.24587137071138543*pi,2.773609249673252*pi) q[11];\nu3(3.659414148816578*pi,-0.2749699858722967*pi,2.1862325766996613*pi) q[12];\nu3(3.099078300375475*pi,1.124334813711517*pi,4.336425856722157*pi) q[13];\nu3(3.7110253611577804*pi,3.471866417686328*pi,0.6809504575138154*pi) q[14];\nu3(3.2247452494064097*pi,-0.3662225533040198*pi,0.5784494929095487*pi) q[15];\nu3(3.4934768106960585*pi,2.4195187160916727*pi,0.5898535437315651*pi) q[16];\nRxxyyzz(0.31634713481898047*pi,0.2625773396990727*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.41747375664111996*pi,0.27925642331802636*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4148743307998296*pi,0.0953287095955826*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.42047827996777*pi,0.28482769195334207*pi,3.925923581427961*pi) q[3],q[9];\nRxxyyzz(0.45777562311565984*pi,0.2722019880763725*pi,3.930338263556271*pi) q[4],q[6];\nRxxyyzz(0.4852287319387101*pi,0.33421811552260305*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.42673419737307944*pi,0.2991908789858959*pi,0.13943620544351168*pi) q[11],q[8];\nRxxyyzz(0.43524522725130943*pi,0.32574917342504883*pi,0.0*pi) q[15],q[10];\nu3(3.3091466429362724*pi,0.04721694956969302*pi,1.080707798395965*pi) q[0];\nu3(3.490986509485058*pi,-0.1943029258126862*pi,1.7037544532737656*pi) q[1];\nu3(3.2713399795041624*pi,-0.08880796530688728*pi,0.9153936933659192*pi) q[2];\nu3(3.7968946097394745*pi,0.3916411589847366*pi,0.6783927190050845*pi) q[3];\nu3(3.373578347795139*pi,-0.058466137482533986*pi,1.563807815265947*pi) q[4];\nu3(3.6565680917805916*pi,2.5844719363574895*pi,1.4141937605761463*pi) q[5];\nu3(3.369807169933154*pi,-0.2882419135810169*pi,2.4550521835227634*pi) q[6];\nu3(3.743246192673562*pi,0.4198923791453497*pi,0.5164364713987384*pi) q[7];\nu3(3.554695913225112*pi,2.5108991611178673*pi,3.6259510102306356*pi) q[8];\nu3(3.376233842224611*pi,-0.4317140931349658*pi,0.6008373605500461*pi) q[9];\nu3(3.3779076082294712*pi,-0.3084166117833367*pi,4.185082450862006*pi) q[10];\nu3(3.5631780722961213*pi,2.500512106293926*pi,4.360430167873213*pi) q[11];\nu3(3.5207237384833014*pi,2.7117390135371418*pi,0.6804101133628921*pi) q[12];\nu3(3.359238076888852*pi,1.1386395118682349*pi,1.4554570274714633*pi) q[13];\nu3(3.4692685567101966*pi,3.0846022808380305*pi,2.303976698165899*pi) q[14];\nu3(3.3866557097508037*pi,-0.49013040958581694*pi,2.164039773567024*pi) q[15];\nRxxyyzz(0.4414671092911604*pi,0.2850386299911778*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4519110421771001*pi,0.1366232820269251*pi,0.05291137839465152*pi) q[2],q[9];\nRxxyyzz(0.36716734122459016*pi,0.24501994544100658*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.42911905589283006*pi,0.25324505020990806*pi,3.8764483244878196*pi) q[4],q[7];\nRxxyyzz(0.42150498081161625*pi,0.11168398645874922*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3948706083122801*pi,0.3380933844461636*pi,3.937424494792101*pi) q[10],q[16];\nRxxyyzz(0.3418417381228006*pi,0.18992680374883097*pi,0.0*pi) q[15],q[11];\nu3(3.768471046768063*pi,0.34800941910882166*pi,1.4438610835977923*pi) q[1];\nu3(3.706640605682569*pi,2.2037876154901666*pi,4.177071637904919*pi) q[2];\nu3(3.340030660112726*pi,0.3699985066717547*pi,2.452982213345056*pi) q[3];\nu3(3.178277172216749*pi,3.1778397894676518*pi,1.8476079361456628*pi) q[4];\nu3(3.443024418925944*pi,0.8420688139339951*pi,1.4020843829559446*pi) q[5];\nu3(3.4016812348983727*pi,0.20490061038648377*pi,0.813176687600128*pi) q[6];\nu3(3.2952479822874716*pi,0.0995321412054675*pi,1.2082000475528374*pi) q[7];\nu3(3.6355520956996346*pi,0.5858115470958987*pi,0.7046971242360531*pi) q[8];\nu3(3.658748300725218*pi,3.40553366473737*pi,1.0764131539482351*pi) q[9];\nu3(3.898641593710906*pi,3.4107357005391545*pi,1.8993665072408124*pi) q[10];\nu3(3.7849363398632123*pi,0.29466074271725984*pi,1.2594965885220113*pi) q[11];\nu3(3.4111919762456018*pi,3.4966485838347134*pi,1.7982075233421584*pi) q[12];\nu3(3.191163385538306*pi,-0.12558436531960693*pi,1.1516360602978537*pi) q[15];\nu3(3.395828744421205*pi,0.7469329355055554*pi,1.9547137551892022*pi) q[16];\nRxxyyzz(0.3838501600290697*pi,0.2720757414913951*pi,3.81537714326648*pi) q[0],q[2];\nRxxyyzz(0.46965999089273014*pi,0.2854781547291695*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4810781278363312*pi,0.15256991180571156*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.46091579753080936*pi,0.4230333505579904*pi,0.07797506476117899*pi) q[5],q[9];\nRxxyyzz(0.331460895497429*pi,0.2907413011673752*pi,0.14512824920103462*pi) q[7],q[16];\nRxxyyzz(0.30520809355507006*pi,0.22030540985985247*pi,0.04004265933982509*pi) q[10],q[12];\nRxxyyzz(0.42470296336338*pi,0.29876040758145894*pi,0.0*pi) q[14],q[15];\nu3(3.6303142180784547*pi,0.23403366594893482*pi,1.6472326197730083*pi) q[0];\nu3(3.4820229148355306*pi,1.0715821080585797*pi,1.7998487562419618*pi) q[1];\nu3(3.8076968499566997*pi,3.1741158493835657*pi,1.542695260384984*pi) q[2];\nu3(3.471007470437428*pi,3.0086640801507456*pi,0.6623672857390366*pi) q[4];\nu3(3.375578755095307*pi,-0.19884934721951375*pi,0.8289423768393123*pi) q[5];\nu3(3.8188674972584806*pi,2.8569680253998793*pi,1.9184282504802828*pi) q[7];\nu3(3.8005213523561947*pi,0.24575713455121095*pi,3.412157273801217*pi) q[9];\nu3(3.631597463515519*pi,3.221365662474034*pi,0.5022277677171114*pi) q[10];\nu3(3.7049124882616393*pi,0.14474270528415767*pi,2.2157700342749393*pi) q[11];\nu3(3.5025772523738725*pi,0.5806505665100206*pi,1.0198843312339974*pi) q[12];\nu3(3.245154007914242*pi,0.1009800227982629*pi,0.6545219139783987*pi) q[13];\nu3(3.29134952646548*pi,0.35902539679841106*pi,1.953949359426589*pi) q[14];\nu3(3.846698678937013*pi,2.8470953338144254*pi,0.6477190284589032*pi) q[15];\nu3(3.240976229403538*pi,-0.2766801206875095*pi,4.217995443179569*pi) q[16];\nRxxyyzz(0.4474730697708247*pi,0.32877330160366114*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4259744470095598*pi,0.2987531156110984*pi,3.76520211747469*pi) q[8],q[1];\nRxxyyzz(0.40093463057108975*pi,0.31081186253148*pi,3.9534893297171707*pi) q[2],q[4];\nRxxyyzz(0.4077462006924807*pi,0.2942637945138573*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3927055293722097*pi,0.25581734324511984*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.3489667032570701*pi,0.18387324312557807*pi,3.9112810848737305*pi) q[14],q[7];\nRxxyyzz(0.4645039089848293*pi,0.15297367394846417*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.4197546147274494*pi,0.32618973876457125*pi,3.88088904427505*pi) q[10],q[13];\nu3(3.944543770438648*pi,2.004101619110524*pi,1.4099696285717451*pi) q[0];\nu3(3.6136152608930256*pi,2.816669418746894*pi,1.3143056856352473*pi) q[1];\nu3(3.3927954465185004*pi,0.5007267293549396*pi,2.129823961042571*pi) q[2];\nu3(3.5225786257715272*pi,3.0056840656367374*pi,1.1514057972445215*pi) q[3];\nu3(3.5104280134331254*pi,3.1739194410359186*pi,2.1406649408745295*pi) q[4];\nu3(3.5072638642950578*pi,0.18040594905012153*pi,2.1995084555575835*pi) q[5];\nu3(3.4108397322614072*pi,3.3972667431221932*pi,1.7014241529889123*pi) q[6];\nu3(3.7617337924503302*pi,-0.012041682090363937*pi,0.5165448852523893*pi) q[7];\nu3(3.240347110406646*pi,3.105115106674174*pi,1.0076017207255505*pi) q[8];\nu3(3.6307080837133405*pi,1.291552106505297*pi,1.3808655633985618*pi) q[9];\nu3(3.783959992408197*pi,3.459910671355398*pi,1.8673177008122939*pi) q[10];\nu3(3.1414890073006596*pi,-0.2160636975612833*pi,3.9608292498584534*pi) q[12];\nu3(3.7495914098775596*pi,-0.027237770580428644*pi,1.0076912707741164*pi) q[13];\nu3(3.5703787065707067*pi,1.9228921372452508*pi,1.4061584885951377*pi) q[14];\nu3(3.618279573858572*pi,0.19448703141877877*pi,1.773639147674605*pi) q[15];\nu3(3.738796994243771*pi,2.2681274915442686*pi,2.0380033215807343*pi) q[16];\nRxxyyzz(0.3487889471245702*pi,0.21856138826276372*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4331886711509496*pi,0.2890153209569224*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.43620869068935175*pi,0.2668352341615572*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4412562995832197*pi,0.23829020491214026*pi,3.8230326771393806*pi) q[3],q[14];\nRxxyyzz(0.3879769325661595*pi,0.11698098522180456*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4252040121957701*pi,0.34229703623048024*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.3190777264945694*pi,0.27606133902068297*pi,3.8851742101518703*pi) q[6],q[16];\nRxxyyzz(0.30321890734730095*pi,0.17855488534675956*pi,0.0*pi) q[8],q[7];\nu3(3.553660375758866*pi,1.3070651100356976*pi,1.5137608553628075*pi) q[0];\nu3(3.6374686792098476*pi,3.2755215930155943*pi,0.8279562240548326*pi) q[1];\nu3(3.4086580067693144*pi,2.413442258184255*pi,1.0479388864647439*pi) q[2];\nu3(3.4236441728906777*pi,-0.0035498366927292913*pi,1.3189379617424344*pi) q[3];\nu3(3.651376950667906*pi,-0.0855337987354946*pi,1.9421930618978194*pi) q[4];\nu3(3.737725856001865*pi,0.8408248411002797*pi,2.1099953826447*pi) q[5];\nu3(3.1282512655130947*pi,3.3558188008410212*pi,4.469882260652349*pi) q[6];\nu3(3.528035923478746*pi,0.4251715473988237*pi,2.393542027348958*pi) q[7];\nu3(3.3620402187794074*pi,-0.2997889734491894*pi,2.5987861785598954*pi) q[8];\nu3(3.6384435310636762*pi,2.5885766057932518*pi,1.341505624327573*pi) q[9];\nu3(3.7580117126990693*pi,-0.3577514258035721*pi,0.8170960815060719*pi) q[10];\nu3(3.5748043205949416*pi,3.0871622373115617*pi,4.283911539496151*pi) q[11];\nu3(3.324351442754696*pi,3.172338455781059*pi,1.017438886786036*pi) q[13];\nu3(3.1840929092058845*pi,2.714334093860721*pi,1.7351242014659936*pi) q[14];\nu3(3.1788870387362254*pi,3.4319903192882624*pi,0.5771596260320893*pi) q[15];\nu3(3.3343376262142925*pi,1.103478252773714*pi,1.817481648812484*pi) q[16];\nRxxyyzz(0.46757002198953057*pi,0.20154937045510124*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.45790157412332017*pi,0.3120355770110201*pi,3.8101565438698994*pi) q[12],q[1];\nRxxyyzz(0.4629441422054503*pi,0.10593298412560337*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3400520763704602*pi,0.331046657050342*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.4022439915728844*pi,0.2530258605394682*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.46126533932660563*pi,0.21330900916593865*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.41951569307966974*pi,0.2796903380688019*pi,3.9330712981694003*pi) q[10],q[9];\nRxxyyzz(0.43703682292914614*pi,0.25460985898575395*pi,0.0*pi) q[11],q[16];\nu3(3.1701185659881936*pi,2.756878021314258*pi,0.6996123655409523*pi) q[0];\nu3(3.620663460386263*pi,3.3496375748012457*pi,1.6144948948914215*pi) q[1];\nu3(3.643183649672603*pi,2.391748221624223*pi,1.9308767811795864*pi) q[2];\nu3(3.256546573378066*pi,3.348275829978861*pi,0.542162990935181*pi) q[3];\nu3(3.2246117507599323*pi,2.8108782765385634*pi,0.7902863535481268*pi) q[4];\nu3(3.175300904912866*pi,-0.031970185015335106*pi,4.101699622013428*pi) q[5];\nu3(3.5959917540863127*pi,0.011183951249871038*pi,4.414911145467564*pi) q[6];\nu3(3.4052688182174133*pi,0.03975417181020102*pi,1.4566195581570331*pi) q[8];\nu3(3.937356444416247*pi,3.087665266529682*pi,1.990295769038256*pi) q[9];\nu3(3.268226098775367*pi,0.24565858581815647*pi,1.2520228186204654*pi) q[10];\nu3(3.5289695831997205*pi,0.05881287331218332*pi,4.112929483528622*pi) q[11];\nu3(3.4259878299633577*pi,-0.3279588687486058*pi,1.8048706930617069*pi) q[12];\nu3(3.570283705989259*pi,2.4429490211807985*pi,1.9562322403858934*pi) q[13];\nu3(3.3488958682907803*pi,2.9045588330388235*pi,1.9362884467860155*pi) q[14];\nu3(3.735103088720693*pi,-0.4722102801194932*pi,1.484028992959648*pi) q[15];\nu3(3.42672420148586*pi,-0.1940159892447168*pi,0.8238579678649405*pi) q[16];\nRxxyyzz(0.44311012983018916*pi,0.40918075935694476*pi,0.09350702601250838*pi) q[8],q[0];\nRxxyyzz(0.4433264068482599*pi,0.17859945940537794*pi,0.10382547393973482*pi) q[2],q[7];\nRxxyyzz(0.4908438107174835*pi,0.24420158962249627*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.22119443018310014*pi,0.16018167054249421*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3720271363316197*pi,0.2326137878842878*pi,3.8782200251296595*pi) q[11],q[5];\nRxxyyzz(0.3731457090026394*pi,0.3025262525479522*pi,3.9187539820381208*pi) q[6],q[13];\nRxxyyzz(0.43690537577434*pi,0.2086808987035564*pi,3.8905462922190903*pi) q[16],q[9];\nRxxyyzz(0.3064926247612286*pi,0.20591930112329437*pi,0.0*pi) q[12],q[10];\nu3(3.621968188686347*pi,3.278907915048494*pi,3.311911485741545*pi) q[0];\nu3(3.302571274638452*pi,2.8755461169056113*pi,3.441404676498017*pi) q[2];\nu3(3.2936809455773126*pi,3.383931949993586*pi,2.383237280982927*pi) q[3];\nu3(3.4778722530073143*pi,-0.3899441243710364*pi,1.397288524660107*pi) q[4];\nu3(3.815780798412077*pi,0.7999794317457494*pi,2.002427493464059*pi) q[5];\nu3(3.549151006154066*pi,3.07522287446991*pi,2.118249897808192*pi) q[6];\nu3(3.327456770709764*pi,0.6451370103692591*pi,0.5295930212068807*pi) q[7];\nu3(3.6724034931933733*pi,0.19164774617456537*pi,0.6585457006738142*pi) q[8];\nu3(3.0207540748342225*pi,2.2686796259285407*pi,2.12522965356348*pi) q[9];\nu3(3.668195623887804*pi,2.987614867019442*pi,0.5917794251843008*pi) q[10];\nu3(3.5272093532837365*pi,0.5754503518981349*pi,2.112006410114267*pi) q[11];\nu3(3.3103131617838604*pi,2.101376434877814*pi,1.971500530193407*pi) q[12];\nu3(3.2018524533174304*pi,3.1231341867487017*pi,1.0357874062084247*pi) q[13];\nu3(3.663306486460273*pi,0.1762757101165222*pi,1.2552252822397658*pi) q[14];\nu3(3.4036914857112786*pi,2.8593322027668306*pi,2.253409236615246*pi) q[15];\nu3(3.7113770490743443*pi,0.807178742458571*pi,1.0331597891514046*pi) q[16];\nRxxyyzz(0.4025706423254022*pi,0.2860836742972591*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4149909262418694*pi,0.09684826125903889*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4412551669703496*pi,0.22261572914956873*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4473817220866194*pi,0.07146433399447716*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4576997351547297*pi,0.3136550664849289*pi,3.90846913249929*pi) q[16],q[5];\nRxxyyzz(0.4116261986397096*pi,0.2913360270429651*pi,3.8984561423413506*pi) q[7],q[13];\nRxxyyzz(0.4072954507639396*pi,0.28979957908352283*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.3775708232699576*pi,0.26202510220287867*pi,0.0*pi) q[11],q[12];\nu3(3.6141281596630095*pi,1.2719641152649062*pi,1.379961654386103*pi) q[0];\nu3(3.5433080995051816*pi,2.314212806852943*pi,1.2735438611729235*pi) q[1];\nu3(3.399056566706166*pi,2.3602862616662676*pi,2.15374493045196*pi) q[3];\nu3(3.6693640469207267*pi,-0.21650605763321723*pi,1.421376913996067*pi) q[4];\nu3(3.602404274520285*pi,2.616997835680441*pi,1.5867619276447136*pi) q[5];\nu3(3.5359253889744156*pi,0.7291863517620947*pi,2.0736930382128027*pi) q[6];\nu3(3.8231891121374*pi,0.32263075520290074*pi,1.2904295347064956*pi) q[7];\nu3(3.5982097097681884*pi,-0.44105011313817327*pi,1.143162211173496*pi) q[8];\nu3(3.3592262322588864*pi,3.1405862240193105*pi,1.0780321813445086*pi) q[9];\nu3(3.867850173277267*pi,2.74725484024426*pi,2.1255360249065047*pi) q[10];\nu3(3.5353994423854953*pi,2.237257312881481*pi,2.1093369145379244*pi) q[11];\nu3(3.6658014962911927*pi,1.7237901904965893*pi,1.5300707483254048*pi) q[12];\nu3(3.7545902802996154*pi,3.385789899632158*pi,1.5904688396731022*pi) q[13];\nu3(3.3194598644401867*pi,2.833006825904525*pi,1.8135986748919721*pi) q[14];\nu3(3.567487246490652*pi,-0.30105485088413486*pi,0.9036295342572447*pi) q[15];\nu3(3.2604570582966645*pi,0.535891965337248*pi,2.232179617214317*pi) q[16];\nRxxyyzz(0.4847545726370981*pi,0.259440177631894*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3437796628570703*pi,0.24732915591558502*pi,3.931822611346311*pi) q[4],q[2];\nRxxyyzz(0.21195566773179977*pi,0.1303984770462634*pi,0.09516656497612397*pi) q[3],q[5];\nRxxyyzz(0.3763118834477498*pi,0.1407386428701817*pi,0.06727836177890215*pi) q[8],q[6];\nRxxyyzz(0.4039272198874594*pi,0.2921534871174125*pi,3.8917418857297505*pi) q[16],q[7];\nRxxyyzz(0.3142826090210802*pi,0.18409980002963344*pi,0.0865545473343321*pi) q[10],q[9];\nRxxyyzz(0.4191920314462666*pi,0.19228938959267006*pi,0.0*pi) q[11],q[13];\nu3(3.1659897330991473*pi,-0.0033711467810335627*pi,2.0074566185520357*pi) q[1];\nu3(3.695609768257606*pi,-0.06284911032154922*pi,1.3959232580354481*pi) q[2];\nu3(3.505753973336299*pi,3.0771706406528248*pi,1.8991037600148553*pi) q[3];\nu3(3.179651673556944*pi,3.1118007672191426*pi,1.3423352508024688*pi) q[4];\nu3(3.750053534597794*pi,1.9592617754492592*pi,0.8623263460244834*pi) q[5];\nu3(3.219671923327399*pi,-0.37175644698037347*pi,1.298955829829901*pi) q[6];\nu3(3.4245363428134716*pi,3.4020856270189044*pi,2.460427753972104*pi) q[7];\nu3(3.3428939393416046*pi,-0.3697938437848326*pi,2.9650167975394464*pi) q[8];\nu3(3.5216136237721947*pi,3.2348533925853307*pi,3.6669338632583903*pi) q[9];\nu3(3.715903018411154*pi,2.8331234326995602*pi,1.9970379356688868*pi) q[10];\nu3(3.3651277230849006*pi,0.12430578252557989*pi,1.2243881376890242*pi) q[11];\nu3(3.234429836549835*pi,2.405166722087921*pi,2.0732754428271565*pi) q[12];\nu3(3.678241600312023*pi,-0.41458856974514474*pi,1.7384154854598899*pi) q[13];\nu3(3.7799432181904833*pi,2.490938985923693*pi,1.0472112304553853*pi) q[16];\nRxxyyzz(0.45520441701052006*pi,0.20102913474459938*pi,0.12474207131584591*pi) q[12],q[0];\nRxxyyzz(0.4083563845094239*pi,0.14793135407020042*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.33293877695514024*pi,0.2992020773659809*pi,3.8305635440932395*pi) q[2],q[6];\nRxxyyzz(0.42148424418396935*pi,0.18367649040133516*pi,3.8398139451648703*pi) q[8],q[4];\nRxxyyzz(0.4619727104643109*pi,0.10048654296194737*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.43810980163117025*pi,0.21787429891302604*pi,0.06860835797650083*pi) q[10],q[14];\nu3(3.9917834084257144*pi,0.05940426865150483*pi,4.39668971935947*pi) q[0];\nu3(3.630031601726867*pi,-0.4166812149098763*pi,4.395650411127008*pi) q[1];\nu3(3.293247936224195*pi,3.261569123549555*pi,1.3471121858215245*pi) q[2];\nu3(3.5171574365420413*pi,3.350819244897858*pi,0.6630170155005359*pi) q[4];\nu3(3.410919496263916*pi,2.0167716132786224*pi,1.1266423836331378*pi) q[6];\nu3(3.6704279220390728*pi,2.0591708233290054*pi,0.843061922657852*pi) q[8];\nu3(3.727724147940036*pi,-0.02257682248154308*pi,4.2602797763568585*pi) q[9];\nu3(3.225737885973955*pi,3.3859720602883505*pi,1.2221911217255264*pi) q[10];\nu3(3.2734198754862756*pi,2.47206675908686*pi,4.171066255489558*pi) q[12];\nu3(3.071534027320131*pi,0.798168272089641*pi,4.293125197163786*pi) q[14];\nu3(3.23950062181775*pi,0.6459538454035063*pi,1.174205678812069*pi) q[15];\nu3(3.426609853292438*pi,2.4975174599315415*pi,0.8691349641943049*pi) q[16];\nRxxyyzz(0.46636796497012345*pi,0.29929898231496566*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.36012016458482954*pi,0.20706498899652503*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.45658408931969763*pi,0.2627559922576439*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.28859255670578*pi,0.2546410330728417*pi,0.16569528910581433*pi) q[4],q[15];\nRxxyyzz(0.3764247955830896*pi,0.251657397458881*pi,0.173695338502023*pi) q[9],q[5];\nRxxyyzz(0.43379443295105*pi,0.23671887193712227*pi,0.19464898383099752*pi) q[7],q[12];\nRxxyyzz(0.4742032546735596*pi,0.25988189737664613*pi,0.0*pi) q[10],q[16];\nu3(3.083426327811857*pi,0.5976199193257914*pi,1.739347271282145*pi) q[0];\nu3(3.410724420192498*pi,3.4389595245207127*pi,0.9246869698267015*pi) q[1];\nu3(3.6879684484362416*pi,0.6723314445420696*pi,1.3217027979428502*pi) q[2];\nu3(3.837911346828561*pi,1.8977129980767118*pi,1.67415323612932*pi) q[3];\nu3(3.381885512156675*pi,0.359856126545387*pi,1.4656954362437993*pi) q[4];\nu3(3.3641755207941433*pi,-0.4439323708650792*pi,1.8214443078792613*pi) q[5];\nu3(3.395000116884353*pi,-0.21985626936967906*pi,3.9993924439463555*pi) q[6];\nu3(3.6828783454155483*pi,2.1467437007511316*pi,0.5101455543420369*pi) q[7];\nu3(3.443054889390949*pi,3.381049314316916*pi,1.4148769297134272*pi) q[9];\nu3(3.5414112226719863*pi,3.089313728706782*pi,1.6376741824042642*pi) q[10];\nu3(3.5150947879925094*pi,0.7540271981426254*pi,0.7086695800693414*pi) q[12];\nu3(3.294886995542246*pi,3.0264499475569506*pi,0.7760956907032961*pi) q[14];\nu3(3.6299369570166835*pi,-0.12670912780946697*pi,3.3804248609234566*pi) q[15];\nu3(3.4722464781720888*pi,0.7467649233465816*pi,1.9802513232057417*pi) q[16];\nRxxyyzz(0.45963654694447964*pi,0.3263060110270279*pi,0.10053609594907516*pi) q[8],q[0];\nRxxyyzz(0.2919251021521002*pi,0.207928378810867*pi,0.0865824533703261*pi) q[1],q[12];\nRxxyyzz(0.37182054441841034*pi,0.16980411132349632*pi,3.839661540411571*pi) q[2],q[13];\nRxxyyzz(0.41459302950404026*pi,0.283438621305335*pi,0.07798249391289379*pi) q[6],q[3];\nRxxyyzz(0.3678380198768097*pi,0.23220029638954492*pi,0.12745796006234023*pi) q[4],q[16];\nRxxyyzz(0.42991589953575016*pi,0.11619578468374081*pi,0.08228382113731643*pi) q[11],q[5];\nRxxyyzz(0.41895306948259986*pi,0.29161477743988623*pi,0.12433703849682923*pi) q[14],q[9];\nRxxyyzz(0.37374268486999995*pi,0.25697088643515564*pi,0.0*pi) q[10],q[15];\nu3(3.3168128877697294*pi,0.502485103922842*pi,4.293563077236351*pi) q[0];\nu3(3.76589257619249*pi,0.4487729040086268*pi,4.054006024113523*pi) q[1];\nu3(3.5763218570373168*pi,2.627679245461745*pi,1.278316342144063*pi) q[2];\nu3(3.086809548650265*pi,3.079441948952437*pi,3.446480617197303*pi) q[3];\nu3(3.658936853734372*pi,0.12968142382239423*pi,4.453799235402153*pi) q[4];\nu3(3.585213095329677*pi,3.0162103492167507*pi,4.040071049541668*pi) q[5];\nu3(3.7028171993957963*pi,3.0434090353683625*pi,1.490179816565179*pi) q[6];\nu3(3.46373578531534*pi,2.3558453323190527*pi,0.8788098536385016*pi) q[8];\nu3(3.6543027116950006*pi,2.718616066765399*pi,0.5666137574729713*pi) q[9];\nu3(3.373486812752022*pi,-0.14296646074275876*pi,2.1792796902413745*pi) q[10];\nu3(3.717887895653219*pi,-0.3432001304693375*pi,4.21880545577178*pi) q[11];\nu3(3.7733583042064223*pi,-0.4670009337039053*pi,4.325206149007503*pi) q[12];\nu3(3.576836952522064*pi,2.0467445852762234*pi,0.6407849266113348*pi) q[13];\nu3(3.4996879558803258*pi,-0.43171298090642884*pi,4.4755470120807175*pi) q[14];\nu3(3.3361090811210374*pi,0.5931471347975799*pi,1.8589564205637386*pi) q[15];\nu3(3.694809725309609*pi,0.08750436204239431*pi,3.77868194138158*pi) q[16];\nmeasure q[13] -> c[14];\nRxxyyzz(0.40957456885973975*pi,0.23991348204626692*pi,0.18401093786395922*pi) q[0],q[15];\nRxxyyzz(0.4084876658817328*pi,0.3431642460443217*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.45939815312348786*pi,0.36930341429699576*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.2516275123498302*pi,0.18917203279933759*pi,3.9496621239977596*pi) q[4],q[11];\nRxxyyzz(0.4164018070429809*pi,0.3348070743341546*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4211580087171297*pi,0.2509662420001062*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.3813443004850802*pi,0.20106660981339033*pi,0.1425615232011523*pi) q[7],q[12];\nRxxyyzz(0.45533153841401*pi,0.18547795226731445*pi,0.0*pi) q[10],q[8];\nu3(3.8705059276005915*pi,2.892378898788292*pi,1.7459699918244809*pi) q[0];\nu3(3.480401981509841*pi,-0.3192151518389307*pi,2.145628480082358*pi) q[1];\nu3(3.3616544923137113*pi,0.8585189883788416*pi,1.6949577576456079*pi) q[2];\nu3(3.5657275315949644*pi,3.4446710936431955*pi,3.472974845717454*pi) q[3];\nu3(1.7097798564771813*pi,0.04449444516334011*pi,4.458528989706079*pi) q[4];\nu3(3.623076642080587*pi,2.704578274069587*pi,0.9459603459946342*pi) q[5];\nu3(3.7863344656721303*pi,0.6301708683521767*pi,4.0098469996107395*pi) q[6];\nu3(3.292978829403474*pi,-0.440550212607292*pi,1.611115957016097*pi) q[7];\nu3(3.486737508786274*pi,3.3946208501865662*pi,2.113269953372699*pi) q[8];\nu3(3.197453908222019*pi,0.18126050508342295*pi,1.3460352684988337*pi) q[9];\nu3(3.3356282818538125*pi,0.06828910159281643*pi,1.2371233708852492*pi) q[10];\nu3(0.2926636406662841*pi,2.676028615086856*pi,0.9904045106171198*pi) q[11];\nu3(3.340079426581071*pi,-0.23828597669608964*pi,3.4923605974138043*pi) q[12];\nu3(3.277863372632487*pi,1.11196502156373*pi,1.7479836623167035*pi) q[14];\nu3(3.703151374755219*pi,3.4883481103001865*pi,1.5600859993785392*pi) q[15];\nu3(3.600054324236165*pi,-0.4599920513996694*pi,0.7732193823080884*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[8] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[16] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[7] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[9] -> c[13];\nmeasure q[14] -> c[15];\nmeasure q[15] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5401092894680075*pi,0.9465241022363449*pi,1.496738884229396*pi) q[0];\nu3(3.789598796690813*pi,0.3620960845347784*pi,4.262623738333419*pi) q[1];\nu3(3.179132180427576*pi,3.1350675110682324*pi,4.0189022428995855*pi) q[2];\nu3(3.1917862115667432*pi,2.584884385878266*pi,3.7129179135279413*pi) q[3];\nu3(3.4287293953486664*pi,3.4941466151861977*pi,4.366173349706827*pi) q[4];\nu3(3.094974578986073*pi,2.5178214689374547*pi,1.1474625874113793*pi) q[5];\nu3(3.143653099329846*pi,2.357271157702909*pi,3.7041999703523927*pi) q[6];\nu3(3.70055280577394*pi,3.142446920146037*pi,1.7318111925480615*pi) q[7];\nu3(3.653273949936799*pi,2.2706732260709916*pi,3.760938342656649*pi) q[8];\nu3(3.829539604765*pi,2.184871310259182*pi,1.9793527542338198*pi) q[9];\nu3(3.7089983106643123*pi,-0.14354906687551205*pi,3.688576779444473*pi) q[10];\nu3(3.7784623418580803*pi,2.3933724315187135*pi,2.4145325643929523*pi) q[11];\nu3(3.511893040799487*pi,2.6544033279695536*pi,3.7092364209473163*pi) q[12];\nu3(3.471604386485903*pi,2.5509813957937335*pi,1.7511391987546667*pi) q[13];\nu3(3.865668043772934*pi,0.39630392761305067*pi,1.3148720385868213*pi) q[14];\nu3(3.700210038782913*pi,3.3508116021847094*pi,0.825557320689265*pi) q[15];\nu3(3.543129985233763*pi,3.0646713224345796*pi,0.9812989416741638*pi) q[16];\nRxxyyzz(0.4372002813048498*pi,0.3194294751182163*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.32673261946528964*pi,0.3047481179148175*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.3863208320001891*pi,0.20795318519559935*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.45792014725544*pi,0.29173647780995343*pi,3.8836495941761395*pi) q[3],q[12];\nRxxyyzz(0.4498937988159897*pi,0.23642403253481395*pi,3.9360211004225096*pi) q[5],q[13];\nRxxyyzz(0.42783412695913026*pi,0.32939283152744414*pi,0.15620597099116615*pi) q[6],q[8];\nRxxyyzz(0.21433106097645982*pi,0.10563144023911719*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.44021995269889014*pi,0.2896803891891744*pi,0.0*pi) q[9],q[11];\nu3(3.5542958838826997*pi,-0.2982538439098001*pi,4.299190314200009*pi) q[0];\nu3(3.542068453320501*pi,3.111823964694275*pi,1.3125185731677285*pi) q[1];\nu3(3.8107961339918783*pi,2.849351089752913*pi,1.7178280027298505*pi) q[2];\nu3(3.626182487240718*pi,2.592752100792777*pi,1.8445732201441456*pi) q[3];\nu3(3.680938104189756*pi,-0.10385853376320248*pi,1.7766249710918145*pi) q[5];\nu3(3.490398462212341*pi,-0.44865066989052227*pi,0.9019966168974953*pi) q[6];\nu3(3.794759377220176*pi,3.4630807802852654*pi,1.001112062088454*pi) q[7];\nu3(3.1715721284802214*pi,3.3399555571224977*pi,2.1791004887802985*pi) q[8];\nu3(3.3926510463982895*pi,3.0111456990119985*pi,0.6616960692656222*pi) q[9];\nu3(3.4763100482060825*pi,-0.07148706996624199*pi,1.9795070169072688*pi) q[10];\nu3(3.178342972215768*pi,0.830346852150782*pi,0.9622034972870165*pi) q[11];\nu3(3.2401213965410562*pi,0.5758622836243408*pi,1.7517901692917357*pi) q[12];\nu3(3.6614287168418898*pi,2.814747333146369*pi,1.457575151146358*pi) q[13];\nu3(3.5877186483350876*pi,-0.49734887691898066*pi,2.4354639146565566*pi) q[14];\nu3(3.5908137233643234*pi,3.159319052195048*pi,1.182471732793147*pi) q[15];\nu3(3.322922294466558*pi,0.8648269254627623*pi,1.7206317918283252*pi) q[16];\nRxxyyzz(0.4406299353572498*pi,0.2690036315256743*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4499757287208501*pi,0.3131268175115833*pi,0.11746985681991645*pi) q[13],q[2];\nRxxyyzz(0.3503196263800899*pi,0.11649414109726486*pi,3.953835096978331*pi) q[3],q[10];\nRxxyyzz(0.4021467069992602*pi,0.29593449678146705*pi,3.91577499070422*pi) q[4],q[11];\nRxxyyzz(0.3961822833617612*pi,0.2926873508936572*pi,0.15299773579743875*pi) q[5],q[6];\nRxxyyzz(0.41705538757574245*pi,0.2548329113635385*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.33941395165330945*pi,0.23125982541173817*pi,0.06856221131199458*pi) q[9],q[16];\nRxxyyzz(0.3602329286024696*pi,0.19158689844359622*pi,0.0*pi) q[15],q[14];\nu3(3.2945901645908555*pi,2.0832081577723027*pi,1.821139291440487*pi) q[1];\nu3(3.9087003025585982*pi,1.8689623763530658*pi,4.334237035621278*pi) q[2];\nu3(3.355910830862629*pi,-0.14430369259163311*pi,1.6734760970576077*pi) q[3];\nu3(3.6452493181937218*pi,2.811388985105787*pi,1.392995632661062*pi) q[4];\nu3(3.548587894672188*pi,1.1038080795107028*pi,4.430853279833959*pi) q[5];\nu3(3.69199729516392*pi,0.7902159406593725*pi,1.0257265754420304*pi) q[6];\nu3(3.9368416486594326*pi,0.8175277014328981*pi,1.6777437108284758*pi) q[7];\nu3(3.9021177067376587*pi,3.2056159181901123*pi,1.8174900673716232*pi) q[8];\nu3(3.7446395065425038*pi,0.08848400293895664*pi,0.7308857210828152*pi) q[9];\nu3(3.4374564076987912*pi,1.6038694152312822*pi,1.45740637444373*pi) q[10];\nu3(3.1681043411990197*pi,0.045370039591682954*pi,0.5832534845210393*pi) q[11];\nu3(3.9438866815157656*pi,2.7360709761152093*pi,1.8601608272233596*pi) q[12];\nu3(3.351649497635416*pi,1.631276762617281*pi,4.379432736984906*pi) q[13];\nu3(3.4144480474196706*pi,-0.15291519147655652*pi,1.9210139351032611*pi) q[14];\nu3(3.553636624754231*pi,2.5882436582148696*pi,2.396750968881149*pi) q[15];\nu3(3.0853201293427412*pi,0.7030714609706594*pi,4.412499269246762*pi) q[16];\nRxxyyzz(0.45212889573965953*pi,0.15720198663423612*pi,3.93204677981499*pi) q[0],q[7];\nRxxyyzz(0.4339303935175102*pi,0.20338639064815894*pi,0.06116840059583376*pi) q[1],q[2];\nRxxyyzz(0.3546028247188423*pi,0.08406605264143341*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3949771484689103*pi,0.30736888537525753*pi,0.06990344901142792*pi) q[15],q[4];\nRxxyyzz(0.3474104228762522*pi,0.32384561043728377*pi,0.14111755513960755*pi) q[8],q[9];\nRxxyyzz(0.3749917065468902*pi,0.25599334637177673*pi,0.044604780941224074*pi) q[10],q[14];\nRxxyyzz(0.44599615176264973*pi,0.2520539836424378*pi,0.0*pi) q[12],q[13];\nu3(3.7484218209526188*pi,0.09892037117110353*pi,1.2107078257681598*pi) q[0];\nu3(3.6690248441820823*pi,-0.15285624639430323*pi,1.7811822590846476*pi) q[1];\nu3(3.3290800677834205*pi,-0.43144631368226904*pi,3.8802958119170046*pi) q[2];\nu3(3.453022595295592*pi,-0.33207925962304463*pi,3.999842914455024*pi) q[3];\nu3(3.6415993145744903*pi,0.6473255462517504*pi,1.3512303109634272*pi) q[4];\nu3(3.5305693912950966*pi,1.2162666232604198*pi,2.323714902036659*pi) q[7];\nu3(3.173755552783337*pi,-0.48319050999093327*pi,3.982269642926532*pi) q[8];\nu3(3.5365699512620834*pi,-0.4522924870220884*pi,1.3870209169770056*pi) q[9];\nu3(3.5511686650099477*pi,3.322948191675321*pi,3.9590890928970577*pi) q[10];\nu3(3.3578569654901527*pi,0.6071083829378545*pi,1.2774325858115727*pi) q[11];\nu3(3.276323295748978*pi,-0.4911647376877061*pi,1.225060076167992*pi) q[12];\nu3(3.462820905101828*pi,0.1435092075779113*pi,0.575300750564236*pi) q[13];\nu3(3.224718066646975*pi,2.861852516360154*pi,0.5261445276165986*pi) q[14];\nu3(3.5286076790151024*pi,2.6965556432539413*pi,4.208770840068314*pi) q[15];\nRxxyyzz(0.4383330017401247*pi,0.246197991871271*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.41214925977508005*pi,0.25239660573197314*pi,0.12024592869615319*pi) q[6],q[2];\nRxxyyzz(0.40367200654986934*pi,0.2439838250008886*pi,3.9229869688425105*pi) q[4],q[13];\nRxxyyzz(0.3826667789373103*pi,0.23651885148123328*pi,0.150060217851748*pi) q[15],q[7];\nRxxyyzz(0.3767558567440799*pi,0.3441606132816969*pi,3.89000015683066*pi) q[11],q[8];\nRxxyyzz(0.47816592570200955*pi,0.13015752604559128*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.45751807034849007*pi,0.31121299318895496*pi,3.9100750979290098*pi) q[14],q[16];\nu3(3.3405763524638807*pi,2.7641531001466357*pi,4.334578960578006*pi) q[0];\nu3(3.892674893116526*pi,-0.3674974583654642*pi,1.1989290125372434*pi) q[1];\nu3(3.593293402610087*pi,3.489625212509556*pi,3.827770907617762*pi) q[2];\nu3(3.345990251499624*pi,2.5665983461725066*pi,1.8671646267772268*pi) q[4];\nu3(3.9467850451038538*pi,0.5508593291106685*pi,1.2341217761593968*pi) q[6];\nu3(3.25464594554405*pi,3.018389715854882*pi,3.213771321278072*pi) q[7];\nu3(3.5449036581563513*pi,0.6963957836612367*pi,1.2898968537467792*pi) q[8];\nu3(3.7767968294162406*pi,-0.028282496013049274*pi,0.6986275643132085*pi) q[10];\nu3(3.718382471740792*pi,-0.16286256844842167*pi,1.4863005885281495*pi) q[11];\nu3(3.2553610804591946*pi,2.0940485550574213*pi,1.3526274890671848*pi) q[12];\nu3(3.367047533995359*pi,-0.4348315518699236*pi,1.3060298609897938*pi) q[13];\nu3(3.47302129428666*pi,2.756284161689472*pi,0.8042084583114537*pi) q[14];\nu3(3.40284776682897*pi,2.3062051365344596*pi,4.384164810997247*pi) q[15];\nu3(3.4598161587037675*pi,3.1917519380550363*pi,1.9328456056152292*pi) q[16];\nRxxyyzz(0.4029586765311398*pi,0.19594320986203193*pi,0.05253115939281518*pi) q[0],q[3];\nRxxyyzz(0.4519714824706895*pi,0.14620497276404482*pi,0.12305915103617024*pi) q[1],q[5];\nRxxyyzz(0.42479324638918114*pi,0.3184901847258479*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4488933359145153*pi,0.3097531051036999*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3029999002670597*pi,0.1371781466101306*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.43716411117057996*pi,0.16946000796087746*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4358389455620101*pi,0.3314907420770119*pi,3.8531555703768205*pi) q[12],q[16];\nRxxyyzz(0.30901231109456606*pi,0.15783829754889123*pi,0.0*pi) q[15],q[14];\nu3(3.5751610193099865*pi,0.3930063372633199*pi,3.968029555494543*pi) q[0];\nu3(3.3635808613132903*pi,0.1385287378842166*pi,3.3474455312740408*pi) q[1];\nu3(3.2047756195100683*pi,3.426070878783062*pi,1.369995467193656*pi) q[2];\nu3(3.6105119172647933*pi,3.075319928386471*pi,3.372478358498517*pi) q[3];\nu3(3.41133397937863*pi,2.8614826369967257*pi,2.0844711936580214*pi) q[4];\nu3(3.7693343957284116*pi,-0.4357006965526745*pi,3.119145691141484*pi) q[5];\nu3(3.4246336124306174*pi,-0.28096236100440636*pi,0.9493495101219562*pi) q[6];\nu3(3.5976329098026087*pi,0.15292543895188881*pi,1.53947425134728*pi) q[7];\nu3(3.3011518882974156*pi,3.151780190049563*pi,4.104521408924918*pi) q[9];\nu3(3.7192990492441056*pi,-0.3182561166463261*pi,1.8534913514925793*pi) q[10];\nu3(3.5162488781274157*pi,3.447663521183979*pi,0.7423688651718638*pi) q[11];\nu3(3.412962782589104*pi,2.544813221227476*pi,1.3767382737809521*pi) q[12];\nu3(3.456181177143218*pi,0.2179218954615254*pi,0.5147792366706985*pi) q[13];\nu3(3.2498913445021524*pi,0.7998850643277873*pi,0.8109188900117072*pi) q[14];\nu3(3.53549452732398*pi,3.4841139651952093*pi,3.813685657112867*pi) q[15];\nu3(3.6563665115566932*pi,2.9361584952257704*pi,0.9866736498530768*pi) q[16];\nRxxyyzz(0.4113775178185298*pi,0.3522951606790782*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3841257023799903*pi,0.33594126731665774*pi,0.10031247219987074*pi) q[1],q[8];\nRxxyyzz(0.37378305638583975*pi,0.09693202104084164*pi,3.9412972640981696*pi) q[2],q[15];\nRxxyyzz(0.4403634393688791*pi,0.40295389654961733*pi,3.9103021346706406*pi) q[3],q[4];\nRxxyyzz(0.47663459771017*pi,0.4130571594372175*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.38953982305644985*pi,0.2903308240495365*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.3947122206201402*pi,0.1599401484320283*pi,0.0*pi) q[14],q[13];\nu3(3.1217785953235646*pi,2.835600673939883*pi,4.321775590847311*pi) q[0];\nu3(3.912120374558892*pi,0.0257704026425416*pi,1.6079030308603461*pi) q[1];\nu3(3.213102789671877*pi,0.32787948322331406*pi,1.8225224071834971*pi) q[2];\nu3(3.9171361272615495*pi,-0.10705877105778394*pi,2.0069544538203337*pi) q[3];\nu3(3.7486711203015446*pi,-0.37153019037837187*pi,0.5419956893697861*pi) q[4];\nu3(3.317559264725396*pi,0.49484328426928204*pi,0.5111985090547146*pi) q[5];\nu3(3.404852155361209*pi,3.128011841735073*pi,0.6631350092458401*pi) q[6];\nu3(3.476430636376593*pi,0.012622651932019502*pi,1.3757742928871415*pi) q[8];\nu3(3.2734659729440363*pi,2.7557624260183293*pi,1.0010759624211532*pi) q[9];\nu3(3.8684838551369842*pi,0.6928987307730554*pi,1.4759510266036546*pi) q[12];\nu3(3.764624541640633*pi,0.2697947472531018*pi,1.7950674284306252*pi) q[13];\nu3(3.516437069064846*pi,2.067162955816504*pi,1.2082810606411687*pi) q[14];\nu3(3.8211346977481666*pi,-0.31133900340624265*pi,0.9152813523810501*pi) q[15];\nu3(3.836619692589108*pi,2.940101189681277*pi,2.3843146698897426*pi) q[16];\nRxxyyzz(0.29763373714246566*pi,0.26261098173102515*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3987614941403198*pi,0.30135095020090624*pi,3.9504883673504896*pi) q[1],q[11];\nRxxyyzz(0.4091725494631896*pi,0.21203607425182291*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.35943879545114044*pi,0.21039268518795673*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.38654511715124973*pi,0.30608802212310804*pi,3.8327566397989994*pi) q[14],q[5];\nRxxyyzz(0.3052615478196897*pi,0.13250134859987228*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.34499311855772985*pi,0.25973146561331095*pi,0.0*pi) q[8],q[9];\nu3(3.613031586839646*pi,0.7571963903640566*pi,1.2821462895391322*pi) q[0];\nu3(3.5987659920315767*pi,3.1712773463582633*pi,1.8466398368778707*pi) q[1];\nu3(3.8712038943500655*pi,-0.10501997053941109*pi,0.5533279128559001*pi) q[2];\nu3(3.109924696041693*pi,0.7778327207412188*pi,2.0538826639022516*pi) q[3];\nu3(3.4947957018812166*pi,1.1298865236444389*pi,2.4746338109242165*pi) q[4];\nu3(3.4147151246433554*pi,-0.3487810121826661*pi,1.748159110434893*pi) q[5];\nu3(3.4678197937648125*pi,3.434559169438736*pi,1.122720879488912*pi) q[7];\nu3(3.861187140939827*pi,2.4652272405004316*pi,3.3031746608769703*pi) q[8];\nu3(3.5079599054370414*pi,-0.2824891657593467*pi,0.8045889410963725*pi) q[9];\nu3(3.8058488066978424*pi,3.170928669804343*pi,1.5512125764172557*pi) q[11];\nu3(3.512113756125157*pi,0.5960285808803774*pi,0.6300285518233546*pi) q[12];\nu3(3.6094740016543305*pi,0.2597303286831*pi,1.662571400138176*pi) q[13];\nu3(3.808490123172872*pi,2.7871394930832105*pi,2.0287562068941476*pi) q[14];\nu3(3.381384360017654*pi,2.3382635598065056*pi,1.677651639407495*pi) q[15];\nRxxyyzz(0.41487745584657654*pi,0.18583291274602864*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3997271650075289*pi,0.1561959355034921*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3283851829862598*pi,0.28200117926134904*pi,3.91941636810755*pi) q[2],q[13];\nRxxyyzz(0.4016288017792399*pi,0.2012487203456228*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.35377645980537953*pi,0.25710992236968466*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.42349346845051977*pi,0.25329016770471796*pi,3.96025909603593*pi) q[14],q[6];\nRxxyyzz(0.40743607071237975*pi,0.3471548879550035*pi,3.92412579131328*pi) q[11],q[7];\nRxxyyzz(0.29835518862859*pi,0.11784884277819896*pi,0.0*pi) q[9],q[16];\nu3(3.619587433037676*pi,3.318968241363997*pi,1.2383844055230115*pi) q[0];\nu3(3.6249272643563795*pi,-0.2542005771838193*pi,3.794338614019452*pi) q[1];\nu3(3.6250928304460315*pi,3.3900830906057924*pi,1.6456974310796233*pi) q[2];\nu3(3.6465290075020786*pi,1.0729238196556201*pi,1.4135259084227187*pi) q[3];\nu3(3.4362791431648185*pi,2.181311438510794*pi,2.12988612078413*pi) q[4];\nu3(3.441051261484688*pi,-0.48253452856763923*pi,1.1759560306129075*pi) q[5];\nu3(3.91284677370424*pi,3.2376193788376666*pi,2.242206177777904*pi) q[6];\nu3(3.5494023104070753*pi,0.7330164560913555*pi,2.380616360092092*pi) q[7];\nu3(3.788512516908801*pi,0.1510601167817338*pi,0.9930143546171424*pi) q[8];\nu3(3.8260683214524174*pi,0.027906224635431798*pi,1.522376635924655*pi) q[9];\nu3(3.529747733829935*pi,2.2641396100489404*pi,1.7117859798847177*pi) q[10];\nu3(3.29400789884321*pi,-0.22721530999980888*pi,1.2973708391788938*pi) q[11];\nu3(3.25705436480197*pi,2.3053943687955396*pi,1.733932292464543*pi) q[12];\nu3(3.590821949894611*pi,0.2511572785445185*pi,4.445829773895754*pi) q[13];\nu3(3.255347991677631*pi,3.100912998605917*pi,1.2654346387531716*pi) q[14];\nu3(3.14724518916368*pi,3.3593205740815053*pi,1.9345441301333044*pi) q[16];\nRxxyyzz(0.3682742118791503*pi,0.28723862187288096*pi,0.10943507396215783*pi) q[11],q[0];\nRxxyyzz(0.45126569407476935*pi,0.21857961565491021*pi,3.85963258166181*pi) q[14],q[1];\nRxxyyzz(0.42020624969292975*pi,0.38135075004746133*pi,3.92597668448638*pi) q[2],q[16];\nRxxyyzz(0.46219553418907966*pi,0.17232913859755272*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.30954552341608843*pi,0.21120645482556688*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.3808410120527791*pi,0.245281256642909*pi,3.9072440318453503*pi) q[6],q[7];\nRxxyyzz(0.33316382491929025*pi,0.14371667923299025*pi,3.9363314059127905*pi) q[8],q[15];\nRxxyyzz(0.36456650140336955*pi,0.07416566389318822*pi,0.04847333460789023*pi) q[10],q[9];\nu3(3.4676978600387174*pi,2.7673016518618505*pi,1.6022000530845366*pi) q[0];\nu3(3.3247619470481955*pi,0.6336002861147583*pi,0.9157748515660633*pi) q[1];\nu3(3.8904624053674386*pi,3.278479515146233*pi,0.8914683410619562*pi) q[2];\nu3(3.2994937510017937*pi,-0.4688806132471346*pi,4.49747243959172*pi) q[4];\nu3(3.140356471389302*pi,3.213515022934091*pi,0.8111113123818167*pi) q[5];\nu3(3.7538757711851254*pi,-0.13089537765267756*pi,2.436155109273839*pi) q[6];\nu3(3.7226640602593326*pi,0.9937458678172157*pi,0.5965000824287747*pi) q[7];\nu3(3.5067058571068013*pi,3.2139893360501643*pi,3.4258268632560975*pi) q[8];\nu3(3.3980012673959425*pi,1.7105362929076913*pi,0.6313461320679827*pi) q[9];\nu3(3.423532823039824*pi,0.15592718470814237*pi,3.3176036017589485*pi) q[10];\nu3(3.190177346434347*pi,3.0838954926687254*pi,0.7506853899570387*pi) q[11];\nu3(3.221573356099051*pi,-0.1006003093844442*pi,3.7530072238832304*pi) q[12];\nu3(3.468540588779683*pi,1.3726765047842013*pi,4.427897614904316*pi) q[13];\nu3(3.0796388097564624*pi,0.0017856934526090384*pi,0.5855343743831369*pi) q[14];\nu3(3.227115075993347*pi,3.219451819180742*pi,1.9232628926582116*pi) q[15];\nu3(3.7277941660011202*pi,3.2631563181578005*pi,4.456461318317215*pi) q[16];\nRxxyyzz(0.4229987849678301*pi,0.19585185239512096*pi,0.0752411643812372*pi) q[12],q[0];\nRxxyyzz(0.38049090054900003*pi,0.20350094190910806*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.43272269857834933*pi,0.31902696617551*pi,0.0754562231517378*pi) q[2],q[7];\nRxxyyzz(0.44153469202084006*pi,0.29734292402479484*pi,3.8339929690264594*pi) q[16],q[3];\nRxxyyzz(0.32991923575832005*pi,0.2683713516594963*pi,3.8973644389907296*pi) q[8],q[4];\nRxxyyzz(0.33840517123451*pi,0.20836276187979275*pi,3.9227323117803703*pi) q[5],q[13];\nRxxyyzz(0.43341961996853107*pi,0.1492835250300022*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.47478560683502*pi,0.2445557441169922*pi,0.0*pi) q[14],q[10];\nu3(3.68476056526793*pi,0.7789715019212071*pi,3.9413994386047024*pi) q[0];\nu3(3.899528668985719*pi,0.4718239164371343*pi,1.615878726462903*pi) q[1];\nu3(3.083572303830516*pi,-0.2885602724729258*pi,3.5664957496353664*pi) q[2];\nu3(3.6896797351639807*pi,0.2206341138469221*pi,1.605025468591413*pi) q[3];\nu3(3.8589931114363774*pi,0.3077046534732212*pi,0.6020854639945128*pi) q[4];\nu3(3.7151985288598675*pi,3.282921422975252*pi,1.6317536057232265*pi) q[5];\nu3(3.4855518711268423*pi,-0.42930527304534005*pi,3.941703571590666*pi) q[6];\nu3(3.5872804131167246*pi,1.280969827939964*pi,1.2117138632318838*pi) q[7];\nu3(3.7930234526810684*pi,2.9781546487849604*pi,4.2031024970732265*pi) q[8];\nu3(3.686524140817953*pi,-0.4851618473735487*pi,1.099328475668019*pi) q[9];\nu3(3.6793886170115906*pi,-0.44926064006911914*pi,4.423104237413112*pi) q[10];\nu3(3.7681133072154047*pi,3.4057709150264026*pi,3.826611303113671*pi) q[12];\nu3(3.3447687782959172*pi,3.356494234323244*pi,0.9078646911560121*pi) q[13];\nu3(3.358200205416062*pi,-0.49236841401593234*pi,1.1190207122250997*pi) q[14];\nu3(3.229389080221027*pi,0.22399163066043615*pi,1.7574456594405676*pi) q[15];\nu3(3.652695707529103*pi,3.3858606259734545*pi,0.5721808286465508*pi) q[16];\nRxxyyzz(0.46050903845968977*pi,0.11250205981248748*pi,0.07502844173854896*pi) q[10],q[0];\nRxxyyzz(0.43026584055664996*pi,0.39021163163419903*pi,0.05519795188052212*pi) q[1],q[8];\nRxxyyzz(0.4338505790214642*pi,0.36519803522383876*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.3721481731040498*pi,0.1287682532746527*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.37634381690571017*pi,0.20851628421117357*pi,0.1409453159550956*pi) q[5],q[12];\nRxxyyzz(0.4040245206282198*pi,0.33259527529199184*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.34082714142361953*pi,0.11019496250321215*pi,3.9326066578335195*pi) q[14],q[7];\nRxxyyzz(0.42504391730847957*pi,0.2512905850144893*pi,0.0*pi) q[11],q[13];\nu3(3.2270504884791946*pi,1.6611868032665993*pi,3.5735741650482833*pi) q[0];\nu3(3.8815354168340037*pi,0.6699741059860356*pi,1.822463630684231*pi) q[1];\nu3(3.1379026973101523*pi,3.026023233858944*pi,1.1799473095918722*pi) q[2];\nu3(3.55537018680149*pi,-0.3793339802197052*pi,1.1706256092679181*pi) q[3];\nu3(3.256084080477069*pi,1.2873907120222274*pi,2.149538840415148*pi) q[4];\nu3(3.2760804280743843*pi,3.2498729058373375*pi,1.9024018851256332*pi) q[5];\nu3(3.764082315560804*pi,2.906048857025417*pi,4.422969346183737*pi) q[6];\nu3(3.844160086963636*pi,1.0797815577883885*pi,1.7051939273079437*pi) q[7];\nu3(3.610267077851032*pi,0.24458465695058362*pi,1.4786264773101399*pi) q[8];\nu3(3.820996528233057*pi,3.0967707140822016*pi,1.9148555262691207*pi) q[10];\nu3(3.562771982236339*pi,-0.08293364781324974*pi,4.416446548024002*pi) q[11];\nu3(3.774977839332512*pi,0.6781606471004602*pi,0.6787337307069421*pi) q[12];\nu3(3.8407881449180765*pi,0.25041579577575535*pi,0.7816775643274105*pi) q[13];\nu3(3.4567427147326155*pi,-0.2419418769973738*pi,4.060281348743111*pi) q[14];\nu3(3.827278445299579*pi,-0.23094788860006876*pi,1.8511829645132476*pi) q[15];\nu3(3.5519915234602046*pi,1.2554492946942706*pi,1.5410584282582471*pi) q[16];\nRxxyyzz(0.4199783303002198*pi,0.10774169747623052*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3855690115313402*pi,0.28331781368799097*pi,3.9337785293963194*pi) q[13],q[2];\nRxxyyzz(0.4585775305678097*pi,0.2791202593810913*pi,3.8245379069652903*pi) q[3],q[6];\nRxxyyzz(0.31259449191664934*pi,0.24018830604071084*pi,3.94545360086237*pi) q[8],q[4];\nRxxyyzz(0.3645200547713494*pi,0.25194235124342135*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.38164143612328966*pi,0.14393253861929703*pi,3.94080363750375*pi) q[11],q[9];\nRxxyyzz(0.4275856907620898*pi,0.2514029369647555*pi,0.12987945318098867*pi) q[15],q[10];\nRxxyyzz(0.40496848475576996*pi,0.25476297514012775*pi,0.06014499565669845*pi) q[14],q[12];\nu3(3.3258077223941567*pi,-0.11719458325843513*pi,4.10184771166139*pi) q[1];\nu3(3.3233077111518616*pi,1.2739947973480095*pi,0.5413308258734477*pi) q[2];\nu3(3.416152006849959*pi,2.3208947966107916*pi,1.1568153474168321*pi) q[3];\nu3(3.22016965678266*pi,0.2419786791837768*pi,0.6901484322626352*pi) q[4];\nu3(3.425551830894324*pi,3.3826262689553066*pi,0.8141229361620383*pi) q[5];\nu3(3.74573378721753*pi,0.5523341478490253*pi,0.8302589376094018*pi) q[6];\nu3(3.3419885504310938*pi,1.4096668201696554*pi,1.676161397170076*pi) q[7];\nu3(3.880032841398225*pi,3.4687803507279615*pi,1.5104519087724708*pi) q[8];\nu3(3.528693887406047*pi,2.8874114676296285*pi,1.1555603230633777*pi) q[9];\nu3(3.9051404353562558*pi,-0.3312335254221296*pi,2.1873194607549102*pi) q[10];\nu3(3.139883648919133*pi,2.5199842997581663*pi,1.8037541832127202*pi) q[11];\nu3(3.7336405089621403*pi,0.24872397863434026*pi,1.280513382334891*pi) q[12];\nu3(3.4295016557508378*pi,0.08039158582767214*pi,1.323942953170341*pi) q[13];\nu3(3.596211688489703*pi,0.34008043114830133*pi,3.946597386032274*pi) q[14];\nu3(3.7520920511038787*pi,0.6478413125886586*pi,1.3482194059121118*pi) q[15];\nu3(3.6606105198383423*pi,2.540134489646803*pi,1.2443359832360965*pi) q[16];\nRxxyyzz(0.3282683659173498*pi,0.24656122102589872*pi,0.0630578892235647*pi) q[1],q[0];\nRxxyyzz(0.42479190352453366*pi,0.31549708669468185*pi,0.16274347600806965*pi) q[3],q[2];\nRxxyyzz(0.41022160103247995*pi,0.26353919396545317*pi,3.9294110173887002*pi) q[9],q[4];\nRxxyyzz(0.2256643856114302*pi,0.12869942154489922*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4393206395829193*pi,0.24207248574384904*pi,0.09055377639459902*pi) q[13],q[6];\nRxxyyzz(0.44980387899489976*pi,0.22410639774123295*pi,0.15709908877623285*pi) q[15],q[8];\nRxxyyzz(0.40233357620928*pi,0.32176605004481124*pi,3.86912926361733*pi) q[10],q[16];\nRxxyyzz(0.29094013182128*pi,0.16052238605254399*pi,0.08704141654508746*pi) q[11],q[12];\nu3(3.656716655157173*pi,0.48889094110647746*pi,1.395239457883421*pi) q[0];\nu3(3.324931393572175*pi,0.015015743470285003*pi,2.3615581981393134*pi) q[1];\nu3(3.3863571913067627*pi,2.794344767780938*pi,3.241411464294116*pi) q[2];\nu3(3.634602909272583*pi,1.856938060239742*pi,4.336628539078434*pi) q[3];\nu3(3.574460157726302*pi,1.1004312053358918*pi,0.6986390235540005*pi) q[4];\nu3(3.1558117465453313*pi,0.6147173850456669*pi,3.8084287001827795*pi) q[5];\nu3(3.786302593763851*pi,2.1924353028851797*pi,3.911589186197304*pi) q[6];\nu3(3.491779695118885*pi,2.9700062075740465*pi,1.7421787641121944*pi) q[7];\nu3(3.247407415775619*pi,2.8419590884251784*pi,1.120647319077233*pi) q[8];\nu3(3.653330731472586*pi,3.2972654631113465*pi,0.8283712454610479*pi) q[9];\nu3(3.6721183269097573*pi,3.31083468480064*pi,0.8434091039898663*pi) q[10];\nu3(3.51769637547117*pi,3.454374112357979*pi,3.7252305233901684*pi) q[11];\nu3(3.7155867690477167*pi,-0.28188140971461584*pi,4.186237469662647*pi) q[12];\nu3(3.4477495473246127*pi,2.418078074490526*pi,1.2686751564985377*pi) q[13];\nu3(3.69928149340382*pi,2.666676661231955*pi,0.6360492682680422*pi) q[15];\nu3(3.689881022357703*pi,2.838281559340655*pi,1.3710522667952132*pi) q[16];\nRxxyyzz(0.32663324813368*pi,0.29850216032666*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4447131889289895*pi,0.38336305297554796*pi,3.8896300964768304*pi) q[1],q[12];\nRxxyyzz(0.31767534165791034*pi,0.08493567632443977*pi,0.057865384746335735*pi) q[8],q[4];\nRxxyyzz(0.31525600977332946*pi,0.20491455301156059*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.45232354218163995*pi,0.29106718524020553*pi,0.0674099875156777*pi) q[7],q[6];\nRxxyyzz(0.3799528153722188*pi,0.09931858185853693*pi,0.0*pi) q[14],q[11];\nRxxyyzz(0.4846386359849095*pi,0.3718566126074443*pi,0.0*pi) q[16],q[13];\nu3(3.7225034165635407*pi,2.620494161466232*pi,0.5182690841422865*pi) q[0];\nu3(3.5845822617609273*pi,0.6523644868768725*pi,1.4498558696022794*pi) q[1];\nu3(3.4214532485732247*pi,-0.18063037493431772*pi,3.907812425375909*pi) q[4];\nu3(3.5165036589329817*pi,-0.28856679218190395*pi,0.529512399231217*pi) q[5];\nu3(3.5591461191676004*pi,2.188661944454396*pi,3.7719987924851326*pi) q[6];\nu3(3.091151477042418*pi,0.12533482991733658*pi,1.8020062434071167*pi) q[7];\nu3(3.4628634853941347*pi,0.9340620613994983*pi,0.5935157060581476*pi) q[8];\nu3(3.314713011515355*pi,0.2688432109858895*pi,2.2119652496578803*pi) q[10];\nu3(3.6449310518982916*pi,2.9397664855129486*pi,0.5263573107031378*pi) q[11];\nu3(3.5119956615629713*pi,2.873125616021316*pi,0.6396023514968798*pi) q[12];\nu3(3.91876964061888*pi,2.752759559070641*pi,3.6174570633470675*pi) q[13];\nu3(3.148678622040401*pi,0.8088388637420196*pi,1.620075044726044*pi) q[14];\nu3(3.3337002478786504*pi,0.1742377090270516*pi,1.599036007132745*pi) q[15];\nu3(3.124397133492119*pi,0.4504370127554471*pi,3.8797380730753046*pi) q[16];\nRxxyyzz(0.44536460741110995*pi,0.28772580672639103*pi,0.20610956542842798*pi) q[14],q[0];\nRxxyyzz(0.3197164567993393*pi,0.24373398863039197*pi,0.04118524210124752*pi) q[1],q[2];\nRxxyyzz(0.4243018732688901*pi,0.35081356319703616*pi,3.9196542096668705*pi) q[5],q[3];\nRxxyyzz(0.41469211761022956*pi,0.14719798434295972*pi,0.04556212063648053*pi) q[7],q[4];\nRxxyyzz(0.29960103127593996*pi,0.0936962237258483*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.39004215490730987*pi,0.14371396554816063*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.41391888052398695*pi,0.2975004823107523*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.44979034529874984*pi,0.12863857035087467*pi,0.0*pi) q[15],q[16];\nu3(3.6037187602163945*pi,2.5843150899007217*pi,4.051170215014866*pi) q[0];\nu3(3.257549309023551*pi,1.803219369307251*pi,0.9224427956191813*pi) q[1];\nu3(3.4256221384479737*pi,-0.4156998767785919*pi,4.392678075067375*pi) q[2];\nu3(3.5311442784943767*pi,2.2663513295973887*pi,1.9051135960967724*pi) q[3];\nu3(3.6154214334751815*pi,-0.11151877923712838*pi,4.234011549383977*pi) q[4];\nu3(3.40310731947872*pi,2.2246165580263404*pi,0.6654469697370509*pi) q[5];\nu3(3.698280653223268*pi,1.1399624971350937*pi,1.2211998441745662*pi) q[6];\nu3(3.3938246375959453*pi,3.1700501480772862*pi,2.1564970077034396*pi) q[7];\nu3(3.5542087177711923*pi,1.0317360021929645*pi,2.3485771665314386*pi) q[8];\nu3(3.132283390623978*pi,1.9327766492230083*pi,1.6963494865497533*pi) q[9];\nu3(3.8768809709461918*pi,0.864761674645897*pi,1.7749840175440084*pi) q[10];\nu3(3.1565067535349978*pi,-0.1705624799625245*pi,1.2050721834455544*pi) q[12];\nu3(3.6602952590183873*pi,0.6360665456265744*pi,1.1295557715140734*pi) q[13];\nu3(3.441396616545632*pi,3.120676612717948*pi,3.1922094119895377*pi) q[14];\nu3(3.244208677513363*pi,3.3526019923675063*pi,0.635397186623262*pi) q[15];\nu3(3.1775619041057683*pi,2.9447806003909887*pi,1.052030615487031*pi) q[16];\nRxxyyzz(0.37539755151424004*pi,0.27986117793232085*pi,3.89376023269688*pi) q[11],q[0];\nRxxyyzz(0.4069228932695599*pi,0.13839386788294328*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.43684569596112155*pi,0.16361960219328864*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.4324209652117301*pi,0.18154563494685982*pi,3.95552031217901*pi) q[3],q[9];\nRxxyyzz(0.39130593040541944*pi,0.3327386632891648*pi,3.916168751487801*pi) q[5],q[6];\nRxxyyzz(0.2976379892082498*pi,0.11952442763033966*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.3791021943842992*pi,0.32787697163860496*pi,0.10582214768013445*pi) q[10],q[12];\nRxxyyzz(0.40755870396662985*pi,0.18654173556447295*pi,0.0*pi) q[14],q[13];\nu3(3.5076385712739437*pi,0.42896496586985144*pi,0.9657019972557972*pi) q[0];\nu3(3.472043973564541*pi,-0.4244898666253778*pi,3.851008835764068*pi) q[1];\nu3(3.3830942978176637*pi,-0.20573567037169171*pi,0.5031063765431432*pi) q[2];\nu3(3.61062149144053*pi,3.066580508926021*pi,1.765530901119831*pi) q[3];\nu3(3.7002931443984526*pi,3.469127597895139*pi,0.923002768668167*pi) q[5];\nu3(3.5196816659927896*pi,1.5949067340686227*pi,1.4987076951043525*pi) q[6];\nu3(3.6895508298881374*pi,3.354622367765802*pi,2.297627448842608*pi) q[7];\nu3(3.708133564615186*pi,0.468474356606564*pi,2.219482005300989*pi) q[8];\nu3(3.153810673971601*pi,3.446860030288728*pi,1.8595249076086922*pi) q[9];\nu3(3.8104301261906066*pi,2.719224335482398*pi,4.464480094418437*pi) q[10];\nu3(3.494555717635637*pi,2.4539212734287004*pi,1.1114806914633384*pi) q[11];\nu3(3.1382842396364965*pi,-0.47455824612071984*pi,1.540151883673151*pi) q[12];\nu3(3.1986866814029344*pi,0.724937299546089*pi,1.769635119311774*pi) q[13];\nu3(3.559016891210881*pi,-0.48182048678946204*pi,1.9548438918195683*pi) q[14];\nu3(3.2840050656749447*pi,-0.4238534370131408*pi,2.5705835144423803*pi) q[15];\nu3(3.6341627833537715*pi,0.34138924144841365*pi,1.759468978389966*pi) q[16];\nmeasure q[9] -> c[13];\nRxxyyzz(0.3332427242000727*pi,0.2624427811037*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.44073128625661007*pi,0.15485859246835165*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.32734468523526006*pi,0.25878940523799276*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.3607788670407502*pi,0.22888033222345205*pi,0.054521324860377085*pi) q[3],q[6];\nRxxyyzz(0.3303666284809697*pi,0.15507942573966282*pi,3.9595342180900204*pi) q[13],q[4];\nRxxyyzz(0.37763524186381936*pi,0.19830200951143162*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.21182468599689663*pi,0.10978693974153186*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.43861498684383005*pi,0.1975360526117775*pi,0.16613035441341112*pi) q[10],q[16];\nu3(3.2672517976240676*pi,-0.1646668072942416*pi,1.4733599947272196*pi) q[0];\nu3(3.4569148079182566*pi,1.3599667145605694*pi,4.243924981607333*pi) q[1];\nu3(3.8863565608304462*pi,0.49681216221632085*pi,2.3335257780718646*pi) q[2];\nu3(3.674058503244704*pi,0.6082738802502325*pi,1.9945029606955913*pi) q[3];\nu3(2.8756517814994416*pi,2.4732830256635996*pi,1.537684616772418*pi) q[4];\nu3(0.5914153937238619*pi,0.5924508656985672*pi,2.3560029692543107*pi) q[5];\nu3(2.463670090348805*pi,-0.1864139907985789*pi,0.8223108204276058*pi) q[6];\nu3(3.44686390407897*pi,0.8489907267838406*pi,1.8556596411567592*pi) q[7];\nu3(3.7864847983663887*pi,0.27611874537582337*pi,1.4154518490219932*pi) q[8];\nu3(3.3824514940373067*pi,1.4636389862938972*pi,3.3845223010624137*pi) q[10];\nu3(0.48192810510138073*pi,2.776162224927729*pi,2.071797362904017*pi) q[11];\nu3(3.22807572310009*pi,-0.1671088658732145*pi,0.8928988318587412*pi) q[12];\nu3(3.357253387390373*pi,3.115816325026022*pi,1.6689157404426185*pi) q[13];\nu3(3.6073162214009287*pi,1.178094050574304*pi,1.1469219144218536*pi) q[14];\nu3(0.2342920501286475*pi,0.3017082840130545*pi,0.8442589154492239*pi) q[15];\nu3(3.3861972244284666*pi,1.2186035777857045*pi,0.6227185952459658*pi) q[16];\nmeasure q[1] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[14] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[12] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[15] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[4] -> c[14];\nmeasure q[16] -> c[15];\nmeasure q[6] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5137272215598427*pi,2.9409081001133366*pi,2.344124625728011*pi) q[0];\nu3(3.5609142352270458*pi,-0.3916815897951742*pi,1.2505858623391162*pi) q[1];\nu3(3.688024324692825*pi,-0.26596016747114404*pi,2.475708260361572*pi) q[2];\nu3(3.8992328708997244*pi,3.22751885119573*pi,3.926551260925738*pi) q[3];\nu3(3.560084299013531*pi,2.1150009149215574*pi,0.5463227763790655*pi) q[4];\nu3(3.1862228066160205*pi,2.8478665421967793*pi,4.103995938113*pi) q[5];\nu3(3.8013878585577214*pi,0.8811052272240336*pi,1.0717918253586123*pi) q[6];\nu3(3.53898831530735*pi,2.53379587314079*pi,0.7263221520913654*pi) q[7];\nu3(3.349487227084199*pi,2.1809597275100514*pi,1.233438862611124*pi) q[8];\nu3(3.542396706088616*pi,0.3670493478341911*pi,0.9143561897454763*pi) q[9];\nu3(3.58865750645208*pi,0.48300966366636056*pi,2.536645873079931*pi) q[10];\nu3(3.8401212257329997*pi,3.176385559734366*pi,2.6985265100633304*pi) q[11];\nu3(3.282578538951304*pi,-0.11292620786098823*pi,1.2132369282257511*pi) q[12];\nu3(3.5787726680548415*pi,-0.33510550233515435*pi,4.208595319955282*pi) q[13];\nu3(3.7102239321595594*pi,0.680079973758406*pi,0.6426611316983956*pi) q[14];\nu3(3.3153508511723366*pi,2.0943805124797827*pi,0.5355505626658581*pi) q[15];\nu3(3.646427667815341*pi,0.7729065931583619*pi,0.5979015624485098*pi) q[16];\nRxxyyzz(0.39069218472802986*pi,0.23232299604425713*pi,0.12326487765684915*pi) q[0],q[3];\nRxxyyzz(0.39650470405916005*pi,0.3000525224693238*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.43646203585011023*pi,0.29657770076714907*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.4523914020451011*pi,0.24519530529423772*pi,0.12520083270199725*pi) q[4],q[9];\nRxxyyzz(0.3789129642094596*pi,0.1735180214897531*pi,0.06175979377901025*pi) q[5],q[7];\nRxxyyzz(0.4434037434630794*pi,0.3351610416340587*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.45040748219813964*pi,0.28894762790169415*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.33577306440114973*pi,0.33291257503296734*pi,0.0*pi) q[12],q[13];\nu3(3.3976798440994367*pi,0.4291334112128615*pi,4.33213564544653*pi) q[0];\nu3(3.3833631023003274*pi,1.2029572357632037*pi,1.6169651140305263*pi) q[1];\nu3(3.662234091623311*pi,0.03842973360982771*pi,2.3302852393002627*pi) q[2];\nu3(3.4571966008051023*pi,-0.37127191850305075*pi,1.3710871703249086*pi) q[3];\nu3(3.33111890518543*pi,0.1068525162843641*pi,1.7393492337028587*pi) q[4];\nu3(3.269626232408579*pi,2.8501926433787004*pi,0.6652311176174732*pi) q[5];\nu3(3.4314152495499055*pi,0.9937874097369517*pi,1.3307530008819586*pi) q[6];\nu3(3.4470538038751455*pi,0.9593197705618475*pi,4.109650877895677*pi) q[7];\nu3(3.5644903232764586*pi,0.6474884226656057*pi,0.8970789117791346*pi) q[8];\nu3(3.493727764710775*pi,0.31435556154570143*pi,0.607414571033148*pi) q[9];\nu3(3.2582164847204824*pi,0.1475731423499882*pi,1.123454027742678*pi) q[11];\nu3(3.137510153129703*pi,2.075636040220147*pi,0.7238923266884355*pi) q[12];\nu3(3.9589402481548954*pi,1.1084098653472791*pi,1.381324254983248*pi) q[13];\nu3(3.5700714870512864*pi,0.1364582022483105*pi,1.5896394822155497*pi) q[14];\nu3(3.472758746808963*pi,2.9907621784364715*pi,4.484493980579053*pi) q[15];\nu3(3.327003287378191*pi,-0.15480946530488515*pi,1.5892440107635262*pi) q[16];\nRxxyyzz(0.4067104345475602*pi,0.22482215429503685*pi,3.8689508461440707*pi) q[0],q[12];\nRxxyyzz(0.3846935913227299*pi,0.22420067041466693*pi,3.89204836769088*pi) q[1],q[16];\nRxxyyzz(0.41532736489339894*pi,0.3171158849031923*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.44443205621651016*pi,0.13550679142140298*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.35071033583138*pi,0.19067677342727052*pi,3.8339770454942705*pi) q[5],q[11];\nRxxyyzz(0.42415569015580323*pi,0.27786366344153823*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.45381790111250014*pi,0.2983729301778621*pi,0.09556307785705788*pi) q[8],q[15];\nu3(3.220387784219227*pi,2.604027017433569*pi,2.3472182200060177*pi) q[0];\nu3(3.1423386152733483*pi,2.3922478975475996*pi,2.040087325379078*pi) q[1];\nu3(3.815425067549892*pi,3.0482212112426987*pi,1.3496959393136216*pi) q[2];\nu3(3.1633649503041137*pi,2.225621577761426*pi,0.970874769215773*pi) q[3];\nu3(3.4065480432948685*pi,1.7657695659721195*pi,0.7615779909097117*pi) q[5];\nu3(3.4051356904652543*pi,2.8709000174961683*pi,0.8313062632877708*pi) q[6];\nu3(3.2706101216111296*pi,3.140964119192604*pi,4.063778957126308*pi) q[7];\nu3(3.671891507399062*pi,2.8620894160899626*pi,3.8802754415475675*pi) q[8];\nu3(3.771288051442025*pi,2.950102056573087*pi,1.011823148129493*pi) q[11];\nu3(3.9418042776306694*pi,-0.4090083030573855*pi,2.4086055021939217*pi) q[12];\nu3(3.536276778833107*pi,-0.36682247436629484*pi,0.980458477990638*pi) q[13];\nu3(3.1456704939277693*pi,2.4128222372580925*pi,1.7564813292320396*pi) q[14];\nu3(3.7440429515864926*pi,0.17918581015943147*pi,3.7805051785331134*pi) q[15];\nu3(3.6306015050728995*pi,2.624372934786739*pi,2.36614779225693*pi) q[16];\nRxxyyzz(0.3881290449567482*pi,0.27344359906661464*pi,0.176744163457528*pi) q[0],q[11];\nRxxyyzz(0.41559923047327013*pi,0.253944886880451*pi,0.09467210546233536*pi) q[1],q[6];\nRxxyyzz(0.4381954634963501*pi,0.3248187247142188*pi,3.7697880146773795*pi) q[8],q[2];\nRxxyyzz(0.3296513223048488*pi,0.2867746022351785*pi,3.9396112407835204*pi) q[3],q[10];\nRxxyyzz(0.40138545450394136*pi,0.25664348345025584*pi,3.9199242175798235*pi) q[4],q[12];\nRxxyyzz(0.40814651362643944*pi,0.26477781213408214*pi,3.8009358744960995*pi) q[5],q[9];\nRxxyyzz(0.48402478528769177*pi,0.35834384898443905*pi,0.0*pi) q[15],q[16];\nu3(3.1185899720712733*pi,2.928264604380883*pi,4.383384805640533*pi) q[0];\nu3(3.7055483503753863*pi,0.30928159522720455*pi,1.1462365995798471*pi) q[1];\nu3(3.298169950587318*pi,1.9118432383064117*pi,2.4649456539554677*pi) q[2];\nu3(3.7643280560446724*pi,-0.1846561261363483*pi,1.632093774784955*pi) q[3];\nu3(3.3447169823840466*pi,2.756899275753474*pi,1.722035237076916*pi) q[4];\nu3(3.6800944574315926*pi,0.38544880317764907*pi,0.5172820245121916*pi) q[5];\nu3(3.7665258232713676*pi,2.2805954806805717*pi,0.5002913965090938*pi) q[6];\nu3(3.5617991157035154*pi,0.8138762995856796*pi,1.1006025974620632*pi) q[8];\nu3(3.4656041050933664*pi,1.847746498726016*pi,0.7894212359943591*pi) q[9];\nu3(3.8013967045538344*pi,0.3394830773938894*pi,2.0943453584129914*pi) q[10];\nu3(3.51748391294777*pi,-0.4958929048458014*pi,4.29074004310199*pi) q[11];\nu3(3.541724795163106*pi,3.261932137991094*pi,1.8985730351311667*pi) q[12];\nu3(3.461788354023439*pi,3.3019738805513192*pi,1.1083600038459185*pi) q[15];\nu3(3.219744931367666*pi,3.339962369029235*pi,4.2741330716609305*pi) q[16];\nRxxyyzz(0.4577809391024199*pi,0.37397402479274433*pi,0.17320791005499103*pi) q[5],q[1];\nRxxyyzz(0.42442522207850786*pi,0.3950017232618261*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.4302496411034501*pi,0.15472761780333494*pi,3.8761267509675403*pi) q[4],q[11];\nRxxyyzz(0.41366302121403387*pi,0.1913662248410698*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.41328568460575543*pi,0.0677056012735413*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4545685963846734*pi,0.3197837012904545*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.4238463838760397*pi,0.18212398232286287*pi,0.0*pi) q[13],q[15];\nu3(3.6787376440993524*pi,0.8990163963065962*pi,1.503115109974584*pi) q[1];\nu3(3.66826220250017*pi,0.46048712037216877*pi,4.106652850182567*pi) q[3];\nu3(3.1567473388266416*pi,3.072413121859195*pi,1.9901052313772065*pi) q[4];\nu3(3.6044675778024575*pi,3.122989815375459*pi,2.999903526234503*pi) q[5];\nu3(3.276051961278952*pi,-0.06826379174725189*pi,1.3907697355953115*pi) q[6];\nu3(3.4219866044723295*pi,-0.4220783429618665*pi,3.921325999275661*pi) q[7];\nu3(3.6016271901041947*pi,-0.4568195843409516*pi,1.449026740461723*pi) q[8];\nu3(3.6593511920331405*pi,0.9710700814545061*pi,1.9744036232405786*pi) q[9];\nu3(3.4865553279400014*pi,3.240812132706507*pi,0.5782744574684906*pi) q[10];\nu3(3.652073284450085*pi,0.3835281259166975*pi,1.5749196892348567*pi) q[11];\nu3(3.9130654154589117*pi,0.03004664728706108*pi,4.383289771519195*pi) q[13];\nu3(3.5838419166245603*pi,2.5669664829771626*pi,0.7589970980290195*pi) q[14];\nu3(3.135555496466611*pi,2.9711167360907433*pi,0.5092974150209881*pi) q[15];\nu3(3.708077690441243*pi,3.4197600451525005*pi,1.4587937795939847*pi) q[16];\nRxxyyzz(0.42057398637147964*pi,0.18770048850523088*pi,0.12692533444971216*pi) q[0],q[5];\nRxxyyzz(0.34759701609187965*pi,0.1952271911991601*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4567775899344204*pi,0.18857999439769424*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.36128115445972003*pi,0.2500375851894318*pi,0.064941523795748*pi) q[7],q[12];\nRxxyyzz(0.3681312882026104*pi,0.25058767669461707*pi,3.8113878336303704*pi) q[9],q[14];\nRxxyyzz(0.39806677195583984*pi,0.29497957332657293*pi,3.8395150324277303*pi) q[10],q[11];\nRxxyyzz(0.4494188529269394*pi,0.1872084296166535*pi,0.07865371285372612*pi) q[16],q[15];\nu3(3.699881773646646*pi,1.8651189943190305*pi,4.330996975253941*pi) q[0];\nu3(3.231933452500688*pi,1.9680883860029832*pi,1.6476821532400852*pi) q[1];\nu3(3.3974222234476636*pi,0.019780907257548885*pi,1.5833294217527931*pi) q[2];\nu3(3.7302500352985684*pi,2.944557186559879*pi,0.7755480063146859*pi) q[3];\nu3(3.8911413383601636*pi,-0.23375696963652964*pi,1.6308677098260655*pi) q[5];\nu3(3.4236327296500373*pi,-0.4830259812975508*pi,2.4814246436871836*pi) q[7];\nu3(3.8174628652984937*pi,2.615129533421086*pi,1.577045313160705*pi) q[9];\nu3(3.3912039255593225*pi,3.3027744665552587*pi,2.0138841527071474*pi) q[10];\nu3(3.2484881961896446*pi,0.6112202689497308*pi,0.7479436407714894*pi) q[11];\nu3(3.3515816056892254*pi,2.3873948695760965*pi,0.5411773999535253*pi) q[12];\nu3(3.68162570155959*pi,-0.3787267389562293*pi,1.8432699810325714*pi) q[13];\nu3(3.8172965050637426*pi,1.8245749172599144*pi,2.4421991701031556*pi) q[14];\nu3(3.5350100560118434*pi,2.70739596514398*pi,4.0691352452652865*pi) q[15];\nu3(3.488474254602834*pi,0.32833194638658114*pi,3.333571419091268*pi) q[16];\nRxxyyzz(0.33991516585193965*pi,0.2538948963599079*pi,3.8339734759971487*pi) q[0],q[13];\nRxxyyzz(0.42703546326674957*pi,0.18176491491430546*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.46243441703695976*pi,0.3543229968043934*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3986769311589501*pi,0.2754813456035794*pi,0.05140747948938057*pi) q[4],q[3];\nRxxyyzz(0.4451559400643904*pi,0.13610984069497656*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4406653178493195*pi,0.29449432066661035*pi,3.9144971233759893*pi) q[8],q[9];\nRxxyyzz(0.42070035493030955*pi,0.2659738172205891*pi,0.219874640049813*pi) q[16],q[12];\nu3(3.2928956571486503*pi,3.3200505583415714*pi,1.9591161250498097*pi) q[0];\nu3(3.4538726202443204*pi,-0.009497916367470605*pi,4.439986974347063*pi) q[1];\nu3(3.446750793748695*pi,0.9239695803257497*pi,1.867096069559528*pi) q[2];\nu3(3.2420855355866554*pi,0.9635590295575318*pi,4.254058750953485*pi) q[3];\nu3(3.564078575150555*pi,0.7834717884912181*pi,1.107904364425615*pi) q[4];\nu3(3.172873486824687*pi,1.9946141471982965*pi,1.2148441601719657*pi) q[5];\nu3(3.88037750417035*pi,0.6400754946558598*pi,2.3404469603269593*pi) q[6];\nu3(3.40106604174186*pi,0.8675728804530047*pi,2.070478583257255*pi) q[7];\nu3(3.5218570685253936*pi,0.4076798450279344*pi,1.934241430055981*pi) q[8];\nu3(3.372695789507048*pi,-0.04731900103266806*pi,1.9729287847376904*pi) q[9];\nu3(3.137132303769334*pi,0.5560150654175287*pi,4.019387354712994*pi) q[12];\nu3(3.365546391739281*pi,-0.08451487010336123*pi,2.0398900212052373*pi) q[13];\nu3(3.3457381343688795*pi,3.1858149934774898*pi,0.5352656036083973*pi) q[14];\nu3(3.7248445661529956*pi,0.046164107151566824*pi,3.523351569491152*pi) q[16];\nRxxyyzz(0.3653084183421597*pi,0.23885213144015285*pi,0.19569880784774715*pi) q[0],q[1];\nRxxyyzz(0.4537474889319495*pi,0.2996259813359252*pi,3.89511330166884*pi) q[2],q[3];\nRxxyyzz(0.42785704321171025*pi,0.32509141547745046*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.39363773772092003*pi,0.21010642696031312*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.40168237558058995*pi,0.3408088021144024*pi,3.85289728995558*pi) q[7],q[6];\nRxxyyzz(0.4233460317390102*pi,0.2042554075578824*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4467300289488793*pi,0.2163947252946448*pi,0.05656929908740766*pi) q[9],q[15];\nRxxyyzz(0.4589307145500597*pi,0.1398955374520112*pi,3.9498273283704606*pi) q[16],q[14];\nu3(3.160707746353395*pi,-0.020088106667010774*pi,3.0548797935965206*pi) q[0];\nu3(3.615991407229543*pi,-0.11524865938437151*pi,1.3924495403714852*pi) q[1];\nu3(3.3745573889743836*pi,0.2012288224175114*pi,0.9619520956788232*pi) q[2];\nu3(3.756059266041111*pi,2.6381698643225104*pi,2.1599007716512966*pi) q[3];\nu3(3.3475151616992616*pi,0.4737873310818842*pi,1.6407777368154046*pi) q[4];\nu3(3.7648827216807352*pi,2.8811400333036645*pi,0.5889802992616693*pi) q[5];\nu3(3.388299827169499*pi,2.469314005264196*pi,1.1640200228984363*pi) q[6];\nu3(3.0830793170919355*pi,-0.12748605914711708*pi,1.7050600870295023*pi) q[7];\nu3(3.6767008714056106*pi,0.02620202588029963*pi,1.6836303606412948*pi) q[8];\nu3(3.357604237378269*pi,-0.0449578403056593*pi,0.8787572028152969*pi) q[9];\nu3(3.546056451427168*pi,0.24668708338996903*pi,2.230853086463328*pi) q[10];\nu3(3.5214619441227155*pi,2.2112042279726785*pi,1.558887770225522*pi) q[11];\nu3(3.102788974803428*pi,-0.3594291473089267*pi,0.7109814970950674*pi) q[13];\nu3(3.7922245988492227*pi,2.2295179901625253*pi,2.4105838933315704*pi) q[14];\nu3(3.7643794377528463*pi,2.248103010499827*pi,0.8935234832615117*pi) q[15];\nu3(3.38579594626853*pi,-0.35893943494454483*pi,2.2970787310821397*pi) q[16];\nRxxyyzz(0.3427787138346101*pi,0.20890746369272883*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.40276343185646013*pi,0.2820319690482267*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.39677025900484975*pi,0.156514753757897*pi,3.94495768308399*pi) q[3],q[5];\nRxxyyzz(0.4039904109966205*pi,0.267436565542039*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4703018895594404*pi,0.13885466876867003*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.42190551681244015*pi,0.33579537440605445*pi,0.08305459437650922*pi) q[7],q[13];\nRxxyyzz(0.31294199831513936*pi,0.10059574623824474*pi,3.9186410036113095*pi) q[14],q[9];\nRxxyyzz(0.4427280280038497*pi,0.35502720468765686*pi,3.7832316461252304*pi) q[16],q[11];\nu3(3.31274398648353*pi,2.0439549376282167*pi,1.9237969945788653*pi) q[0];\nu3(3.8917975263342743*pi,0.6305871623021728*pi,1.1207036999156519*pi) q[1];\nu3(3.724086357605848*pi,2.5982943255233426*pi,0.9691286840403759*pi) q[3];\nu3(3.8111015346439814*pi,0.6481181043958548*pi,1.7589021807629912*pi) q[4];\nu3(3.8061914438413162*pi,-0.281589648185812*pi,1.9175722034733425*pi) q[5];\nu3(3.4120992498315577*pi,-0.36965300685635094*pi,1.173210464517497*pi) q[6];\nu3(3.840072205385495*pi,-0.31489500406288873*pi,3.0252395927764604*pi) q[7];\nu3(3.502459105543465*pi,-0.13753831064305028*pi,4.440548431462512*pi) q[8];\nu3(3.3677103398453654*pi,3.0428752271588353*pi,3.9901058024524247*pi) q[9];\nu3(3.446067336152084*pi,2.1152648424751272*pi,1.0488270902018546*pi) q[10];\nu3(3.5759543513361547*pi,2.1417537814656487*pi,1.8478743662237855*pi) q[11];\nu3(3.2475220318750275*pi,-0.39196598815760086*pi,0.9377921088515642*pi) q[12];\nu3(3.3936741872827536*pi,2.455738618623044*pi,1.2559592814187672*pi) q[13];\nu3(3.329494007596967*pi,0.09218146538501193*pi,4.24455212993311*pi) q[14];\nu3(3.8442487790157402*pi,1.0351280465320145*pi,1.931015101974328*pi) q[15];\nu3(3.4672241545701974*pi,-0.1543663991487258*pi,0.5505036308115354*pi) q[16];\nRxxyyzz(0.46076018595521984*pi,0.18568120834872226*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.450022144571404*pi,0.07381117204297372*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.38596260268420046*pi,0.36484406877709225*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.4472081054330496*pi,0.2535028673103649*pi,3.934959058200521*pi) q[16],q[4];\nRxxyyzz(0.23283503372517877*pi,0.1425154681456544*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.45167291591956027*pi,0.19031883881758827*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.38048991203258964*pi,0.25103009753982897*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.41102602413846*pi,0.3428519597329871*pi,0.0*pi) q[14],q[13];\nu3(3.8436443308476345*pi,0.3215363400310388*pi,1.640662028298487*pi) q[0];\nu3(3.5921776095142106*pi,3.1936500314113823*pi,2.423165188453762*pi) q[1];\nu3(3.41009444779404*pi,3.419834528044996*pi,0.9562984255789431*pi) q[2];\nu3(3.34212074989513*pi,0.5788299011260483*pi,3.888550941511352*pi) q[3];\nu3(3.5630871365148593*pi,-0.028470194258835457*pi,2.2674662400096*pi) q[4];\nu3(3.8182802472784667*pi,3.3828898213823573*pi,2.4790692585208958*pi) q[5];\nu3(3.3927944976252298*pi,2.032112739215753*pi,1.409743634854636*pi) q[7];\nu3(3.438122863936595*pi,-0.268038203329391*pi,3.0041577506888695*pi) q[8];\nu3(3.5737690223784764*pi,0.08484369693459737*pi,2.1960123041123367*pi) q[9];\nu3(3.3595058886400544*pi,2.546804717531062*pi,1.8585401974222515*pi) q[10];\nu3(3.625215810532842*pi,2.13952934562323*pi,2.294248675085865*pi) q[11];\nu3(3.751507013412616*pi,-0.05442070542371957*pi,1.0552280091602078*pi) q[12];\nu3(3.3812385624405517*pi,-0.022949519184187084*pi,0.6861574762146083*pi) q[13];\nu3(3.3198134384745748*pi,2.300184218485806*pi,1.1948946316456166*pi) q[14];\nu3(3.6731336642494883*pi,-0.4965004895948958*pi,2.5557198429200185*pi) q[15];\nu3(3.3265900883144552*pi,-0.27941282240247667*pi,1.3457621820621712*pi) q[16];\nRxxyyzz(0.3727462193898107*pi,0.07881439016505343*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.43469959539667*pi,0.1140168363696672*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.44295934334531006*pi,0.2001101206956801*pi,0.13134655366785583*pi) q[4],q[8];\nRxxyyzz(0.41915417840841984*pi,0.36627623919099284*pi,0.08624649582773936*pi) q[5],q[16];\nRxxyyzz(0.4606750176884009*pi,0.2335507694763016*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.2802695041866199*pi,0.13985960930099584*pi,0.043580776095298646*pi) q[7],q[11];\nRxxyyzz(0.4299515416821499*pi,0.28196595200410024*pi,3.8920500543193506*pi) q[13],q[10];\nRxxyyzz(0.3749408803135302*pi,0.19302177873483295*pi,3.90995311691014*pi) q[15],q[14];\nu3(3.5747209251612904*pi,0.9306297142730826*pi,1.183661462754797*pi) q[0];\nu3(3.5138653207496033*pi,3.0762296083968366*pi,4.2453128454886*pi) q[2];\nu3(3.5642462309868708*pi,-0.2194519468227063*pi,1.2697581396322355*pi) q[3];\nu3(3.264504337840032*pi,0.579406320231229*pi,4.395964469074441*pi) q[4];\nu3(3.620513468833382*pi,-0.1328318552269761*pi,1.4599178840200462*pi) q[5];\nu3(3.7939145677652686*pi,3.146360330110911*pi,0.5823210519717383*pi) q[6];\nu3(3.6223664442308565*pi,0.38240358529273233*pi,2.0836440077076066*pi) q[7];\nu3(3.716813239908576*pi,0.9795655822028351*pi,0.9133616806954175*pi) q[8];\nu3(3.1095699297229467*pi,-0.19173199969621602*pi,3.9235134388012094*pi) q[9];\nu3(3.729598978841437*pi,1.601515447655307*pi,0.5763626957964725*pi) q[10];\nu3(3.0930638585287475*pi,0.23227853175462632*pi,0.5774118497296826*pi) q[11];\nu3(3.40407992746487*pi,-0.19329268369305108*pi,1.105971541665176*pi) q[12];\nu3(3.5165730557097805*pi,3.0099749080729437*pi,1.922877172749947*pi) q[13];\nu3(3.6511902695393883*pi,0.44833222598706346*pi,1.5321984977169354*pi) q[14];\nu3(3.555455066201169*pi,3.293725817066667*pi,1.2216755243921642*pi) q[15];\nu3(3.3830849184565377*pi,3.3184555049086977*pi,1.003475914013373*pi) q[16];\nRxxyyzz(0.41632509667040996*pi,0.3854558179209592*pi,0.12612720685661927*pi) q[5],q[0];\nRxxyyzz(0.45185330696601916*pi,0.06753717161704541*pi,3.95953970723812*pi) q[1],q[8];\nRxxyyzz(0.34083866616031944*pi,0.21090162874934748*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.3213598998479895*pi,0.2822135089249387*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.3695640461691002*pi,0.24034099319939625*pi,3.8359591951731105*pi) q[4],q[10];\nRxxyyzz(0.39277375556719973*pi,0.237430115252993*pi,0.09742368379033538*pi) q[15],q[6];\nRxxyyzz(0.3111116035765802*pi,0.15721842495234384*pi,0.0*pi) q[16],q[11];\nRxxyyzz(0.34029527865867015*pi,0.14612924500108404*pi,0.0*pi) q[12],q[13];\nu3(3.634022692927795*pi,-0.049740656710367426*pi,2.0084537274680025*pi) q[0];\nu3(3.519677796982709*pi,2.894150166999815*pi,1.2112815586468804*pi) q[1];\nu3(3.5384244715418935*pi,2.8530954910230104*pi,1.1246612076604037*pi) q[2];\nu3(3.389207459871259*pi,3.2658581453836817*pi,1.138597747504635*pi) q[3];\nu3(3.498837736568564*pi,2.223757128084885*pi,1.174525633753857*pi) q[4];\nu3(3.9227814420788354*pi,0.26905108641250874*pi,0.8283138510876961*pi) q[5];\nu3(3.2083440392500515*pi,2.65056014457778*pi,3.7929052934994028*pi) q[6];\nu3(3.639692558690734*pi,3.149826042092558*pi,3.995023131517512*pi) q[7];\nu3(3.5984399179595496*pi,0.8472178730901363*pi,1.8498479012706301*pi) q[8];\nu3(3.3868604382447187*pi,3.4160017225549195*pi,2.2093307796482957*pi) q[10];\nu3(3.2035799781281304*pi,0.4470125516275214*pi,1.2395427213141124*pi) q[11];\nu3(3.869996133836174*pi,2.975703650553839*pi,2.2345347716035384*pi) q[12];\nu3(3.7102575156971005*pi,-0.16634479854005085*pi,0.7373056673679379*pi) q[13];\nu3(3.084276148053263*pi,2.2750164075449844*pi,0.9698144707672463*pi) q[14];\nu3(3.6015891156208175*pi,-0.34794452145085475*pi,3.924132198748295*pi) q[15];\nu3(3.366014469672979*pi,2.845262049221316*pi,1.8068441942862552*pi) q[16];\nRxxyyzz(0.4433017050822396*pi,0.26988163361880124*pi,3.9558958124176304*pi) q[4],q[0];\nRxxyyzz(0.4017415120276697*pi,0.27225617763345533*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4421875865939192*pi,0.3135329344976725*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4055795084366395*pi,0.2777263099317974*pi,0.17062731796993724*pi) q[6],q[10];\nRxxyyzz(0.40185050145809964*pi,0.2183503750566277*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.4488465595294402*pi,0.16924151355394915*pi,3.841705049438211*pi) q[8],q[11];\nRxxyyzz(0.40895506510601026*pi,0.2676511863055513*pi,0.08125686611358932*pi) q[12],q[9];\nRxxyyzz(0.3376166559180104*pi,0.25104140167337896*pi,0.0*pi) q[16],q[13];\nu3(3.9229224475588476*pi,2.4553240167274346*pi,0.9840431134431942*pi) q[0];\nu3(3.3899770108519354*pi,3.392730002570656*pi,3.636713203783348*pi) q[2];\nu3(3.829246204853712*pi,3.2128791791397093*pi,1.1247261574352816*pi) q[3];\nu3(3.5657799253428983*pi,1.4663810252839558*pi,1.0506678699605967*pi) q[4];\nu3(3.9788610312328663*pi,1.113542275509111*pi,1.7089339293017942*pi) q[5];\nu3(3.260428645662081*pi,2.4122533836836713*pi,0.7027147353662269*pi) q[6];\nu3(3.8202411813042105*pi,-0.23469615996488424*pi,1.5714215867528696*pi) q[7];\nu3(3.3568594481588034*pi,3.2299523537244372*pi,1.4092629295808994*pi) q[8];\nu3(3.736159200474689*pi,2.823231227313597*pi,4.255331265912709*pi) q[9];\nu3(3.3156468642490102*pi,0.4770080182833031*pi,2.9100021335097375*pi) q[10];\nu3(3.3681115774225248*pi,3.1184550251011776*pi,1.7943017776213965*pi) q[11];\nu3(3.2802678719998424*pi,2.9946767996679804*pi,0.7093239464605344*pi) q[12];\nu3(3.705103670749748*pi,-0.44160262349287815*pi,3.591115948991837*pi) q[13];\nu3(3.4023126913744584*pi,2.20510324959387*pi,1.7186948988877777*pi) q[14];\nu3(3.3754198430395954*pi,3.3157642461514256*pi,3.712203736165986*pi) q[15];\nu3(3.0620375737543464*pi,-0.0406899582341923*pi,1.1494696829554432*pi) q[16];\nRxxyyzz(0.45640377334618*pi,0.16237146451626436*pi,3.89253232358901*pi) q[0],q[8];\nRxxyyzz(0.42678814559265016*pi,0.2607405647205852*pi,0.11296359488617462*pi) q[3],q[1];\nRxxyyzz(0.33134595924544014*pi,0.238891226502691*pi,3.920036754732271*pi) q[5],q[4];\nRxxyyzz(0.2762449295779543*pi,0.15610289203386607*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.36559443600575015*pi,0.2815303639051637*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.39691127280689015*pi,0.2573252311064751*pi,3.82568133081854*pi) q[16],q[12];\nRxxyyzz(0.3935931177525997*pi,0.30969874042508816*pi,3.889085796532699*pi) q[13],q[15];\nu3(3.5732506287022385*pi,3.2056204149581986*pi,1.5385882260230517*pi) q[0];\nu3(3.2493444296710465*pi,0.9281830196942957*pi,4.3907123998620285*pi) q[1];\nu3(3.7556528171064527*pi,0.7267387029488468*pi,0.8247585627126581*pi) q[3];\nu3(3.6133479176028143*pi,1.1537657149220748*pi,1.2403969675789284*pi) q[4];\nu3(3.281971116553418*pi,0.7561999503797407*pi,0.6631503088439051*pi) q[5];\nu3(3.6676218549134956*pi,1.447859895867368*pi,1.2426487080596935*pi) q[7];\nu3(3.6970438324382906*pi,0.9293772403926384*pi,0.7799621715481733*pi) q[8];\nu3(3.4914437249730534*pi,2.865720339445802*pi,1.4091812300395632*pi) q[9];\nu3(3.1904592074556946*pi,1.7152820446410124*pi,1.4830688787869506*pi) q[11];\nu3(3.3614382701653365*pi,0.7513228937785312*pi,2.3233327177211014*pi) q[12];\nu3(3.234614414280265*pi,0.3561712946835609*pi,1.3772717743199603*pi) q[13];\nu3(3.806784801159111*pi,0.2473056006383264*pi,1.0999603803638447*pi) q[14];\nu3(3.900375775124155*pi,-0.209299318310545*pi,1.402048538859387*pi) q[15];\nu3(3.5294088044676513*pi,3.195633372320633*pi,1.2193828852697788*pi) q[16];\nRxxyyzz(0.43207806968957463*pi,0.17965907660244707*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3301790008858402*pi,0.0618444164435632*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.41937809361346*pi,0.3181714184360207*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.41595422093226025*pi,0.25656023479694573*pi,0.08313985807498801*pi) q[11],q[3];\nRxxyyzz(0.3157278573281395*pi,0.2659288027773732*pi,3.859930800422509*pi) q[4],q[7];\nRxxyyzz(0.32880575056246997*pi,0.1663458701340348*pi,0.11509573402760154*pi) q[5],q[12];\nRxxyyzz(0.3847243780838503*pi,0.19558759144596405*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.40712632750923994*pi,0.27919061567856307*pi,0.0*pi) q[9],q[15];\nu3(3.166701633874321*pi,3.282970966552182*pi,3.976794570156363*pi) q[0];\nu3(3.7440775061276437*pi,3.1786087905374147*pi,1.7149420165549891*pi) q[1];\nu3(3.0747490793622676*pi,1.8480765012433058*pi,1.644391264887325*pi) q[2];\nu3(3.5721138811428763*pi,3.1752149656205093*pi,3.205649241806632*pi) q[3];\nu3(3.269162473277508*pi,3.2729731185563784*pi,0.9482861320296521*pi) q[4];\nu3(3.0709574001255264*pi,1.9107167007760415*pi,0.708877129997703*pi) q[5];\nu3(3.8369529095607002*pi,2.567674153521482*pi,2.3501007402958667*pi) q[6];\nu3(3.3322053267845346*pi,-0.08451189667188908*pi,0.5075048219676987*pi) q[7];\nu3(3.520790622831087*pi,3.1783697219250304*pi,1.1159290551495675*pi) q[9];\nu3(3.515312843982768*pi,2.2928943175411836*pi,1.73588595591151*pi) q[10];\nu3(3.9610414903912803*pi,-0.3337627756993019*pi,2.727830932949747*pi) q[11];\nu3(3.4396165785636827*pi,3.4729892993772493*pi,0.7171124669692196*pi) q[12];\nu3(3.272825322322732*pi,3.439050784206562*pi,1.3283641548365277*pi) q[13];\nu3(3.7707871868695593*pi,-0.2285113376580883*pi,3.8388213709313432*pi) q[14];\nu3(3.9021439124928223*pi,1.0119342513395546*pi,1.1588288219414768*pi) q[15];\nu3(3.595578244478128*pi,-0.009150222327713953*pi,1.0237621909255001*pi) q[16];\nRxxyyzz(0.4314873449508597*pi,0.29565486252417283*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4308451808175898*pi,0.1680051368505361*pi,3.93937150554647*pi) q[16],q[1];\nRxxyyzz(0.25894366906891*pi,0.18564977772542512*pi,0.10577858456144495*pi) q[2],q[8];\nRxxyyzz(0.3814535656186199*pi,0.24478707715348968*pi,0.09523883016304739*pi) q[3],q[7];\nRxxyyzz(0.3956050261301697*pi,0.22285772555194006*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.43721726501470026*pi,0.17372061215701706*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.33991177824383023*pi,0.1182794295831231*pi,0.10902468982162627*pi) q[14],q[9];\nRxxyyzz(0.46477297006982*pi,0.19540786646876207*pi,0.0*pi) q[13],q[15];\nu3(3.8020558285264596*pi,3.4170398353632048*pi,1.1688201738715396*pi) q[0];\nu3(3.6569772058139165*pi,2.3311204504757117*pi,0.832539301962024*pi) q[1];\nu3(3.758762341373293*pi,3.25873056206925*pi,3.348442615600346*pi) q[2];\nu3(3.660216402290415*pi,0.2468869028251599*pi,1.51157215689222*pi) q[3];\nu3(3.599867027801107*pi,3.0227919342576155*pi,1.0755233547161787*pi) q[4];\nu3(3.562598984206676*pi,0.0940274970137045*pi,4.336331038586268*pi) q[5];\nu3(3.673494690737556*pi,0.007644522022298816*pi,0.7858563455047024*pi) q[6];\nu3(3.5770440629654736*pi,0.04025175022638994*pi,4.336969190845508*pi) q[7];\nu3(3.771859474936497*pi,-0.4625076200383321*pi,3.272331140508389*pi) q[8];\nu3(3.5710957157677155*pi,0.11783081812026253*pi,1.5468178555263836*pi) q[9];\nu3(3.5940024664837695*pi,1.6985706806507141*pi,1.6755862447030836*pi) q[11];\nu3(3.2991887228206673*pi,3.3819626275694206*pi,2.3260143421163315*pi) q[12];\nu3(3.515256361462404*pi,1.304030289177623*pi,2.022771419216231*pi) q[13];\nu3(3.4817164703606234*pi,2.7435423676588657*pi,1.173642994715481*pi) q[14];\nu3(3.4826333682897985*pi,2.2180823084829138*pi,1.3392562808538515*pi) q[15];\nu3(3.822555278049521*pi,2.9981934309742906*pi,2.195344829621268*pi) q[16];\nRxxyyzz(0.38088768396631967*pi,0.2701450643858062*pi,0.13387751246330098*pi) q[14],q[0];\nRxxyyzz(0.4572162848439899*pi,0.2646776182509186*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.35961040528288013*pi,0.22949298955460018*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.2806494843765401*pi,0.26240919488484327*pi,0.05815011554289251*pi) q[3],q[13];\nRxxyyzz(0.28086284813838047*pi,0.21178473336959114*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4182356479159603*pi,0.23098991305765668*pi,0.0707031020139116*pi) q[5],q[9];\nRxxyyzz(0.4165461259293095*pi,0.37219988571589535*pi,0.09480819316394218*pi) q[6],q[10];\nRxxyyzz(0.4707358865379203*pi,0.3921272237576715*pi,0.0*pi) q[11],q[12];\nu3(3.341940646718215*pi,1.446154857650055*pi,1.0861211226691958*pi) q[0];\nu3(3.567550217060627*pi,1.2725052793915417*pi,1.4061606734173142*pi) q[1];\nu3(3.7634515161117696*pi,-0.1446816911090385*pi,1.168606866367273*pi) q[2];\nu3(3.4620870065448752*pi,-0.12047578732502817*pi,3.9802219673730344*pi) q[3];\nu3(3.1823720889612046*pi,-0.44676120752451415*pi,2.0791096504311555*pi) q[4];\nu3(3.3901252754880016*pi,-0.05474539080524693*pi,1.3733894069917316*pi) q[5];\nu3(3.9303300581699396*pi,0.7742911821078209*pi,1.8808363706696618*pi) q[6];\nu3(3.182822502649869*pi,0.15579090566818743*pi,1.2735777256068816*pi) q[7];\nu3(3.7737154458786377*pi,2.9364692311547906*pi,3.9287317083529882*pi) q[9];\nu3(3.4921270472347112*pi,0.20988330070309957*pi,0.6068957017692348*pi) q[10];\nu3(3.393101591523451*pi,-0.04443649336758759*pi,1.4903793073519285*pi) q[11];\nu3(3.4372545353214043*pi,0.17738802625295413*pi,0.6025158744205525*pi) q[12];\nu3(3.431448372359698*pi,3.0354532588524097*pi,3.567850029852611*pi) q[13];\nu3(3.3094061186790644*pi,2.7180940721396487*pi,0.7928871080680325*pi) q[14];\nu3(3.261029656501216*pi,2.920865127339402*pi,4.221226691829402*pi) q[15];\nu3(3.58208724599111*pi,-0.08171611504290444*pi,1.0103251133481468*pi) q[16];\nmeasure q[14] -> c[2];\nRxxyyzz(0.3108468234900502*pi,0.18371071982604326*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4399386906086098*pi,0.23296007283521267*pi,3.8913288792692904*pi) q[6],q[1];\nRxxyyzz(0.3835608398579913*pi,0.18731766840554886*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4185289204346395*pi,0.2953010874598112*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4015633945984033*pi,0.2826238320227469*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4202738953956694*pi,0.24299701174604227*pi,3.91395051657366*pi) q[12],q[7];\nRxxyyzz(0.3907474877100094*pi,0.220052884462473*pi,3.8365133787994705*pi) q[10],q[8];\nRxxyyzz(0.45605715935537017*pi,0.2281923246840094*pi,0.0*pi) q[15],q[16];\nu3(3.2478600308012195*pi,3.1928664104126394*pi,1.3297634088178496*pi) q[0];\nu3(3.3322133374724485*pi,3.45300317228517*pi,1.6755185006210116*pi) q[1];\nu3(3.869692788118089*pi,-0.28619465015426776*pi,2.3578462777814333*pi) q[2];\nu3(3.5656589485481076*pi,0.7594257820077848*pi,1.9226880376722728*pi) q[3];\nu3(3.644623272283731*pi,3.4913578099770186*pi,2.068558954866466*pi) q[4];\nu3(3.4651781215322566*pi,2.1168900263144663*pi,0.5963366700541397*pi) q[5];\nu3(3.3543601892736845*pi,0.7856703614429765*pi,1.2338179757134191*pi) q[6];\nu3(3.2039890179720425*pi,1.722937264152633*pi,0.6565937053527873*pi) q[7];\nu3(3.5496891641342296*pi,2.0946718054779705*pi,1.7653514818416776*pi) q[8];\nu3(3.496481028424115*pi,3.419722635097204*pi,0.8328104733399551*pi) q[9];\nu3(3.0456187760231885*pi,-0.48948229309601077*pi,2.2461898343475672*pi) q[10];\nu3(0.4072367180384774*pi,-0.17117447904831046*pi,2.308718600499042*pi) q[11];\nu3(3.5213626207377713*pi,1.5201355371338061*pi,0.9417979170064363*pi) q[12];\nu3(3.1397984201414966*pi,0.06361181674886374*pi,2.092332452569144*pi) q[13];\nu3(3.126225730934936*pi,-0.25849467464024856*pi,4.1498336787242245*pi) q[15];\nu3(3.4501132976215345*pi,1.408976173208723*pi,1.4377953470210458*pi) q[16];\nmeasure q[6] -> c[0];\nmeasure q[13] -> c[1];\nmeasure q[9] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[11] -> c[5];\nmeasure q[0] -> c[6];\nmeasure q[3] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[16] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[15] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[8] -> c[13];\nmeasure q[1] -> c[14];\nmeasure q[7] -> c[15];\nmeasure q[2] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.683928803678522*pi,3.2126404133209805*pi,4.156048316471551*pi) q[0];\nu3(3.070709963016672*pi,3.137949213047116*pi,2.8758092068386882*pi) q[1];\nu3(3.12356280232014*pi,2.3008494354538964*pi,1.7649760740931146*pi) q[2];\nu3(3.7810465565155633*pi,-0.04830054686584506*pi,3.2662585224583234*pi) q[3];\nu3(3.2717578113420354*pi,0.355407509561651*pi,3.3227492315159033*pi) q[4];\nu3(3.3896414974102136*pi,-0.07838543828224076*pi,2.51683305187607*pi) q[5];\nu3(3.4956607918204408*pi,-0.38551245485922925*pi,3.864801902933908*pi) q[6];\nu3(3.5028772716580074*pi,3.3755361458241593*pi,0.5575208348056715*pi) q[7];\nu3(3.3765720135669253*pi,0.7980917553650884*pi,4.31873880607419*pi) q[8];\nu3(3.194305138119516*pi,3.2409450920902336*pi,2.5108353300599546*pi) q[9];\nu3(3.816001060310112*pi,0.9830085131516564*pi,0.6679939422968322*pi) q[10];\nu3(3.382213700381072*pi,3.2852566292374554*pi,3.4922787882611095*pi) q[11];\nu3(3.705102388220438*pi,3.3725802284962256*pi,4.078938579609622*pi) q[12];\nu3(3.318678233821927*pi,-0.21206097009685665*pi,1.9532200049110424*pi) q[13];\nu3(3.4803868069250146*pi,2.5084554340139325*pi,0.9367922676960818*pi) q[14];\nu3(3.784713693425862*pi,3.0520030076075484*pi,1.3410765984709199*pi) q[15];\nu3(3.7117635698052323*pi,2.8037252501670205*pi,1.1190554097025618*pi) q[16];\nRxxyyzz(0.40229178937041*pi,0.25593650077720576*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3918128131672206*pi,0.13865741117136077*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4191602152765398*pi,0.23221341561925615*pi,0.04893319860563747*pi) q[2],q[13];\nRxxyyzz(0.46939265923419005*pi,0.15604996932980308*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.41097786750868004*pi,0.35468260151226105*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4411603446547543*pi,0.3390788156435127*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.35333889552949954*pi,0.1625378927465242*pi,3.920084793261211*pi) q[8],q[15];\nRxxyyzz(0.38788898209823985*pi,0.06031452632161027*pi,0.0*pi) q[12],q[16];\nu3(3.2993616703698727*pi,3.103624479707489*pi,2.1757094701332624*pi) q[0];\nu3(3.7196883711257125*pi,-0.27025473204476735*pi,2.3888408935281547*pi) q[1];\nu3(3.695087079391205*pi,1.9666174276773183*pi,0.7818519707514638*pi) q[2];\nu3(3.5543197034792504*pi,2.8783821255594915*pi,1.2049403889678103*pi) q[3];\nu3(3.6827290306939537*pi,3.1854173058510136*pi,1.9267040657841346*pi) q[4];\nu3(3.8260200944181846*pi,0.480383908154112*pi,1.9976267996163939*pi) q[5];\nu3(3.2667347364170256*pi,1.210485823452268*pi,1.2658123383593822*pi) q[6];\nu3(3.142879724617815*pi,-0.09363977852699329*pi,2.036111739385981*pi) q[7];\nu3(3.542182893340795*pi,2.218598979484834*pi,0.5629768505575514*pi) q[8];\nu3(3.4147985435372172*pi,3.3262308138014474*pi,2.215238404440988*pi) q[9];\nu3(3.2076805659796825*pi,3.235810781193149*pi,2.4468620353148065*pi) q[10];\nu3(3.4827698842042*pi,3.435877683227618*pi,4.150053026382123*pi) q[11];\nu3(3.2848129494082094*pi,1.0452190825670526*pi,1.7811490241578136*pi) q[12];\nu3(3.5880028130828445*pi,1.2075943350180234*pi,0.7948929760547878*pi) q[13];\nu3(3.533188605946232*pi,2.127149671219958*pi,1.9662364610864378*pi) q[15];\nu3(3.11112970519561*pi,1.3874942050298267*pi,2.193800785495802*pi) q[16];\nRxxyyzz(0.4873621833963995*pi,0.4435413586599726*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.43903662259211007*pi,0.3022037290400813*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4228266306125801*pi,0.20738068631810821*pi,0.09826650111884312*pi) q[2],q[7];\nRxxyyzz(0.4597277331055301*pi,0.32636411934330506*pi,0.0762942924465559*pi) q[4],q[14];\nRxxyyzz(0.41251442172318953*pi,0.2569786092964855*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.24595186862091023*pi,0.17095690284727305*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4287594089861675*pi,0.086263487113033*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.26414335979036974*pi,0.2031045712316646*pi,0.0*pi) q[11],q[13];\nu3(3.6289830718051634*pi,3.4185996763597344*pi,0.8333556190391707*pi) q[0];\nu3(3.5467402964951713*pi,2.8973881349565582*pi,4.407644712617685*pi) q[1];\nu3(3.1756649553955913*pi,0.13144896251848703*pi,1.5360728367535084*pi) q[2];\nu3(3.2338429785379064*pi,-0.0007319536647547031*pi,0.9164530960084583*pi) q[3];\nu3(3.3645282041939755*pi,3.1339850159649973*pi,3.667604006406769*pi) q[4];\nu3(3.2688020426588222*pi,0.9751099754620638*pi,1.0557368289334828*pi) q[5];\nu3(3.371375441011862*pi,2.5758109660754456*pi,0.5664729717781506*pi) q[7];\nu3(3.4026589632714197*pi,-0.2598684529520219*pi,3.7787538697963563*pi) q[8];\nu3(3.5617973342220983*pi,0.007241902876009454*pi,2.2495269090212457*pi) q[9];\nu3(3.6359384793411555*pi,1.0738192093813534*pi,1.9162107382558085*pi) q[10];\nu3(3.4031866645745072*pi,2.6373477468384445*pi,1.2390738335611593*pi) q[11];\nu3(3.6040524013492257*pi,0.17707610308284816*pi,1.304879271857018*pi) q[12];\nu3(3.6834391474466126*pi,-0.16768349425306867*pi,0.7223286420707402*pi) q[13];\nu3(3.645424506390531*pi,0.5985157025570755*pi,3.9109181434334945*pi) q[14];\nu3(3.3678246130576*pi,0.12212755008446274*pi,4.317413764525125*pi) q[15];\nu3(3.3081481353125035*pi,0.7553431022903672*pi,2.0212551699289945*pi) q[16];\nRxxyyzz(0.4504317702391897*pi,0.35066254263175634*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4174888069587869*pi,0.15289535515752817*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4141420976335195*pi,0.3681141502228398*pi,3.9325515972879295*pi) q[2],q[10];\nRxxyyzz(0.33092216600471935*pi,0.3023750184592946*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4407653981815126*pi,0.3143941824364128*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.40803901860837055*pi,0.15796366412039786*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.3643100100639599*pi,0.14392253990792003*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3905751710125199*pi,0.17177342771500426*pi,0.05882568025600493*pi) q[15],q[16];\nu3(3.55196934401928*pi,-0.07003978877492867*pi,0.8808937340353489*pi) q[0];\nu3(3.1134953193244277*pi,0.2798341676076129*pi,0.9725253425372734*pi) q[1];\nu3(3.2214896565504447*pi,3.2593945114537344*pi,0.8894207579939386*pi) q[2];\nu3(3.2092309482924963*pi,3.357873597588898*pi,2.063516741913501*pi) q[3];\nu3(3.573477871704153*pi,3.090676474075762*pi,0.9698033262579222*pi) q[5];\nu3(3.6614302272025077*pi,0.5060762961323215*pi,2.4050349581521124*pi) q[6];\nu3(3.7462971648324133*pi,3.1016194550359852*pi,4.173247952096951*pi) q[7];\nu3(3.3205025249485676*pi,1.7443889841514055*pi,1.6977735607882072*pi) q[8];\nu3(3.5756596420682416*pi,3.237395344797998*pi,1.2985965957836956*pi) q[9];\nu3(3.1947602379426683*pi,-0.41824048294501437*pi,3.588259283138533*pi) q[10];\nu3(3.428544953529354*pi,-0.322590282005817*pi,0.5524210515057728*pi) q[11];\nu3(3.56682634724706*pi,2.7445687027715033*pi,1.695563440015944*pi) q[12];\nu3(3.6931238128927006*pi,0.22344301319311288*pi,2.078139100068263*pi) q[13];\nu3(3.1472780259063926*pi,3.313730809557332*pi,0.7275556586025744*pi) q[14];\nu3(3.5844191323448555*pi,2.1923951068095695*pi,4.123984197460109*pi) q[15];\nu3(3.154377245892764*pi,2.619882126594037*pi,4.447511756390352*pi) q[16];\nRxxyyzz(0.4024778888550702*pi,0.14205323116293034*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4215120559967499*pi,0.1712068056628522*pi,3.92547791015655*pi) q[2],q[1];\nRxxyyzz(0.45961428847758956*pi,0.29199990797299824*pi,3.76934644693371*pi) q[5],q[3];\nRxxyyzz(0.3669065546331094*pi,0.1649334413659158*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3804292190452197*pi,0.2833541138710323*pi,3.954602765595121*pi) q[6],q[16];\nRxxyyzz(0.4389428784210371*pi,0.23954368837119966*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.43167298600641024*pi,0.3052884952648278*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.4157601848579998*pi,0.334618275069553*pi,0.0*pi) q[13],q[14];\nu3(3.4482602527474993*pi,2.520442849892298*pi,1.537173099703319*pi) q[0];\nu3(3.2319061751502973*pi,2.348828380995415*pi,0.7889588479999072*pi) q[1];\nu3(3.785203193048092*pi,2.7886632125453588*pi,1.2894584487273844*pi) q[2];\nu3(3.600101565900925*pi,-0.36023814414923405*pi,1.5565027430877265*pi) q[3];\nu3(3.5186473386123116*pi,0.5379607665204549*pi,1.650103545614785*pi) q[4];\nu3(3.521537857513541*pi,2.478670321807032*pi,1.4527192876506216*pi) q[5];\nu3(3.743239244599231*pi,0.17412953505891304*pi,2.243869041431583*pi) q[6];\nu3(3.5580239946833254*pi,-0.46214628053371787*pi,2.3549662375265834*pi) q[7];\nu3(3.32280273500907*pi,-0.23170461628055739*pi,0.7613501935257658*pi) q[8];\nu3(3.5991811906230136*pi,-0.2503898416936611*pi,1.2006454514064897*pi) q[9];\nu3(3.258720535496181*pi,3.1158945030445326*pi,0.8150711262521285*pi) q[10];\nu3(3.826301892998302*pi,3.4350042602871604*pi,3.582029854238078*pi) q[11];\nu3(3.440520999406108*pi,2.745915598114926*pi,1.5771452323945212*pi) q[12];\nu3(3.4789701321867037*pi,1.5578286740832255*pi,1.4559954367339787*pi) q[13];\nu3(3.185864573795519*pi,3.2730088642511026*pi,0.8408756992975848*pi) q[14];\nu3(3.3805272663647115*pi,3.4329053090820922*pi,0.5286263602167023*pi) q[16];\nRxxyyzz(0.43575285030975947*pi,0.26651134352664885*pi,0.1465802570703294*pi) q[0],q[7];\nRxxyyzz(0.45915902021607957*pi,0.40700526029828976*pi,3.9141072926255007*pi) q[4],q[1];\nRxxyyzz(0.33273687525549983*pi,0.16063689390128744*pi,0.058959719345049955*pi) q[2],q[8];\nRxxyyzz(0.4532429299268599*pi,0.3882363155785411*pi,3.86142273089453*pi) q[3],q[12];\nRxxyyzz(0.4290813077802996*pi,0.08073396529378214*pi,3.95774343976189*pi) q[5],q[9];\nRxxyyzz(0.42767883267691986*pi,0.3364923043128982*pi,0.05357579453897866*pi) q[15],q[6];\nRxxyyzz(0.35545351851519946*pi,0.24967803237398556*pi,0.0939665844835682*pi) q[14],q[10];\nRxxyyzz(0.44112814465885997*pi,0.2737267583540585*pi,3.84352282562587*pi) q[11],q[13];\nu3(3.4589731657755283*pi,-0.1779346032514546*pi,3.8262500039544154*pi) q[0];\nu3(3.6830564815373523*pi,-0.27946326121300696*pi,1.9270536333673438*pi) q[1];\nu3(3.2578661114943683*pi,0.1433079469851275*pi,1.1740217165385958*pi) q[2];\nu3(3.7184043522271075*pi,0.31752400269627923*pi,2.227146645541258*pi) q[3];\nu3(3.7379640649763104*pi,1.1008892767143545*pi,1.4343229335430445*pi) q[4];\nu3(3.182254945069716*pi,2.260773354355302*pi,0.7653305678328204*pi) q[5];\nu3(3.7680821004209046*pi,-0.305586145327705*pi,1.1662133134235857*pi) q[6];\nu3(3.5370099802116557*pi,-0.2958061875703143*pi,2.0937538105946145*pi) q[7];\nu3(3.8957958294783706*pi,2.762701418232557*pi,3.6161880576370686*pi) q[8];\nu3(3.6645839491910492*pi,0.4944595254917663*pi,1.8520729402383036*pi) q[9];\nu3(3.2708770238158706*pi,-0.38829351877824536*pi,1.6949609500548584*pi) q[10];\nu3(3.552127329077545*pi,-0.40164789349344143*pi,1.5426749722205928*pi) q[11];\nu3(3.2873513463819846*pi,-0.2818435179982286*pi,2.461368375666933*pi) q[12];\nu3(3.1061832056913072*pi,-0.13590449180984127*pi,1.6649663723256545*pi) q[13];\nu3(3.41134289815435*pi,0.7023854945614785*pi,1.5921540667590808*pi) q[14];\nu3(3.451977047408977*pi,3.2647548501065224*pi,3.3312206747419317*pi) q[15];\nRxxyyzz(0.35026211800818*pi,0.260455303944255*pi,3.83229552914303*pi) q[2],q[0];\nRxxyyzz(0.43035787140184995*pi,0.21147611486122614*pi,0.06608909299024637*pi) q[1],q[3];\nRxxyyzz(0.42407413391538*pi,0.12821773003481063*pi,0.060035600959366275*pi) q[4],q[8];\nRxxyyzz(0.3919969960329902*pi,0.16755452713747318*pi,0.056066977605810656*pi) q[5],q[7];\nRxxyyzz(0.42886910228638*pi,0.3689996865774412*pi,0.09888585104432224*pi) q[11],q[9];\nRxxyyzz(0.4209370295693612*pi,0.24091315126287505*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.3347039266347896*pi,0.10440856021034284*pi,3.9190784783348196*pi) q[14],q[12];\nRxxyyzz(0.46818602876841275*pi,0.21768142856930428*pi,0.0*pi) q[16],q[13];\nu3(3.522420752557207*pi,2.3648192038395566*pi,2.331243694501557*pi) q[0];\nu3(3.1976447626253095*pi,-0.07016087508128505*pi,1.8820046201532907*pi) q[1];\nu3(3.090867138680327*pi,0.1895746079616798*pi,3.7392732013905077*pi) q[2];\nu3(3.9602268574019317*pi,3.345929378732902*pi,3.303795106574242*pi) q[3];\nu3(3.674430375023873*pi,2.825596079399861*pi,3.642423582264016*pi) q[4];\nu3(3.334813966379671*pi,-0.29146694518334737*pi,1.3955192749054641*pi) q[5];\nu3(3.475225323056891*pi,-0.32549104268749995*pi,3.8396095797353493*pi) q[7];\nu3(3.771675587861474*pi,2.8206213664905255*pi,3.458927011571287*pi) q[8];\nu3(3.382845474990823*pi,-0.0848411749333503*pi,3.719888843674863*pi) q[9];\nu3(3.641495291095565*pi,0.9132752208642771*pi,1.1392133973117908*pi) q[10];\nu3(3.506801839788962*pi,2.2492648487778366*pi,1.0154313196566873*pi) q[11];\nu3(3.564987438147791*pi,2.85565407507304*pi,4.329959135073448*pi) q[12];\nu3(3.059510700708231*pi,-0.1239167020736493*pi,1.3521217937008165*pi) q[13];\nu3(3.3514879206824535*pi,0.0661350783006468*pi,3.782107462944023*pi) q[14];\nu3(3.4792032951588974*pi,3.41356951627754*pi,0.7751630725275569*pi) q[15];\nu3(3.6341439309639414*pi,3.4372064949478514*pi,0.839612567221004*pi) q[16];\nRxxyyzz(0.4304786150404788*pi,0.09843441966678244*pi,3.9418467531723302*pi) q[15],q[0];\nRxxyyzz(0.44621629650466943*pi,0.3970499486253125*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.43794033091643014*pi,0.13433554852544222*pi,0.08070317882109443*pi) q[2],q[5];\nRxxyyzz(0.4431886996865301*pi,0.21998546288683493*pi,3.9356928692034803*pi) q[8],q[3];\nRxxyyzz(0.4160593754074303*pi,0.2552974146324481*pi,3.92254082518523*pi) q[4],q[12];\nRxxyyzz(0.4406989331140395*pi,0.4239874477771901*pi,3.841067402115531*pi) q[6],q[16];\nRxxyyzz(0.4534298169518197*pi,0.19797399010632288*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.4563438233312703*pi,0.3049058448544334*pi,0.0*pi) q[14],q[11];\nu3(3.3643915117127285*pi,3.167785380829935*pi,1.3546380641616262*pi) q[0];\nu3(3.602800403877938*pi,-0.17243159151155568*pi,1.0038380825428863*pi) q[1];\nu3(3.4131931656957937*pi,-0.409152952467417*pi,0.8007462432343875*pi) q[2];\nu3(3.5651204558721705*pi,0.42561881379340005*pi,0.6486023798920764*pi) q[3];\nu3(3.5565189702401567*pi,-0.38633697631111563*pi,2.4709696261741256*pi) q[4];\nu3(3.3896562199699436*pi,0.10933469564487441*pi,3.1487063030784785*pi) q[5];\nu3(3.612867645245907*pi,-0.32487398479765917*pi,1.6524218744102441*pi) q[6];\nu3(3.900495282135016*pi,0.9394299699775521*pi,0.5073946945562886*pi) q[8];\nu3(3.484779226618646*pi,-0.3596505842627886*pi,1.427668596102913*pi) q[9];\nu3(3.7380291436738062*pi,0.30806642236028436*pi,4.023076190706359*pi) q[10];\nu3(3.4524272946861396*pi,0.16273819476318852*pi,1.8476791837904527*pi) q[11];\nu3(3.5461136116165335*pi,2.0441571927718867*pi,0.5512171295181902*pi) q[12];\nu3(3.663726414714528*pi,1.6109667437167596*pi,1.4150153029920738*pi) q[13];\nu3(3.242520627480065*pi,-0.3250306464741797*pi,4.348088002004047*pi) q[14];\nu3(3.093238647875153*pi,0.6148615106673818*pi,1.014733407584386*pi) q[15];\nu3(3.7741667463221735*pi,0.4457040758672228*pi,1.6020514506662018*pi) q[16];\nRxxyyzz(0.4014409887173815*pi,0.32601923432658514*pi,3.942466829373*pi) q[12],q[0];\nRxxyyzz(0.4006669868627497*pi,0.295432961756359*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.43687156913945957*pi,0.37500965222421634*pi,0.056341084055999247*pi) q[2],q[16];\nRxxyyzz(0.36926774223892*pi,0.19054481816364707*pi,0.11018254953945*pi) q[15],q[3];\nRxxyyzz(0.28611205098727943*pi,0.13192641487584744*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.40951831215372947*pi,0.2080847068919881*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.39670763384097013*pi,0.23058529887414814*pi,0.14722569075690803*pi) q[7],q[13];\nRxxyyzz(0.40802229590186023*pi,0.1250434453075564*pi,0.0*pi) q[10],q[14];\nu3(3.796568061591895*pi,-0.1139716973286391*pi,0.5328591852795945*pi) q[0];\nu3(3.194769229035476*pi,-0.2883013467110125*pi,4.173398708439415*pi) q[1];\nu3(3.39853991826831*pi,-0.45137099021774285*pi,3.7296889405894604*pi) q[2];\nu3(3.6979194729699123*pi,0.5080154926847902*pi,3.6220299831615645*pi) q[3];\nu3(3.2448182013537386*pi,2.4931145048694168*pi,1.3897650751313737*pi) q[4];\nu3(3.2296873868151517*pi,3.205290165343092*pi,0.670433263601919*pi) q[5];\nu3(3.1462486464482966*pi,-0.30705049077909097*pi,1.631620553884931*pi) q[6];\nu3(3.4585061309751732*pi,2.8816554792637596*pi,0.9112493761384703*pi) q[7];\nu3(3.102131717999838*pi,3.4874521877230036*pi,0.7610596182089417*pi) q[8];\nu3(3.9330155541809897*pi,2.9716135312114007*pi,0.7285835483818676*pi) q[9];\nu3(3.2455332194098094*pi,1.0395373765112064*pi,1.4294787045559745*pi) q[10];\nu3(3.4037552329575766*pi,2.8427429692708284*pi,1.4423153387834597*pi) q[12];\nu3(3.6465894011881756*pi,3.3740454430253495*pi,1.0706059980451261*pi) q[13];\nu3(3.252360882269607*pi,2.4820799129341014*pi,1.3459650528355755*pi) q[14];\nu3(3.5081527748067507*pi,-0.4655873951056736*pi,1.3120975491951883*pi) q[15];\nu3(3.1829897778491274*pi,2.138681238425318*pi,4.25253833284008*pi) q[16];\nRxxyyzz(0.3854479274381395*pi,0.2375311534371693*pi,0.04174292325132506*pi) q[1],q[10];\nRxxyyzz(0.45510344035144934*pi,0.1710221907257915*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.41883538223223327*pi,0.35076155565512224*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.3838014777511898*pi,0.3108980531893037*pi,3.9554771280640204*pi) q[5],q[16];\nRxxyyzz(0.3734685272193596*pi,0.22875381968265968*pi,3.80298355668714*pi) q[15],q[7];\nRxxyyzz(0.34790376600695005*pi,0.18954985344086128*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.38480191744788783*pi,0.22466585838239347*pi,0.11851599805357714*pi) q[14],q[13];\nu3(3.3331646430066564*pi,0.2725010300777273*pi,4.390898698230643*pi) q[1];\nu3(3.272794731361592*pi,2.8703087310952413*pi,4.338689063788008*pi) q[2];\nu3(3.2729146242392178*pi,2.191149641720479*pi,1.8993655943508125*pi) q[4];\nu3(3.8975465793288517*pi,1.1192376589997894*pi,0.7077584069330376*pi) q[5];\nu3(3.1851004073087825*pi,2.8074628418175154*pi,2.10458779124061*pi) q[6];\nu3(3.738556029721515*pi,0.003934888202250408*pi,0.5341447654239371*pi) q[7];\nu3(3.347275780571659*pi,0.6389388166568812*pi,0.6689300876180848*pi) q[8];\nu3(3.1568707379985543*pi,0.0681736728216501*pi,0.8888026213292868*pi) q[9];\nu3(3.1914196730365956*pi,-0.3125604223629853*pi,1.6189174671820807*pi) q[10];\nu3(3.264457596784526*pi,-0.012213954672248839*pi,4.116695428244815*pi) q[11];\nu3(3.245306752070812*pi,2.9207014708158274*pi,0.822689344817126*pi) q[13];\nu3(3.7158315128570982*pi,-0.4040517845803096*pi,3.7414568326975943*pi) q[14];\nu3(3.413732333664582*pi,2.958023784915774*pi,1.8023653796375534*pi) q[15];\nu3(3.2414992486824175*pi,0.22101576144986312*pi,0.5478551884967615*pi) q[16];\nRxxyyzz(0.41660412816507975*pi,0.20236890393753884*pi,3.95389086353212*pi) q[0],q[7];\nRxxyyzz(0.43345865763371993*pi,0.33003619813885265*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.45828127587500944*pi,0.22203429910530825*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.4575382713955579*pi,0.3441549430399218*pi,0.26204370487789985*pi) q[4],q[9];\nRxxyyzz(0.3010649731253793*pi,0.19131340502527028*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.43215274898840983*pi,0.39426146127829487*pi,0.06286682036702906*pi) q[6],q[10];\nRxxyyzz(0.34046181404850206*pi,0.1419240382082254*pi,0.0*pi) q[8],q[12];\nu3(3.8245049352294203*pi,1.037931959187135*pi,0.8269508754184351*pi) q[0];\nu3(3.6166394739833514*pi,0.6177513026168098*pi,2.108170092029041*pi) q[1];\nu3(3.5945922412160147*pi,0.18455118877091303*pi,2.0695234696448788*pi) q[2];\nu3(3.6658591510909657*pi,1.1294733378438255*pi,0.6334386433892305*pi) q[4];\nu3(3.2918055915572775*pi,0.1685235398665984*pi,0.5894272451577564*pi) q[5];\nu3(3.781430553244529*pi,2.290272529848818*pi,1.6933125915129987*pi) q[6];\nu3(3.2077086590266006*pi,0.9292752235268797*pi,2.0388997607316237*pi) q[7];\nu3(3.1352994087170125*pi,2.4957894338930924*pi,2.2282776690305566*pi) q[8];\nu3(3.7744971541076584*pi,3.3399587912291535*pi,0.8165736064415241*pi) q[9];\nu3(3.2053017096185563*pi,-0.2545265419958212*pi,3.3530920222851215*pi) q[10];\nu3(3.586251320728381*pi,-0.24170916553739286*pi,1.9042258870488746*pi) q[11];\nu3(3.5578161460239697*pi,2.7235693814943485*pi,0.860597853411557*pi) q[12];\nu3(3.6708030712564135*pi,-0.31142522827770214*pi,3.7832966016419247*pi) q[15];\nu3(3.2769818453122834*pi,1.9442709206662019*pi,1.5546528791541034*pi) q[16];\nRxxyyzz(0.41242061750743975*pi,0.25434533579093443*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.44285146434899003*pi,0.1673970796086795*pi,0.07076593164749374*pi) q[5],q[1];\nRxxyyzz(0.39320760558458756*pi,0.33866356268278697*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.45768746385547*pi,0.2324413118399502*pi,3.8983328178015597*pi) q[16],q[7];\nRxxyyzz(0.37644337214948*pi,0.2138192858722292*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.3910186180739693*pi,0.20307351973551396*pi,0.12475397915662854*pi) q[9],q[14];\nRxxyyzz(0.40021224881497025*pi,0.3041841957110448*pi,3.8838543109965706*pi) q[10],q[13];\nRxxyyzz(0.37596233287611025*pi,0.09729095300257695*pi,0.0*pi) q[12],q[15];\nu3(3.468165824424196*pi,0.01667706336416397*pi,1.6492722428168223*pi) q[0];\nu3(3.312741399396724*pi,-0.38136194173898724*pi,4.460002689114416*pi) q[1];\nu3(3.834706328875847*pi,-0.2869903986671227*pi,0.8644693676137365*pi) q[2];\nu3(3.4025038174574758*pi,2.478232546082997*pi,1.8636911241204173*pi) q[3];\nu3(3.4537825704250498*pi,0.32716888183376236*pi,0.6582644703681936*pi) q[5];\nu3(3.633720161173648*pi,-0.43797908293600796*pi,4.14575663111154*pi) q[6];\nu3(3.928066369432485*pi,2.0047922303386905*pi,0.6512089698115009*pi) q[7];\nu3(3.3194483703753885*pi,0.18670045453377893*pi,0.5019341629080263*pi) q[8];\nu3(3.261378896012906*pi,1.9500923314663448*pi,0.8399909769743544*pi) q[9];\nu3(3.80360131282725*pi,0.49720634719729395*pi,1.6410294137151702*pi) q[10];\nu3(3.4321911651128882*pi,0.8912517527762702*pi,3.949007141832473*pi) q[11];\nu3(3.9265184662067076*pi,0.07096255238535387*pi,1.2534838600206415*pi) q[12];\nu3(3.5709008608827633*pi,-0.4314052230175076*pi,0.9107728019463757*pi) q[13];\nu3(3.6682485719917732*pi,0.41910112508073116*pi,1.1181995107325045*pi) q[14];\nu3(3.4815829537613903*pi,0.1581556656684978*pi,0.7104958563827605*pi) q[15];\nu3(3.255534304985347*pi,2.144554407632797*pi,0.6536426175869785*pi) q[16];\nRxxyyzz(0.4752244253797402*pi,0.18488345571858766*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.3993958277635602*pi,0.17790947876786012*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3650923919532393*pi,0.1745922100081567*pi,3.917195127953841*pi) q[4],q[2];\nRxxyyzz(0.3724636275525306*pi,0.3081558957638002*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.40791706951495976*pi,0.3491096399169091*pi,0.088090377474425*pi) q[6],q[13];\nRxxyyzz(0.45421770597257993*pi,0.3303692696059912*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4628667947426396*pi,0.36078917210750305*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.3004181919087294*pi,0.13891396763619346*pi,0.10466459219615132*pi) q[15],q[11];\nu3(3.4050565698786857*pi,-0.21185187260187155*pi,1.5427957332654487*pi) q[0];\nu3(3.3407304068039725*pi,0.4571563322696004*pi,0.5686344963908525*pi) q[1];\nu3(3.865458091635493*pi,2.4750116473223036*pi,0.8651382096459561*pi) q[2];\nu3(3.8017549083863442*pi,0.3142227148026676*pi,0.6269300861022984*pi) q[3];\nu3(3.6129231623069256*pi,0.9588777177798735*pi,0.5897611492342025*pi) q[4];\nu3(3.600000141730398*pi,-0.11457847514352693*pi,0.7642449357518233*pi) q[5];\nu3(3.3688383689714074*pi,2.9418080799368616*pi,4.443722320872617*pi) q[6];\nu3(3.126230120908081*pi,-0.0180715141501413*pi,0.6286422558899629*pi) q[7];\nu3(3.65381664661149*pi,0.3232834436795974*pi,2.4431099987918055*pi) q[8];\nu3(3.194678357852875*pi,0.4083058725177451*pi,1.231360625999537*pi) q[10];\nu3(3.803379920729405*pi,2.8075861806285762*pi,1.0325012241393248*pi) q[11];\nu3(3.5777708412554414*pi,3.2633366639415176*pi,0.8189207017237142*pi) q[12];\nu3(3.790635820917178*pi,0.09833606607668133*pi,3.708849514792056*pi) q[13];\nu3(3.574901175487103*pi,0.9424877936524125*pi,1.2616285170475336*pi) q[14];\nu3(3.94386281787001*pi,-0.2113890470532414*pi,1.9393808034222864*pi) q[15];\nu3(3.341922809919061*pi,-0.48892056118585847*pi,0.9646186789233768*pi) q[16];\nRxxyyzz(0.43177885456039977*pi,0.37785617803884297*pi,3.82663758647163*pi) q[3],q[0];\nRxxyyzz(0.4313390745291496*pi,0.2280308799765941*pi,0.051674696764468155*pi) q[12],q[1];\nRxxyyzz(0.3155503101095093*pi,0.21288812897149612*pi,3.889511083878191*pi) q[2],q[10];\nRxxyyzz(0.43649721128072827*pi,0.23276040849202873*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.30028392394357006*pi,0.17157704395598117*pi,0.09251623002464449*pi) q[5],q[16];\nRxxyyzz(0.44620551169188977*pi,0.3034612621987058*pi,3.83607985621766*pi) q[8],q[6];\nRxxyyzz(0.45409268120595014*pi,0.3362667261105008*pi,0.0*pi) q[11],q[13];\nu3(3.3297919815811863*pi,3.2176171217514002*pi,3.8856739079524694*pi) q[0];\nu3(3.6381426921089632*pi,2.0645378725705665*pi,0.924011768245145*pi) q[1];\nu3(3.551344540272877*pi,3.3169859760769245*pi,1.281035263693206*pi) q[2];\nu3(3.29834886873384*pi,0.018249514467407524*pi,0.5980003215079313*pi) q[3];\nu3(3.4620467774233115*pi,-0.45008608118923743*pi,0.5777923371434603*pi) q[4];\nu3(3.3096941849738393*pi,0.7939905120531501*pi,0.9095212482259444*pi) q[5];\nu3(3.5157330419919974*pi,2.2678746636426936*pi,0.9203243582246783*pi) q[6];\nu3(3.5050087135909282*pi,-0.32965981456924764*pi,1.8610598274884045*pi) q[8];\nu3(3.343217875295515*pi,2.632463201207508*pi,1.6539370454636355*pi) q[10];\nu3(3.5868062068214934*pi,0.5369865904155819*pi,2.127710386559276*pi) q[11];\nu3(3.4840649520166274*pi,3.460231632057544*pi,2.1177567736612186*pi) q[12];\nu3(3.8218371503184914*pi,0.529627013329683*pi,1.966743410491198*pi) q[13];\nu3(3.8204900155692756*pi,-0.39776366314519745*pi,0.6611319639115527*pi) q[15];\nu3(3.6494014554308762*pi,0.6301977156360576*pi,0.6979910775937459*pi) q[16];\nRxxyyzz(0.4039913550260499*pi,0.3890588749536321*pi,0.07955627420510991*pi) q[5],q[0];\nRxxyyzz(0.45602869023813025*pi,0.22699228375417002*pi,3.93405345829525*pi) q[1],q[13];\nRxxyyzz(0.4291066556921237*pi,0.42127942971744864*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.45118762589994976*pi,0.07327575428186528*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4498461157404901*pi,0.35414507843998244*pi,0.10755187427245423*pi) q[4],q[10];\nRxxyyzz(0.4090560272908097*pi,0.30091296026905207*pi,3.9050771780117106*pi) q[6],q[9];\nRxxyyzz(0.4034846639560797*pi,0.2283063559339937*pi,3.8889417096687406*pi) q[15],q[12];\nRxxyyzz(0.37156205461575004*pi,0.22291935749898192*pi,3.892844247360321*pi) q[14],q[16];\nu3(3.421349966910616*pi,3.3222611222025007*pi,3.985155669691245*pi) q[0];\nu3(3.42418087928421*pi,2.5252824837055*pi,2.42742838710574*pi) q[1];\nu3(3.3107109333981266*pi,3.2840193974470586*pi,3.5369214929418877*pi) q[2];\nu3(3.5870621144821477*pi,-0.28496198350110313*pi,0.8002114395540461*pi) q[3];\nu3(3.127836161965738*pi,1.0213302491812923*pi,0.6397637202202403*pi) q[4];\nu3(3.5087102388310734*pi,2.879841457367777*pi,4.413100157089731*pi) q[5];\nu3(3.7891124661923747*pi,0.45347363851580036*pi,1.226532767701542*pi) q[6];\nu3(3.463981462832358*pi,2.0197563296093257*pi,0.5225016063715103*pi) q[8];\nu3(3.465369149518711*pi,0.04644765904605208*pi,0.5175611569052352*pi) q[9];\nu3(3.638430329651734*pi,3.2406721077208367*pi,4.162118244983116*pi) q[10];\nu3(3.4611596695083637*pi,0.9493494128825088*pi,0.9517267069828548*pi) q[11];\nu3(3.88457687211786*pi,-0.24509091605257238*pi,2.0813733958031264*pi) q[12];\nu3(3.410108986983599*pi,3.288056697654548*pi,2.200180030648081*pi) q[13];\nu3(3.6068418533941227*pi,-0.017479463143362906*pi,2.0125286888284197*pi) q[14];\nu3(3.380311839090978*pi,2.0135063300368454*pi,0.7262334457461543*pi) q[15];\nu3(3.851195446848506*pi,2.7809824722449417*pi,0.8021615911262217*pi) q[16];\nRxxyyzz(0.4564074550664564*pi,0.19722376398260633*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.40777558076706033*pi,0.35475868841972336*pi,3.8192691656101894*pi) q[3],q[1];\nRxxyyzz(0.4178981221803696*pi,0.20198957631436812*pi,3.9469662810306794*pi) q[4],q[6];\nRxxyyzz(0.472768768416589*pi,0.248401819690396*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.45842116664508004*pi,0.44014719702381744*pi,3.81416177636691*pi) q[8],q[13];\nRxxyyzz(0.4221818926686697*pi,0.24559430168291116*pi,0.10644621388656768*pi) q[11],q[10];\nRxxyyzz(0.4365658409035902*pi,0.38128039108249023*pi,3.8841370884266304*pi) q[12],q[16];\nRxxyyzz(0.22289994953250936*pi,0.16777652295789924*pi,0.0*pi) q[15],q[14];\nu3(3.5279717803192705*pi,3.050752031485328*pi,4.229388298662128*pi) q[0];\nu3(3.7254980963572404*pi,2.676019410920217*pi,2.178653323789725*pi) q[1];\nu3(3.7265039651315726*pi,3.298306427770538*pi,1.6527247635852222*pi) q[3];\nu3(3.5182343146733155*pi,0.9522834348884581*pi,2.2731439540869256*pi) q[4];\nu3(3.233099629847221*pi,-0.046991032529241694*pi,1.0767720100074651*pi) q[5];\nu3(3.1957582914978473*pi,-0.482231774127873*pi,1.5725536895623602*pi) q[6];\nu3(3.4533829735835613*pi,1.4756335223188553*pi,1.4789974714237049*pi) q[7];\nu3(3.385604065793694*pi,2.21164402813256*pi,0.8717571162098308*pi) q[8];\nu3(3.306531403182454*pi,1.010050560193193*pi,1.0691494573500033*pi) q[9];\nu3(3.5585689969387784*pi,-0.40546015327836815*pi,2.8444693551489557*pi) q[10];\nu3(3.9193950027003246*pi,-0.4891746308335305*pi,4.180269411604454*pi) q[11];\nu3(3.2839989297188*pi,3.3913219916966098*pi,0.7259991882081147*pi) q[12];\nu3(3.420165006492166*pi,3.2259775227991483*pi,1.7708417054023076*pi) q[13];\nu3(3.4276859858810846*pi,-0.13218843696345628*pi,4.21861943381637*pi) q[14];\nu3(3.699934493947004*pi,0.8911775117708407*pi,1.3731745346334798*pi) q[15];\nu3(3.3535672432210886*pi,3.441973839140024*pi,4.398974399887905*pi) q[16];\nRxxyyzz(0.44046811738824776*pi,0.21585364525853667*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4516384109782904*pi,0.2900138983580831*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4534361905034494*pi,0.37505875240931286*pi,3.9504773999237006*pi) q[11],q[2];\nRxxyyzz(0.38956848278212003*pi,0.3240444642318838*pi,3.9337149499357995*pi) q[3],q[7];\nRxxyyzz(0.3616235472774497*pi,0.32934660773445845*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3930148738482702*pi,0.31140971155360386*pi,3.9016493840367*pi) q[14],q[5];\nRxxyyzz(0.4009940475377216*pi,0.3316070071725036*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4397779870945099*pi,0.2907430330923446*pi,0.20663182154071585*pi) q[10],q[16];\nu3(3.713443565267527*pi,0.7454097433244353*pi,0.9342679838187498*pi) q[0];\nu3(3.2763645165074164*pi,-0.35765062021983596*pi,4.064447587296942*pi) q[1];\nu3(3.6499852184880255*pi,-0.06190460286641547*pi,1.949904223116078*pi) q[2];\nu3(3.7086979069729784*pi,2.7940952150863643*pi,1.4633221300708992*pi) q[3];\nu3(3.2051511280673513*pi,0.41714116079376506*pi,0.9041562986324441*pi) q[4];\nu3(3.5722228402492364*pi,-0.2360879607570453*pi,1.118615629913454*pi) q[5];\nu3(3.576283425632111*pi,0.04879683131795165*pi,4.349590609212435*pi) q[6];\nu3(3.201667621591419*pi,-0.20062316779694145*pi,1.322719047562291*pi) q[7];\nu3(3.517386880857626*pi,1.3005483470102597*pi,1.4887163038231237*pi) q[8];\nu3(3.48151310051712*pi,0.5113859314831126*pi,1.4670107547496622*pi) q[9];\nu3(3.744337361932559*pi,2.8947679003405877*pi,1.3631356208834309*pi) q[10];\nu3(3.910671486929087*pi,2.2580819395214284*pi,0.7921789746664709*pi) q[11];\nu3(3.3036463015184134*pi,3.4985282023611197*pi,2.3137595403791837*pi) q[12];\nu3(3.5388776060043123*pi,0.5701364599688155*pi,1.0067653200210023*pi) q[13];\nu3(3.672599200968553*pi,0.14322176307998435*pi,1.804543283354163*pi) q[14];\nu3(3.4400225468501278*pi,0.79460845607771*pi,2.855656646317409*pi) q[16];\nmeasure q[7] -> c[14];\nRxxyyzz(0.4215980853165303*pi,0.22516954458180827*pi,0.10710985216055993*pi) q[0],q[1];\nRxxyyzz(0.45611122820341*pi,0.22731590135418045*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4776027001824894*pi,0.337807635540883*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.14905973648904966*pi,0.13879675879925024*pi,3.9367351134046*pi) q[11],q[4];\nRxxyyzz(0.27229709222828025*pi,0.14261502229422307*pi,3.94797052857556*pi) q[6],q[12];\nRxxyyzz(0.4263477670059703*pi,0.30036891602573657*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4220561846546591*pi,0.07154498538219879*pi,3.9400968373136003*pi) q[9],q[15];\nRxxyyzz(0.3476103174377399*pi,0.11981556531762516*pi,0.06229819045130913*pi) q[14],q[16];\nu3(3.157090784524974*pi,2.7511553436169933*pi,1.6838377425702786*pi) q[0];\nu3(3.4488979653168075*pi,2.3970703152530586*pi,1.6002069911627688*pi) q[1];\nu3(3.154324651309654*pi,3.271176125730829*pi,0.6706213254568429*pi) q[2];\nu3(3.5779453306454307*pi,3.4569013382660847*pi,0.7591637280849035*pi) q[3];\nu3(0.550476598927961*pi,0.41234374037019006*pi,0.7513683056028517*pi) q[4];\nu3(3.8625188320780226*pi,0.1287974031833562*pi,0.6062155737923054*pi) q[5];\nu3(3.739147552543125*pi,0.5950258211142487*pi,1.61999868845023*pi) q[6];\nu3(3.3742216193453527*pi,2.1550699076506694*pi,1.8525638429817515*pi) q[8];\nu3(3.7272246466647005*pi,2.827659931466478*pi,0.5329368898500757*pi) q[9];\nu3(3.8054300649860053*pi,1.0677339560690702*pi,1.501945550440559*pi) q[10];\nu3(1.39923677626749*pi,0.2746789738415474*pi,1.6408254872164978*pi) q[11];\nu3(0.1160888941701871*pi,2.653307802345732*pi,1.2379065423280886*pi) q[12];\nu3(3.1221078517355263*pi,2.5679570113508867*pi,0.6273872941267388*pi) q[13];\nu3(1.728064631968742*pi,0.6656847395962866*pi,4.045017746676728*pi) q[14];\nu3(3.4362750295431264*pi,3.486889684829401*pi,1.7972209705296809*pi) q[15];\nu3(2.50664456640379*pi,-0.317199384700308*pi,3.9080819679107717*pi) q[16];\nmeasure q[11] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[14] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[15] -> c[10];\nmeasure q[6] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[16] -> c[13];\nmeasure q[12] -> c[15];\nmeasure q[1] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.516298046255007*pi,0.9946139729803549*pi,1.8184272793442242*pi) q[0];\nu3(3.3426021542885342*pi,-0.12354331754756265*pi,1.0058541470631082*pi) q[1];\nu3(3.440217714863768*pi,-0.1731114065713557*pi,0.9278935259065806*pi) q[2];\nu3(3.680925868321116*pi,-0.18405548645919168*pi,3.470734901094092*pi) q[3];\nu3(3.7350846172967307*pi,0.6048089175258051*pi,3.9086878465200203*pi) q[4];\nu3(3.850115927386926*pi,-0.3815920853703144*pi,1.4384592743155733*pi) q[5];\nu3(3.3285317874123335*pi,3.3571160467221812*pi,2.24529419106358*pi) q[6];\nu3(3.8540102915015506*pi,2.1751598079747674*pi,2.7153797773979784*pi) q[7];\nu3(3.0876560491443317*pi,3.0358274466545145*pi,1.0689062705173633*pi) q[8];\nu3(3.4601482305746565*pi,0.560393999998223*pi,1.166821633308325*pi) q[9];\nu3(3.5798754021822354*pi,1.3922967390351833*pi,4.078837690244174*pi) q[10];\nu3(3.4165204929948736*pi,2.9600102630245955*pi,2.0084285653851617*pi) q[11];\nu3(3.0713676068057993*pi,2.494128577812273*pi,1.1373532308606573*pi) q[12];\nu3(3.940864884712527*pi,1.1515670283053319*pi,4.282474998274821*pi) q[13];\nu3(3.7891460586104855*pi,0.214076018867569*pi,3.181537384090611*pi) q[14];\nu3(3.1507916593176413*pi,3.1881843877564258*pi,4.361480283782141*pi) q[15];\nu3(3.1027711876075212*pi,-0.2638614987766739*pi,2.859916071129092*pi) q[16];\nRxxyyzz(0.4439214840681802*pi,0.23847915053520097*pi,3.8903680785670804*pi) q[0],q[8];\nRxxyyzz(0.41457319826496*pi,0.28011996082642043*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.27858994901213974*pi,0.15557739650992142*pi,0.08946387724146021*pi) q[2],q[13];\nRxxyyzz(0.4606450227966397*pi,0.23600406312242828*pi,3.87399653176133*pi) q[3],q[16];\nRxxyyzz(0.33489256056465966*pi,0.18489432884824053*pi,3.9134817523928405*pi) q[4],q[14];\nRxxyyzz(0.3640417349249399*pi,0.29698745516563185*pi,3.8452379254593403*pi) q[5],q[6];\nRxxyyzz(0.45477783645383074*pi,0.13415560873653387*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.33144841698763017*pi,0.25112093836125926*pi,0.0*pi) q[9],q[12];\nu3(3.728775197090128*pi,2.9127101280548535*pi,1.4377054775107245*pi) q[0];\nu3(3.5904965910372204*pi,2.3901985532569574*pi,1.6702128909011422*pi) q[1];\nu3(3.2417047316302665*pi,-0.21388114952239412*pi,2.359298790026509*pi) q[2];\nu3(3.4864336803782656*pi,2.7787321176540405*pi,1.5905431193538406*pi) q[3];\nu3(3.589672786406271*pi,2.1951609249725204*pi,0.5109917754522382*pi) q[4];\nu3(3.6058169487098395*pi,0.1295834846174183*pi,0.7683338187329243*pi) q[5];\nu3(3.359932909668446*pi,-0.15343213121171095*pi,1.2885775496697685*pi) q[6];\nu3(3.3373628644557276*pi,3.484726815273335*pi,3.6731790791569683*pi) q[7];\nu3(3.9066875431161256*pi,2.1575988143611315*pi,2.275437476396634*pi) q[8];\nu3(3.387004144004999*pi,3.07805136347148*pi,1.1366852166381178*pi) q[9];\nu3(3.3755864141543603*pi,1.5648678482186344*pi,1.4821401157530112*pi) q[11];\nu3(3.3318018666222327*pi,0.33642677036790947*pi,0.7138575849344716*pi) q[12];\nu3(3.6610834268146792*pi,-0.1453109337347045*pi,3.744857661971556*pi) q[13];\nu3(3.2461740988305143*pi,3.4825748168219293*pi,2.2117637196436366*pi) q[14];\nu3(3.7808059788097483*pi,0.7015606760205297*pi,1.731331463847492*pi) q[15];\nu3(3.5153569658892*pi,-0.20123395136017308*pi,1.4590865335417802*pi) q[16];\nRxxyyzz(0.3234589387848797*pi,0.1711554796083421*pi,3.950991608527181*pi) q[0],q[4];\nRxxyyzz(0.33245652494306027*pi,0.1541501188579364*pi,3.9500873870044906*pi) q[1],q[10];\nRxxyyzz(0.4131824785083733*pi,0.2213907070979753*pi,0.15565704083048756*pi) q[2],q[14];\nRxxyyzz(0.40585606295329957*pi,0.14687339737156788*pi,3.96054099935505*pi) q[3],q[15];\nRxxyyzz(0.3084431426191294*pi,0.25006563774919877*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.37501010045091976*pi,0.13944599345871467*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.40937919889420016*pi,0.23130543734149972*pi,0.07629298078189654*pi) q[9],q[13];\nRxxyyzz(0.3475691072624194*pi,0.26166114679698904*pi,0.0*pi) q[11],q[12];\nu3(3.3816438587704685*pi,-0.4144446691264857*pi,1.6724447329276768*pi) q[0];\nu3(3.3744353589049925*pi,0.6743045923390814*pi,4.459497546607958*pi) q[1];\nu3(3.790401314494872*pi,0.5118760658276489*pi,1.2099617897014725*pi) q[2];\nu3(3.5336779733050925*pi,3.4284099294612975*pi,1.0756983185102893*pi) q[3];\nu3(3.4115728415819166*pi,2.919872538025872*pi,0.5696029237772073*pi) q[4];\nu3(3.7398216331874954*pi,3.2199350699938267*pi,1.983210884577224*pi) q[5];\nu3(3.6251279053338052*pi,1.3442466713476744*pi,1.5656488640173705*pi) q[6];\nu3(3.6554560564437573*pi,3.18933688833875*pi,1.5460371203267826*pi) q[7];\nu3(3.4962913791815264*pi,3.1566477463422786*pi,1.9996436116822438*pi) q[9];\nu3(3.56051883174476*pi,-0.13272195634060924*pi,1.2007127270045803*pi) q[10];\nu3(3.564897886370267*pi,2.937858315842867*pi,1.534967660682493*pi) q[11];\nu3(3.2788428257236477*pi,0.1412204254522771*pi,0.5036025274051097*pi) q[12];\nu3(3.46221695049977*pi,2.962834384812246*pi,1.8112184230874835*pi) q[13];\nu3(3.4629154412042014*pi,3.47314293355804*pi,3.4525375991253746*pi) q[14];\nu3(3.7956355296470554*pi,0.6549243635052802*pi,2.2564933606378825*pi) q[15];\nu3(3.7048182440899864*pi,0.5327732103740885*pi,2.4645003984483314*pi) q[16];\nRxxyyzz(0.45484068153310975*pi,0.2686619555944802*pi,0.1384234987932246*pi) q[0],q[6];\nRxxyyzz(0.4210300972691301*pi,0.16687246091429397*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3943931632614499*pi,0.3027638186456963*pi,0.20789802124441878*pi) q[3],q[13];\nRxxyyzz(0.3874570330790602*pi,0.07238462064762807*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.42276787247799064*pi,0.24339070977537802*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.44937378856439963*pi,0.14383445132962697*pi,0.09274837406985115*pi) q[14],q[7];\nRxxyyzz(0.4828721338473798*pi,0.12718823751186448*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.28113218612653956*pi,0.17384169143571537*pi,0.0*pi) q[15],q[12];\nu3(3.3525664167173943*pi,0.3149860391179814*pi,1.484766661221995*pi) q[0];\nu3(3.6764432860785843*pi,-0.03693685903311855*pi,1.805311787275807*pi) q[1];\nu3(3.2527497624440636*pi,-0.3649028371865381*pi,3.5153794398919134*pi) q[3];\nu3(3.2577805846438928*pi,-0.24849580709368174*pi,1.8687715693173004*pi) q[4];\nu3(3.4498040792383278*pi,2.838757300701773*pi,0.725164833056041*pi) q[5];\nu3(3.6301038530504237*pi,3.052067831236743*pi,3.5353181121195343*pi) q[6];\nu3(3.6180716142821057*pi,0.44775744957383035*pi,4.101983305487323*pi) q[7];\nu3(3.351555507287877*pi,3.3127298160376855*pi,1.2551834089983722*pi) q[8];\nu3(3.6014183619841202*pi,1.8915317030706533*pi,1.6613126063982508*pi) q[9];\nu3(3.935400633572009*pi,0.031017715648961275*pi,2.142003548818728*pi) q[10];\nu3(3.8044452604151586*pi,0.4860614062799058*pi,1.552057996292851*pi) q[11];\nu3(3.5453831591435523*pi,1.2527534377186842*pi,2.2183754260252084*pi) q[12];\nu3(3.2297751053737525*pi,1.409251286808255*pi,3.854140056866565*pi) q[13];\nu3(3.2448919588435174*pi,0.5069588363315494*pi,3.6807003381381427*pi) q[14];\nu3(3.4942633476991447*pi,3.317056187448204*pi,2.1792448635910566*pi) q[15];\nu3(3.75283130567756*pi,2.989125901515915*pi,0.7174614230722995*pi) q[16];\nRxxyyzz(0.30385400846844146*pi,0.22405335983473162*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3379118777174296*pi,0.20182674760021424*pi,3.91112410674819*pi) q[1],q[12];\nRxxyyzz(0.3971345881710403*pi,0.2426021716193438*pi,0.08005381362378068*pi) q[2],q[11];\nRxxyyzz(0.4432153054522403*pi,0.23126215088511626*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.4491814309487493*pi,0.18066995085099347*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.39109462043707*pi,0.09805454339546171*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3744810481909854*pi,0.16160619722580472*pi,0.0*pi) q[8],q[6];\nu3(3.4229660021099715*pi,2.08015351622552*pi,1.4286159570109742*pi) q[0];\nu3(3.377443745583268*pi,-0.45319008786933923*pi,1.518359438228059*pi) q[1];\nu3(3.5329213710657426*pi,3.4720615045306458*pi,3.844796909549437*pi) q[2];\nu3(3.6075060393871152*pi,3.268645048582786*pi,1.2204431721229434*pi) q[3];\nu3(3.982050889588413*pi,3.4329844707315536*pi,3.7355389490829807*pi) q[4];\nu3(3.6807105631266452*pi,-0.32818750043394196*pi,1.0665942997652105*pi) q[5];\nu3(3.626743112473606*pi,0.1842030483239916*pi,4.370832407949331*pi) q[6];\nu3(3.6885109815214396*pi,-0.3641745454674311*pi,3.9059796200859505*pi) q[8];\nu3(3.5634314478312525*pi,3.442333406940484*pi,1.144605476244169*pi) q[10];\nu3(3.439327952278875*pi,3.4273474251604377*pi,1.4157615105316181*pi) q[11];\nu3(3.3882006597975027*pi,-0.012699093321633326*pi,4.030880108727699*pi) q[12];\nu3(3.6066043383154422*pi,3.2186652367273028*pi,3.9442755590627496*pi) q[13];\nu3(3.6834179834804455*pi,-0.4676668434267651*pi,3.9408192381675664*pi) q[15];\nu3(3.8935929903096254*pi,-0.49929902838936113*pi,0.5860326914214427*pi) q[16];\nRxxyyzz(0.4310089904196901*pi,0.2980761764195669*pi,0.20360541709423405*pi) q[11],q[0];\nRxxyyzz(0.4281329048021494*pi,0.3211751321633583*pi,3.93117824234177*pi) q[2],q[15];\nRxxyyzz(0.38951624112972943*pi,0.26907541051935324*pi,3.92696790843841*pi) q[4],q[3];\nRxxyyzz(0.46636124242344934*pi,0.37263967053988023*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.43067613996387966*pi,0.34807592921499086*pi,0.22156391769542072*pi) q[6],q[12];\nRxxyyzz(0.3863192987167201*pi,0.1481224818237401*pi,3.912340292215811*pi) q[16],q[8];\nRxxyyzz(0.4248057330332199*pi,0.29459451919901825*pi,3.8295654635797103*pi) q[13],q[9];\nRxxyyzz(0.36575448750608985*pi,0.2673316035047364*pi,0.0*pi) q[10],q[14];\nu3(3.5780369480497756*pi,3.078837085495098*pi,2.047501167926415*pi) q[0];\nu3(3.710269683453036*pi,2.0106862187807772*pi,2.223394028120704*pi) q[2];\nu3(3.3968947926148805*pi,1.470232219539712*pi,0.5136559570940187*pi) q[3];\nu3(3.7413738767811338*pi,3.4187503499735152*pi,1.5112385029688138*pi) q[4];\nu3(3.141487574096268*pi,2.285348652273944*pi,0.7860387383053302*pi) q[5];\nu3(3.141774093810202*pi,-0.3763780705538902*pi,1.8694361070308823*pi) q[6];\nu3(3.8880084371433314*pi,3.4770168196524676*pi,0.8165692816791311*pi) q[7];\nu3(3.6154273862194555*pi,3.0355271599101843*pi,1.27172045808573*pi) q[8];\nu3(3.799443706853444*pi,1.2813395185512209*pi,0.525001917152276*pi) q[9];\nu3(3.7311479638226728*pi,2.1869926474690233*pi,1.6883061837963051*pi) q[10];\nu3(3.693732496092758*pi,2.466861679656457*pi,0.7632513066611478*pi) q[11];\nu3(3.7287054897263743*pi,0.6449949580407481*pi,0.9212970738211556*pi) q[12];\nu3(3.4181530948987797*pi,0.46595728635695843*pi,2.2915385947188844*pi) q[13];\nu3(3.273204708085224*pi,-0.41551893584705557*pi,3.8576615065335482*pi) q[14];\nu3(3.1141288207852456*pi,1.2552501960841127*pi,2.313168376282987*pi) q[15];\nu3(3.760634324430267*pi,-0.014075332258333517*pi,2.0965162618188424*pi) q[16];\nRxxyyzz(0.4520070130466911*pi,0.19737291985597216*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.46579813933009895*pi,0.3713635747531399*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.41947911634886964*pi,0.21437964916607896*pi,3.8904941242956608*pi) q[16],q[3];\nRxxyyzz(0.4085859422829201*pi,0.23232625363661819*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.41502301449267953*pi,0.20902996112458416*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.2664046284965047*pi,0.0692554228670188*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.40795279522690997*pi,0.16431192344303894*pi,0.07820788408534685*pi) q[9],q[12];\nRxxyyzz(0.44115627979887995*pi,0.2978906270456903*pi,0.1034480303923173*pi) q[13],q[15];\nu3(3.3200131545490357*pi,2.8686827716459584*pi,0.8204151791636762*pi) q[0];\nu3(3.5606031580007658*pi,2.747743990058555*pi,0.7351876206027325*pi) q[1];\nu3(3.5379387862845815*pi,2.9302869481761276*pi,4.266296594801693*pi) q[2];\nu3(3.8846793145526477*pi,3.433987502849981*pi,0.9052706654871736*pi) q[3];\nu3(3.6138850070058317*pi,-0.47315791971249654*pi,1.3842505397711387*pi) q[4];\nu3(3.282644529172727*pi,3.4402715665783714*pi,4.4757993678624315*pi) q[6];\nu3(3.4477734143634655*pi,3.3861631181025977*pi,1.6901143613210805*pi) q[7];\nu3(3.398358118571439*pi,-0.4517092091837258*pi,1.3161337822056627*pi) q[8];\nu3(3.4604919573865343*pi,0.3590889423524415*pi,3.5680083211649882*pi) q[9];\nu3(3.715752727344651*pi,3.2231530731518436*pi,4.1263062661326*pi) q[10];\nu3(3.6273317070112148*pi,3.498762885583952*pi,1.0797354833856234*pi) q[11];\nu3(3.1720209667892396*pi,3.3379001649594517*pi,0.5193356885330778*pi) q[12];\nu3(3.262312378157173*pi,0.09914061001565677*pi,0.7373313489664397*pi) q[13];\nu3(3.325812514572354*pi,0.4655612394948694*pi,2.4545495547874623*pi) q[14];\nu3(3.271047468103679*pi,3.3620049856627343*pi,2.8912314303156776*pi) q[15];\nu3(3.8918633526213537*pi,-0.4817423905650436*pi,1.71766174773485*pi) q[16];\nRxxyyzz(0.45437829253050044*pi,0.3689867984054321*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4655402536759998*pi,0.2693785668432851*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.3376952073153625*pi,0.24017575274484504*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.44785657953744007*pi,0.2741625523495461*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.48996098509371944*pi,0.11661093941555345*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.47831752128584015*pi,0.26907990776738*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.28698355716195945*pi,0.10405514282871575*pi,3.9365139482290505*pi) q[10],q[14];\nRxxyyzz(0.31502721357486935*pi,0.18570954007875784*pi,3.952011926177219*pi) q[16],q[12];\nu3(3.768197927296784*pi,2.5051821045247786*pi,3.892901200773407*pi) q[1];\nu3(3.896561798451843*pi,-0.31113782517500677*pi,4.307592784895345*pi) q[2];\nu3(3.5507116719698297*pi,3.140459117729539*pi,3.727463668930398*pi) q[3];\nu3(3.9658270983951116*pi,1.0910135854806393*pi,1.044918928432896*pi) q[4];\nu3(3.713042222393512*pi,-0.21463164937781243*pi,0.5933707121829666*pi) q[5];\nu3(3.7280559909196436*pi,0.13010294212481455*pi,0.5299050254042268*pi) q[6];\nu3(3.87397038756208*pi,2.0423178429417606*pi,1.1602518517208968*pi) q[7];\nu3(3.5760549995221678*pi,-0.3756084145847264*pi,1.2160721514217898*pi) q[8];\nu3(3.7455094943287692*pi,0.0029181307310841564*pi,1.123439488904328*pi) q[9];\nu3(3.555747970603616*pi,3.2705301278017656*pi,4.467131770162416*pi) q[10];\nu3(3.1843943725980837*pi,-0.14376149573789782*pi,0.956999685443028*pi) q[11];\nu3(3.862069739384281*pi,0.3918064738517645*pi,2.3220147245846774*pi) q[12];\nu3(3.5680854873148564*pi,0.08810847280265865*pi,4.406973233029218*pi) q[13];\nu3(3.6068737151715293*pi,-0.46824039270956597*pi,0.647823190577961*pi) q[14];\nu3(3.370689692327434*pi,2.3572428926354934*pi,1.2647705069771589*pi) q[15];\nu3(3.3963651807911*pi,0.08543525175138222*pi,0.5615707075404247*pi) q[16];\nRxxyyzz(0.37869185646875975*pi,0.29131239675187176*pi,3.78780881690707*pi) q[0],q[7];\nRxxyyzz(0.3491160510238397*pi,0.19552080804863214*pi,3.9581961205428495*pi) q[1],q[5];\nRxxyyzz(0.35928135166024033*pi,0.2097185458087648*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.45113538949096993*pi,0.3281354873169377*pi,3.8604980625164895*pi) q[3],q[12];\nRxxyyzz(0.3500317268041591*pi,0.2730917598936591*pi,0.05115857046643901*pi) q[16],q[4];\nRxxyyzz(0.43346326874055924*pi,0.12728521805853818*pi,0.057777852847217225*pi) q[13],q[6];\nRxxyyzz(0.30427592617636023*pi,0.1315200238252514*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.23968015074735982*pi,0.12878313821160958*pi,0.0*pi) q[11],q[14];\nu3(3.3725979114622104*pi,-0.052429466543488124*pi,0.9943572740502031*pi) q[0];\nu3(3.419924957440553*pi,3.3020005688760983*pi,0.6039088412076556*pi) q[1];\nu3(3.439110040137393*pi,3.0955674888314584*pi,4.294492731313675*pi) q[2];\nu3(3.9571070204008665*pi,2.4096674758220598*pi,0.5174818028138679*pi) q[3];\nu3(3.662717314267121*pi,0.5955739368664605*pi,1.2751815046687538*pi) q[4];\nu3(3.641558896903786*pi,2.1974214493271367*pi,1.8028558052051513*pi) q[5];\nu3(3.3319781700738558*pi,2.321576597203983*pi,3.858649662727895*pi) q[6];\nu3(3.5405007381204463*pi,3.260051444226459*pi,1.173024798896324*pi) q[7];\nu3(3.8167468645502134*pi,2.059897523704176*pi,1.0155594556621148*pi) q[8];\nu3(3.4149536504870928*pi,0.04926516039255591*pi,1.1366506232397096*pi) q[10];\nu3(3.7093569217929683*pi,3.279047207154645*pi,1.2089705748144883*pi) q[11];\nu3(3.8596938958435545*pi,0.21291536004081046*pi,2.3838852871833747*pi) q[12];\nu3(3.612690857541667*pi,1.9098728578734199*pi,4.362692517552418*pi) q[13];\nu3(3.2930059576903083*pi,1.9901263460633118*pi,1.9618069610945135*pi) q[14];\nu3(3.5986140059717675*pi,0.12388535766205833*pi,1.7076315748311104*pi) q[15];\nu3(3.47023422769631*pi,2.028923957261067*pi,1.411973962345797*pi) q[16];\nRxxyyzz(0.4270490413263401*pi,0.26241347191080544*pi,3.83550786056609*pi) q[4],q[0];\nRxxyyzz(0.4477943875383996*pi,0.30518998787534457*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.45036634578357004*pi,0.17506514715556254*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.48182159582689*pi,0.2427054295319344*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.43755473860650396*pi,0.36315962179541794*pi,3.8468209028090943*pi) q[6],q[12];\nRxxyyzz(0.48072102706036*pi,0.2528371957925861*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4323050463665999*pi,0.34346659407073904*pi,3.9136259596335905*pi) q[13],q[8];\nRxxyyzz(0.4062236875971701*pi,0.22993637819695878*pi,0.0*pi) q[16],q[14];\nu3(3.694431626740753*pi,2.405325623365295*pi,1.0718384205613636*pi) q[0];\nu3(3.1452008792160413*pi,0.39412379588167334*pi,0.8776880291391121*pi) q[1];\nu3(3.7505649122205247*pi,2.9961279192478276*pi,4.492772221494619*pi) q[2];\nu3(3.6480691998545276*pi,-0.19409939651590974*pi,0.7958429131184666*pi) q[3];\nu3(3.572180981289031*pi,-0.065791531180245*pi,2.2941771174163987*pi) q[4];\nu3(3.678052791084789*pi,-0.35648072697881317*pi,1.6625635436831383*pi) q[5];\nu3(3.42316822122113*pi,-0.06694319948008709*pi,0.6439261262098985*pi) q[6];\nu3(3.8035198680978404*pi,0.8319629223758287*pi,1.3888818659203792*pi) q[7];\nu3(3.511956027873369*pi,0.26619699003588093*pi,1.3306198156120277*pi) q[8];\nu3(3.2120978714074493*pi,-0.39712132666715183*pi,2.1984727801390633*pi) q[9];\nu3(3.646896283452123*pi,-0.037613388522553526*pi,2.107401327309444*pi) q[10];\nu3(3.3408458587913232*pi,-0.21667459195552224*pi,2.4330628461623682*pi) q[11];\nu3(3.729353363128991*pi,0.7400020699715508*pi,1.1026069101790736*pi) q[12];\nu3(3.332477454091936*pi,-0.34768325735082584*pi,2.314435991689289*pi) q[13];\nu3(3.577090251652*pi,-0.1959166597940185*pi,0.9169423343714309*pi) q[14];\nu3(3.5299077500869376*pi,-0.08407163914788385*pi,3.9967707009237983*pi) q[16];\nRxxyyzz(0.3637808455205196*pi,0.1925329106277902*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.42952343953037986*pi,0.28334991407154575*pi,3.9601448020028904*pi) q[1],q[3];\nRxxyyzz(0.35274358638787634*pi,0.13849262830087028*pi,0.050842324942244055*pi) q[2],q[14];\nRxxyyzz(0.38356822941912583*pi,0.20334848282211204*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4736254401921106*pi,0.17133667264097063*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3421167305748395*pi,0.18247936106095475*pi,0.09649188372186845*pi) q[16],q[9];\nRxxyyzz(0.37236941568247023*pi,0.2235135770637443*pi,0.15870279258149952*pi) q[13],q[10];\nu3(3.243807702878804*pi,-0.3451224935713655*pi,1.5594908723081857*pi) q[0];\nu3(3.6862737395727874*pi,-0.13088847673385595*pi,2.442155067451971*pi) q[1];\nu3(3.108907776541387*pi,2.823306583263939*pi,0.8516538213753051*pi) q[2];\nu3(3.8848168009905564*pi,-0.2452039910920567*pi,1.1465299956153077*pi) q[3];\nu3(3.405672100358*pi,-0.4810726091739974*pi,1.2482518957307347*pi) q[4];\nu3(3.8252268387544817*pi,0.06004308951046555*pi,2.024296606652036*pi) q[5];\nu3(3.4094993702303067*pi,0.6329273254339356*pi,0.9927108711104733*pi) q[7];\nu3(3.579426619365731*pi,3.4141342837348616*pi,0.6692052991176047*pi) q[8];\nu3(3.339857672329929*pi,-0.11767433385096598*pi,3.9335235592682083*pi) q[9];\nu3(3.195726416286327*pi,-0.454143293221667*pi,0.5996023500384625*pi) q[10];\nu3(3.3849175518483685*pi,3.416585630127331*pi,0.5839774979008459*pi) q[11];\nu3(3.274432387006129*pi,1.800491645656955*pi,4.228805221768759*pi) q[13];\nu3(3.4553885623003806*pi,-0.3474438925550587*pi,4.241626838235356*pi) q[14];\nu3(3.2259671771597587*pi,-0.24290307074630046*pi,4.028040803759946*pi) q[16];\nRxxyyzz(0.3746806164536296*pi,0.2762597453491136*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.45186556679054*pi,0.4012745840365364*pi,0.047080096962485385*pi) q[1],q[6];\nRxxyyzz(0.44353579664393994*pi,0.1483450046432282*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.3876130084297498*pi,0.37227534093037506*pi,0.16954251955381228*pi) q[13],q[4];\nRxxyyzz(0.3663603856691794*pi,0.2707917025988697*pi,0.04409362918228667*pi) q[16],q[5];\nRxxyyzz(0.37288370695071194*pi,0.2763331017297155*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.34850268523861944*pi,0.22604840371666945*pi,3.9288519232208206*pi) q[9],q[14];\nRxxyyzz(0.37827378012309953*pi,0.11001411823568395*pi,3.96052398866531*pi) q[11],q[15];\nu3(3.4626515210494224*pi,2.7891199101794215*pi,0.6854841101124134*pi) q[0];\nu3(3.6956931610123087*pi,2.8290818887183704*pi,4.259634363899856*pi) q[1];\nu3(3.3806909353881087*pi,-0.040782731335033184*pi,0.8541606927095685*pi) q[3];\nu3(3.6666400438527558*pi,1.0819636576954794*pi,4.284395324154408*pi) q[4];\nu3(3.6259886189925608*pi,0.306163589370009*pi,0.9252043250149224*pi) q[5];\nu3(3.095042806877292*pi,0.29214779222310816*pi,0.6699167207782315*pi) q[6];\nu3(3.4515287919035442*pi,2.724596361225799*pi,0.5194793665556334*pi) q[7];\nu3(3.3531322639030257*pi,2.829039286052792*pi,1.621459698977085*pi) q[8];\nu3(3.0339292417481385*pi,-0.4030421779873409*pi,2.3299736544986*pi) q[9];\nu3(3.6897761442656996*pi,2.540595890420641*pi,0.7094556224033997*pi) q[10];\nu3(3.090150134916112*pi,3.289775231595227*pi,0.9186006972011884*pi) q[11];\nu3(3.3072120919181187*pi,1.2404159079226065*pi,1.34134384286712*pi) q[12];\nu3(3.7099054523446164*pi,1.927327617335914*pi,1.5232793650340948*pi) q[13];\nu3(3.2969549921835033*pi,-0.15612251312218517*pi,0.8554997480771473*pi) q[14];\nu3(3.579550578414274*pi,1.81171586407913*pi,0.7302498618439852*pi) q[15];\nu3(3.1584129763959288*pi,0.6419394210322513*pi,4.430638191985131*pi) q[16];\nRxxyyzz(0.4590983496538997*pi,0.22457789812553708*pi,3.92683894468776*pi) q[0],q[5];\nRxxyyzz(0.43764405635165016*pi,0.40155607489692846*pi,0.14671743420504768*pi) q[16],q[1];\nRxxyyzz(0.44064478825952946*pi,0.3936593169429679*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4236829584792998*pi,0.1413875351539995*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4406406367382099*pi,0.31113573144157425*pi,0.0970806719227252*pi) q[10],q[4];\nRxxyyzz(0.41742995743602007*pi,0.22264339834411595*pi,0.06889887324237746*pi) q[6],q[12];\nRxxyyzz(0.3868407077149598*pi,0.3354490512615859*pi,0.09355289814245743*pi) q[7],q[11];\nu3(3.7492469639250965*pi,1.1305498885763567*pi,0.5862868531364529*pi) q[0];\nu3(3.5594505609820652*pi,0.041142858011291805*pi,1.7898698435877334*pi) q[1];\nu3(3.455440526076866*pi,-0.11076810622626587*pi,3.615572359036979*pi) q[2];\nu3(3.4408510688510394*pi,-0.3412057982059544*pi,2.0476491438387496*pi) q[3];\nu3(3.2498253354066624*pi,-0.3151243186297459*pi,1.9723900213195542*pi) q[4];\nu3(3.557366730081312*pi,1.812956952513594*pi,0.6023475469456172*pi) q[5];\nu3(3.600062633658229*pi,-0.20621812346841817*pi,3.1937533961899334*pi) q[6];\nu3(3.4080927314306355*pi,0.2530023814901059*pi,1.6727559479816485*pi) q[7];\nu3(3.0624717530443584*pi,-0.3918020946223088*pi,0.851494215212049*pi) q[8];\nu3(3.5118861066665463*pi,3.3068478372093684*pi,1.8821198094265847*pi) q[10];\nu3(3.5809873053584136*pi,3.0861967303034494*pi,1.0853335748120685*pi) q[11];\nu3(3.417942288772669*pi,-0.4758220879445879*pi,2.1459334586638743*pi) q[12];\nu3(3.7260564488055454*pi,-0.24380238265418397*pi,1.9909456580862994*pi) q[15];\nu3(3.828068224082079*pi,-0.4355771174696213*pi,1.6737618590059369*pi) q[16];\nRxxyyzz(0.3716246693773501*pi,0.28192749091320235*pi,3.9406254319557803*pi) q[0],q[4];\nRxxyyzz(0.3038146940754102*pi,0.19493736682533802*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.40459122749953036*pi,0.12268766512217888*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3173223963459507*pi,0.20315564099203698*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4411601342557297*pi,0.2639440973303992*pi,3.90713298863741*pi) q[11],q[9];\nRxxyyzz(0.4828960531716331*pi,0.14453230890693103*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.4455070362042797*pi,0.17043169094733907*pi,0.13759342219588205*pi) q[13],q[12];\nRxxyyzz(0.4425589656666399*pi,0.20510597418160004*pi,0.0*pi) q[16],q[15];\nu3(3.6287491763419277*pi,0.4718118440112269*pi,1.336314260103241*pi) q[0];\nu3(3.482963926018359*pi,2.2654245531108312*pi,2.1347820974386384*pi) q[1];\nu3(3.452901903356809*pi,0.2381522091432957*pi,1.4635477936360828*pi) q[2];\nu3(3.1542854719732936*pi,2.846221015468298*pi,1.4362965327810366*pi) q[3];\nu3(3.5745730278137238*pi,3.2949355086961356*pi,1.07332129623535*pi) q[4];\nu3(3.2562631079240574*pi,-0.40397830508626953*pi,1.9785037745758087*pi) q[5];\nu3(3.467735655010067*pi,2.03939162946502*pi,1.760945723830582*pi) q[6];\nu3(3.4300391607932768*pi,1.8584862811025133*pi,1.1604297622109647*pi) q[8];\nu3(3.4399905338584365*pi,3.3618896802457074*pi,0.9187672210983382*pi) q[9];\nu3(3.490936024430999*pi,-0.294547000608661*pi,0.9539102147909264*pi) q[10];\nu3(3.459153721653475*pi,-0.40881429063305696*pi,2.2934246894772756*pi) q[11];\nu3(3.1056380722240764*pi,2.7387148103729784*pi,1.635443847055067*pi) q[12];\nu3(3.670513116447326*pi,0.31677053547257206*pi,1.1810911109830473*pi) q[13];\nu3(3.2778620282086477*pi,2.6613256647900165*pi,0.6121399679689215*pi) q[14];\nu3(3.78353389523992*pi,3.123042664493808*pi,4.089659720308112*pi) q[15];\nu3(3.329758403383469*pi,2.521827486116242*pi,0.6327107600047484*pi) q[16];\nRxxyyzz(0.45020394760484006*pi,0.41774878626268697*pi,0.19330920253704198*pi) q[11],q[0];\nRxxyyzz(0.41279053222113016*pi,0.30266188940990485*pi,0.06030745039738131*pi) q[1],q[10];\nRxxyyzz(0.42645310855816043*pi,0.25482289779048095*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4431127825869197*pi,0.3571693879507742*pi,0.14658580104342506*pi) q[15],q[3];\nRxxyyzz(0.3910973831136104*pi,0.1664026621224749*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.43862478499635976*pi,0.15679400130870877*pi,0.08035304000996368*pi) q[7],q[8];\nRxxyyzz(0.4118862169613343*pi,0.307026879118671*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.3182154668317498*pi,0.24228704974673398*pi,0.08726243313939896*pi) q[13],q[16];\nu3(3.2303941370795077*pi,0.5837470288726472*pi,0.59589158062166*pi) q[0];\nu3(3.571566155788597*pi,2.435078219297548*pi,1.0938810419586678*pi) q[1];\nu3(3.332161093604397*pi,3.319952078469359*pi,3.750554921834163*pi) q[2];\nu3(3.653347451418717*pi,1.4402395711251046*pi,3.6297640696769764*pi) q[3];\nu3(3.3134367265037175*pi,0.26671418785778367*pi,2.3655114075037664*pi) q[4];\nu3(3.364837631707588*pi,3.3967826102013623*pi,3.652429010875773*pi) q[5];\nu3(3.74445696190437*pi,0.5279674978978817*pi,1.0019084745767337*pi) q[6];\nu3(3.219624322015522*pi,2.070581545037183*pi,0.9537270100190318*pi) q[7];\nu3(3.7310250915897445*pi,2.9043752601571775*pi,3.8786060706077476*pi) q[8];\nu3(3.6451649436142155*pi,2.334656245728*pi,2.1556492873091884*pi) q[9];\nu3(3.376058856628553*pi,-0.24554824344247483*pi,3.210166335123614*pi) q[10];\nu3(3.750121463279259*pi,2.7078743979351674*pi,0.7143420843457028*pi) q[11];\nu3(3.31705586560405*pi,3.1611601579205235*pi,0.8759934743542953*pi) q[12];\nu3(3.5840764934763527*pi,3.224924389021992*pi,2.341680144772205*pi) q[13];\nu3(3.371607607765947*pi,3.165499632671792*pi,1.1998388251555712*pi) q[15];\nu3(3.120926651361426*pi,2.339541634846689*pi,1.1676572254239914*pi) q[16];\nRxxyyzz(0.37332432991403786*pi,0.2319702063646948*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4213266247661394*pi,0.27057456422081777*pi,0.0575440000265449*pi) q[1],q[5];\nRxxyyzz(0.43825302863179966*pi,0.3462157528130662*pi,3.9577380860621805*pi) q[7],q[2];\nRxxyyzz(0.35416151560150955*pi,0.24947505560592997*pi,0.13854418330634521*pi) q[8],q[3];\nRxxyyzz(0.3305475901812098*pi,0.18281815220383457*pi,0.13064400773384754*pi) q[11],q[4];\nRxxyyzz(0.4597428061998001*pi,0.2961358535923335*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4641312165663172*pi,0.23995262984868404*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.3131536682885198*pi,0.25340432661454715*pi,0.04982315825225214*pi) q[16],q[12];\nu3(3.358962313706081*pi,-0.4609462587293359*pi,4.270675693261273*pi) q[0];\nu3(3.356442883462136*pi,0.11522955958069536*pi,3.12808814149393*pi) q[1];\nu3(3.7970770182386584*pi,1.0035068485494159*pi,0.965540680075303*pi) q[2];\nu3(3.151802868229073*pi,-0.0829530845390346*pi,3.1008631236108797*pi) q[3];\nu3(3.6072013790755633*pi,-0.48225498784982124*pi,4.445982263940944*pi) q[4];\nu3(3.4007288303873917*pi,3.4410728262713235*pi,1.1127845882559655*pi) q[5];\nu3(3.5580494930006292*pi,0.622682509021729*pi,1.9792592294479685*pi) q[6];\nu3(3.425335841299838*pi,3.1688806628468846*pi,2.267986042604816*pi) q[7];\nu3(3.2138327121334056*pi,2.5568704883798388*pi,1.813426723985794*pi) q[8];\nu3(3.471502030728731*pi,2.4471144066952863*pi,2.004158816260563*pi) q[9];\nu3(3.5186908017806036*pi,2.9803188092249484*pi,4.278525332092218*pi) q[10];\nu3(3.608828652359796*pi,2.822644439718009*pi,1.4970721729664542*pi) q[11];\nu3(3.7647219818079654*pi,3.3093451318179268*pi,3.64248187750772*pi) q[12];\nu3(3.7081581105948933*pi,2.8218211747760575*pi,2.415093883137565*pi) q[13];\nu3(3.196079775533584*pi,0.7924715182667164*pi,0.93264664420843*pi) q[15];\nu3(3.1020402675900254*pi,2.607140519668067*pi,1.3605447824808135*pi) q[16];\nmeasure q[13] -> c[0];\nmeasure q[6] -> c[9];\nRxxyyzz(0.36124602307289777*pi,0.1452898919140747*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.37623361481874973*pi,0.18466321846513972*pi,0.08076888849890879*pi) q[14],q[1];\nRxxyyzz(0.2538300886375249*pi,0.10598443952205028*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.45357252883869714*pi,0.29084850031188303*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.34577979709753914*pi,0.24991641414338295*pi,3.8841818266786294*pi) q[16],q[4];\nRxxyyzz(0.47126060099383993*pi,0.20215809899776538*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.3904471283970499*pi,0.3546908417593501*pi,0.23646203547431946*pi) q[12],q[9];\nu3(3.6054892653172237*pi,0.45399163344759197*pi,2.484689755118805*pi) q[0];\nu3(3.191696439032267*pi,0.534712403827367*pi,4.082407660252747*pi) q[1];\nu3(1.5273604726316055*pi,-0.19190307942348234*pi,1.176284380480927*pi) q[2];\nu3(3.237765299591899*pi,2.6065500005950106*pi,2.4286849738883207*pi) q[3];\nu3(3.434835673094124*pi,1.1023792810895747*pi,1.5350176116031005*pi) q[4];\nu3(3.8124420652040665*pi,0.006315049941490902*pi,0.9612587674908655*pi) q[5];\nu3(3.4225073265984016*pi,-0.4738662935246586*pi,1.8580620990961605*pi) q[7];\nu3(3.3351927412461237*pi,3.0216265598221477*pi,1.6959500194820487*pi) q[8];\nu3(3.574879455206297*pi,2.9838819527632117*pi,1.100016081999495*pi) q[9];\nu3(0.9402581582241885*pi,0.34585891978382166*pi,0.9036548437748328*pi) q[11];\nu3(3.7808405354288137*pi,-0.3389202311572035*pi,0.5801456614119642*pi) q[12];\nu3(3.3523121168502965*pi,1.8668655414638358*pi,0.6130078497159502*pi) q[14];\nu3(3.3490858387624995*pi,3.1987083424400997*pi,4.426352242507356*pi) q[15];\nu3(3.362069384717347*pi,3.253949234356857*pi,1.1196198894675364*pi) q[16];\nmeasure q[2] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[0] -> c[8];\nmeasure q[11] -> c[11];\nmeasure q[8] -> c[15];\nRxxyyzz(0.4231492068682894*pi,0.3482168378105881*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.38079524688586086*pi,0.3127115231255795*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.2003076598593002*pi,0.12095212498660513*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.39513262486268985*pi,0.3060427160607768*pi,0.05182199352832272*pi) q[14],q[9];\nRxxyyzz(0.4425591930619097*pi,0.29945428242651584*pi,0.0*pi) q[12],q[15];\nu3(3.5187550135241583*pi,-0.4942091829049442*pi,1.6849357329147252*pi) q[3];\nu3(3.029832905894833*pi,1.2472537627845672*pi,1.1597096843781016*pi) q[4];\nu3(3.41403417877554*pi,3.0023009829904925*pi,2.496071762044941*pi) q[5];\nu3(3.5547874665171975*pi,2.3583262000928764*pi,1.3158204049305295*pi) q[7];\nu3(3.609529794084981*pi,1.858831872126804*pi,0.6213266474129362*pi) q[9];\nu3(0.8216815118372244*pi,0.15879966585871796*pi,0.8877598946748326*pi) q[10];\nu3(3.396138172643393*pi,2.387056907095947*pi,0.6362206499294678*pi) q[12];\nu3(3.7141286723848035*pi,0.006804633846730912*pi,1.0377418013625002*pi) q[14];\nu3(3.5785529320382397*pi,3.202392929678353*pi,2.2002162954705082*pi) q[15];\nu3(3.5256197096648063*pi,2.0502051219226605*pi,1.8179228381473695*pi) q[16];\nmeasure q[4] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[12] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[9] -> c[10];\nmeasure q[7] -> c[12];\nmeasure q[15] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.8898612494951568*pi,-0.38428699009811174*pi,1.8783802470540119*pi) q[0];\nu3(3.6425092587969616*pi,2.7093595292807406*pi,1.4843041474545484*pi) q[1];\nu3(3.2223507197591474*pi,-0.21056688297671866*pi,3.4033930507840022*pi) q[2];\nu3(3.290518325275758*pi,3.390119130258015*pi,3.9268910731831497*pi) q[3];\nu3(3.2623747446332185*pi,3.455476254258473*pi,1.551562425003913*pi) q[4];\nu3(3.5514758873034453*pi,-0.005437423526627572*pi,0.9628243817422399*pi) q[5];\nu3(3.7750503146579857*pi,2.7640377819527258*pi,4.4642984765292315*pi) q[6];\nu3(3.443835109669737*pi,2.977483659755639*pi,3.7410356435658336*pi) q[7];\nu3(3.4760660559378582*pi,3.2375599616550006*pi,1.8505644723440091*pi) q[8];\nu3(3.206738779414348*pi,1.855964701644207*pi,3.763649518041161*pi) q[9];\nu3(3.607564742380986*pi,3.406313096069746*pi,1.2189732717736228*pi) q[10];\nu3(3.7870399944842186*pi,0.16614385993177438*pi,3.8705953235901527*pi) q[11];\nu3(3.7216356471105785*pi,0.14290618943990296*pi,0.5649061977303579*pi) q[12];\nu3(3.4440594991391866*pi,2.973123073522955*pi,2.7826946185384704*pi) q[13];\nu3(3.3545249124218284*pi,-0.14865647795779063*pi,0.5980513460071717*pi) q[14];\nu3(3.2994156248649724*pi,-0.1527572010666597*pi,0.527215157474501*pi) q[15];\nu3(3.5382237651231376*pi,2.8670368891220446*pi,0.623275875162196*pi) q[16];\nRxxyyzz(0.3922235563325796*pi,0.21831187549927367*pi,0.07381065831351752*pi) q[0],q[11];\nRxxyyzz(0.4608823583478562*pi,0.15257762058816216*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4095550690823525*pi,0.12755343751699744*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.45531408160397957*pi,0.22323006367642528*pi,0.04631475679354897*pi) q[4],q[10];\nRxxyyzz(0.4284287851676196*pi,0.3065779672981195*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.34860750786068995*pi,0.31254090886807173*pi,0.1810424523856322*pi) q[6],q[9];\nRxxyyzz(0.40650007927281917*pi,0.24617746899146561*pi,0.1314672986461485*pi) q[7],q[8];\nRxxyyzz(0.4759764254934479*pi,0.12315153124805356*pi,0.0*pi) q[14],q[15];\nu3(3.3824737813193995*pi,3.2016332092395046*pi,1.8884400558275378*pi) q[0];\nu3(3.430196289016604*pi,-0.4029148585484086*pi,2.0150991281131567*pi) q[2];\nu3(3.2294735615447827*pi,1.6390726748270312*pi,1.4288535140081624*pi) q[3];\nu3(3.3825478652847263*pi,2.9369538517478655*pi,1.7590001380875924*pi) q[4];\nu3(3.3741982714421375*pi,1.9432942162673745*pi,1.900282785053375*pi) q[5];\nu3(3.616446511367847*pi,-0.29983625492102767*pi,3.803936808377383*pi) q[6];\nu3(3.338152391293231*pi,2.6526839175616983*pi,0.9247216385794257*pi) q[7];\nu3(3.598236378764684*pi,-0.03628527427352202*pi,4.4402110718429295*pi) q[8];\nu3(3.4040894393712904*pi,3.0064892314984717*pi,3.4848932635266117*pi) q[9];\nu3(3.498161375302919*pi,-0.4247285730401556*pi,3.7291408243069206*pi) q[10];\nu3(3.4038399302127047*pi,-0.3504067273376833*pi,2.2980189917562415*pi) q[11];\nu3(3.6060147850529662*pi,2.9696088560087848*pi,1.2827948394593125*pi) q[12];\nu3(3.21453163557348*pi,3.4351133138019723*pi,4.330281939013032*pi) q[13];\nu3(3.4927292756291153*pi,2.2016057914168674*pi,1.5021107013746526*pi) q[14];\nu3(3.303837933591121*pi,0.21873500149919356*pi,1.678764806126423*pi) q[15];\nu3(3.955104420588646*pi,2.9980096098581055*pi,1.9831885101016788*pi) q[16];\nRxxyyzz(0.4452843057991869*pi,0.3639568670454306*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3944160532682601*pi,0.19116008352181474*pi,0.13853946577782594*pi) q[1],q[5];\nRxxyyzz(0.4838824092901203*pi,0.20980073187655546*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.377241006028431*pi,0.23757255308238057*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.3818425890587035*pi,0.1455814366634235*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4554200421546099*pi,0.15599248659711223*pi,0.05266764048716669*pi) q[6],q[7];\nRxxyyzz(0.3619310168777895*pi,0.2692285051170114*pi,0.13451595222105564*pi) q[8],q[9];\nRxxyyzz(0.4223396413527799*pi,0.23712955205837372*pi,0.0*pi) q[12],q[15];\nu3(3.133284809798494*pi,-0.40370230827618914*pi,1.929484307164537*pi) q[0];\nu3(3.7479319483570945*pi,2.427562399148642*pi,1.0323166780357853*pi) q[1];\nu3(3.783095960679759*pi,-0.11869225566868935*pi,4.386344559837203*pi) q[2];\nu3(3.8542397513675666*pi,-0.15353288099952866*pi,2.113064258882915*pi) q[3];\nu3(3.536743641470877*pi,-0.2805123239802902*pi,1.9622173113754442*pi) q[4];\nu3(3.5691156992033504*pi,3.2762242935039345*pi,2.265559482227986*pi) q[5];\nu3(3.04797864071239*pi,2.554932253208247*pi,3.9990517935893646*pi) q[6];\nu3(3.6409835497083245*pi,0.0976272439512268*pi,1.395548656151889*pi) q[7];\nu3(3.470487238065381*pi,3.392850241615453*pi,2.9425058795015904*pi) q[8];\nu3(3.147563037323221*pi,3.3573076421719477*pi,1.0994485910260323*pi) q[9];\nu3(3.7478891100392957*pi,2.7565137969788873*pi,4.415583873472124*pi) q[10];\nu3(3.596077287431807*pi,1.881388175730046*pi,1.4653467310588515*pi) q[11];\nu3(3.443897484180967*pi,3.289349646935891*pi,0.8887548253347791*pi) q[12];\nu3(3.909392070459521*pi,-0.4502627349311712*pi,2.9196134583866593*pi) q[14];\nu3(3.408396794950363*pi,0.6695524120394531*pi,1.5766363248648707*pi) q[15];\nu3(3.438740204905346*pi,-0.4227968613793689*pi,0.6071094268258754*pi) q[16];\nRxxyyzz(0.45306179434659044*pi,0.10412091966854087*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.45464094254051896*pi,0.3452405790128972*pi,0.27733252452705237*pi) q[1],q[13];\nRxxyyzz(0.22426594906187014*pi,0.22066704868459475*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.35088948331580966*pi,0.23133507861338698*pi,0.040367482393417475*pi) q[12],q[3];\nRxxyyzz(0.4611516319796696*pi,0.11587683316882125*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3196650161170691*pi,0.23163688694286322*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4297474572701101*pi,0.3799492434771814*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4110414981306998*pi,0.30228706028334346*pi,0.17047458465427875*pi) q[14],q[16];\nu3(3.6881180591157783*pi,0.6430552202184983*pi,1.9065142731987705*pi) q[0];\nu3(3.524867978743834*pi,0.2768361148556179*pi,2.0369428485615275*pi) q[1];\nu3(3.3109853556877775*pi,2.4786811413266916*pi,1.0766309571646935*pi) q[2];\nu3(3.5261229476583336*pi,-0.32599150052057424*pi,3.9299796139051897*pi) q[3];\nu3(3.6927230841731427*pi,-0.30842809989252623*pi,4.4863396227581624*pi) q[4];\nu3(3.698903472277318*pi,-0.33383674945329045*pi,4.200278731981939*pi) q[5];\nu3(3.5891145610369537*pi,0.7863087879296828*pi,3.328828604243404*pi) q[7];\nu3(3.248642174821901*pi,0.24011943034767325*pi,1.284217921203474*pi) q[8];\nu3(3.497632885836525*pi,-0.35681254942244767*pi,1.253252841815617*pi) q[9];\nu3(3.3220468091395974*pi,0.31587363982899097*pi,0.6652627247347369*pi) q[10];\nu3(3.4452692953594295*pi,-0.2987038674552638*pi,3.433275808544305*pi) q[11];\nu3(3.2986598944514487*pi,0.5750766018552818*pi,4.316018287915213*pi) q[12];\nu3(3.5403546503257273*pi,0.4205894212641331*pi,1.6719291948302901*pi) q[13];\nu3(3.4874589448750717*pi,3.093696438305395*pi,3.0787718370504926*pi) q[14];\nu3(3.0817915219185887*pi,0.49104616209327445*pi,1.4844923955621245*pi) q[15];\nu3(3.5476130044943233*pi,1.4274374883667913*pi,4.206600306380809*pi) q[16];\nRxxyyzz(0.3887990014011197*pi,0.26040479233955044*pi,0.1066932473004802*pi) q[5],q[0];\nRxxyyzz(0.4656746866790301*pi,0.13140946734066183*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4543487583161002*pi,0.25237871990290106*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.3772737622885797*pi,0.2893461929148027*pi,3.7682397948526405*pi) q[3],q[4];\nRxxyyzz(0.39787772368003*pi,0.20657389396797926*pi,0.14719809353542782*pi) q[6],q[15];\nRxxyyzz(0.27349776997830055*pi,0.240753797163626*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.41111469707405923*pi,0.2421058227286993*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.35484066725116936*pi,0.13733539409729545*pi,3.9413191603506608*pi) q[11],q[16];\nu3(3.3644529309374565*pi,3.2445137029898286*pi,4.086314873695912*pi) q[0];\nu3(3.6968439531320834*pi,-0.47759136094744664*pi,0.5180177430958732*pi) q[1];\nu3(3.3091854919937274*pi,0.4227346456954384*pi,1.610617125818305*pi) q[2];\nu3(3.563464441167418*pi,3.0621334868532624*pi,1.8339688251808601*pi) q[3];\nu3(3.128089187212525*pi,0.05622556069759366*pi,1.5615601125374567*pi) q[4];\nu3(3.300641716897135*pi,3.3479184596022606*pi,3.0121492051248193*pi) q[5];\nu3(3.3956404514400624*pi,-0.4662047415760361*pi,3.2770316508107094*pi) q[6];\nu3(3.8091808257248543*pi,0.16579652285171387*pi,0.7237239552279088*pi) q[7];\nu3(3.5435630680953696*pi,3.3719174880579175*pi,1.2045256036858554*pi) q[8];\nu3(3.3014824188304037*pi,2.5219080986499103*pi,0.7741650246195716*pi) q[9];\nu3(3.784728000482716*pi,0.9208717786184852*pi,1.419596070828271*pi) q[10];\nu3(3.6083627390614317*pi,0.335731841451147*pi,3.8767970869315396*pi) q[11];\nu3(3.1179530439782064*pi,1.0939480173805232*pi,1.1268250862938882*pi) q[12];\nu3(3.2919860857377423*pi,3.338842077257725*pi,0.9108451227429186*pi) q[13];\nu3(3.5641153022579664*pi,3.063513159117954*pi,1.583593109691261*pi) q[15];\nu3(3.438934179586899*pi,2.4507601486296915*pi,1.177773786703515*pi) q[16];\nRxxyyzz(0.3516749225003501*pi,0.31630650082537404*pi,0.15900999823508855*pi) q[13],q[0];\nRxxyyzz(0.4413844385236295*pi,0.22246165684497765*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.2539755128086094*pi,0.13919117247818802*pi,0.0920891203919858*pi) q[2],q[16];\nRxxyyzz(0.45754456207806005*pi,0.4148937913508458*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.3975706240692696*pi,0.23433670386000083*pi,3.7841729094729097*pi) q[10],q[6];\nRxxyyzz(0.43056703462220913*pi,0.2785415806026945*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.44130171047735*pi,0.3308058861715165*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.43581440610174993*pi,0.13125444498553684*pi,0.0*pi) q[14],q[12];\nu3(3.579631397032231*pi,1.5387486852389713*pi,3.926906649744292*pi) q[0];\nu3(3.2979791876163644*pi,3.126423097690439*pi,1.9646771185298868*pi) q[1];\nu3(3.6929836214937932*pi,2.4167319732245303*pi,1.8700657459178087*pi) q[2];\nu3(3.3572702470632327*pi,0.20960796053837027*pi,1.058286192672141*pi) q[3];\nu3(3.5255281048239366*pi,-0.12964164845730597*pi,0.696250612548579*pi) q[5];\nu3(3.7090963766796268*pi,0.19105033303316699*pi,1.209026036306061*pi) q[6];\nu3(3.2184691156380256*pi,2.2325564603376145*pi,0.8508350211992626*pi) q[7];\nu3(3.5153203935596813*pi,3.4031442003590135*pi,4.074719545508178*pi) q[8];\nu3(3.447333844401326*pi,0.9378401998442074*pi,1.4106888776672026*pi) q[9];\nu3(3.63634252815694*pi,2.9818492109467067*pi,1.1174770759403287*pi) q[10];\nu3(3.2603854128008933*pi,0.37193348433331697*pi,2.3719456696733805*pi) q[11];\nu3(3.7457693143181023*pi,2.8491482354332898*pi,0.7970176898305424*pi) q[12];\nu3(3.6249286725634087*pi,2.531120218823013*pi,0.700221434101204*pi) q[13];\nu3(3.7558029398445822*pi,2.875949243494804*pi,1.4191577979243326*pi) q[14];\nu3(3.51306828036166*pi,2.7769027501846764*pi,3.7788470495176067*pi) q[15];\nu3(3.3885489913105133*pi,-0.0625657004253446*pi,0.9936600053770248*pi) q[16];\nRxxyyzz(0.3304171407121097*pi,0.23945868657177183*pi,3.8701472280148206*pi) q[6],q[0];\nRxxyyzz(0.42289442437992086*pi,0.15265706403144697*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3978270989765802*pi,0.3637445248931057*pi,0.10938524652727999*pi) q[5],q[3];\nRxxyyzz(0.4196842041823398*pi,0.22044279907800748*pi,0.09266152200435014*pi) q[10],q[4];\nRxxyyzz(0.40921730995804917*pi,0.23380974883772154*pi,3.8961116721103597*pi) q[7],q[11];\nRxxyyzz(0.3699783561696601*pi,0.2307943871985414*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.24812095710837917*pi,0.15926396384546626*pi,0.07616310370657686*pi) q[15],q[16];\nu3(3.4936321599355753*pi,0.6188125659661314*pi,1.2624579711261217*pi) q[0];\nu3(3.5615074168392664*pi,2.119277555943946*pi,0.9356992548207926*pi) q[1];\nu3(3.938237647747028*pi,0.3528441549905137*pi,1.3307629779145875*pi) q[3];\nu3(3.3830304643483142*pi,0.15878047780799465*pi,3.6451100201657773*pi) q[4];\nu3(3.7900577588600264*pi,1.4778653047054302*pi,1.967184553623736*pi) q[5];\nu3(3.4556587198708657*pi,2.371125448426505*pi,4.445267786855075*pi) q[6];\nu3(3.6505096856153054*pi,3.3895085948617005*pi,0.7909464626309293*pi) q[7];\nu3(3.717594998512401*pi,0.42469624612889323*pi,1.747485883404018*pi) q[8];\nu3(3.8689593783048393*pi,0.35596668235166906*pi,1.2874294773904986*pi) q[9];\nu3(3.3087695891503346*pi,0.7457816799016075*pi,4.0419488923549505*pi) q[10];\nu3(3.379429721373876*pi,3.4425989030618256*pi,0.5913273171548559*pi) q[11];\nu3(3.8531357377301463*pi,3.335839927698093*pi,4.308731948422197*pi) q[13];\nu3(3.414046231079535*pi,3.112996756500471*pi,3.622456779215879*pi) q[15];\nu3(3.4018227724872228*pi,2.9559458164546117*pi,3.926285495953263*pi) q[16];\nRxxyyzz(0.4071893018313303*pi,0.3608400276297169*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.33674668547176967*pi,0.19586683936186688*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.463037975379038*pi,0.20862788943019794*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.35375179270028945*pi,0.17649502532365313*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3797358680751133*pi,0.2948410454369528*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.36477047129073986*pi,0.22148525986940115*pi,0.058395878240334986*pi) q[7],q[10];\nRxxyyzz(0.41266082297548035*pi,0.07853204361591914*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4385762182922601*pi,0.32811289274097344*pi,3.7481229704740695*pi) q[14],q[15];\nu3(3.231341437245117*pi,0.1844731430809965*pi,1.0091165883683157*pi) q[0];\nu3(3.1860846801744462*pi,0.43561654447959985*pi,0.6338070822713802*pi) q[2];\nu3(3.651046201571627*pi,3.4699431071185054*pi,0.7983569988444992*pi) q[3];\nu3(3.6284504516949223*pi,2.5004704295610614*pi,2.0290185523599527*pi) q[4];\nu3(3.5809112656920687*pi,0.1757618606523701*pi,1.0289223403766705*pi) q[5];\nu3(3.13186758349396*pi,0.9325170968431373*pi,1.0358393499343652*pi) q[6];\nu3(3.7953087624667825*pi,-0.49004779121212927*pi,1.7410097010848797*pi) q[7];\nu3(3.6197023023531694*pi,-0.3603017542856465*pi,3.878056440053494*pi) q[8];\nu3(3.225111996604641*pi,3.178814990768893*pi,2.3958482276855975*pi) q[9];\nu3(3.210807840056928*pi,-0.35088624836101046*pi,3.956534211160949*pi) q[10];\nu3(3.7254889042717947*pi,2.3743515863065525*pi,1.5790376791126373*pi) q[11];\nu3(3.50960462618652*pi,0.5476308052413181*pi,2.308560123069783*pi) q[12];\nu3(3.649457933073315*pi,-0.024618532068624965*pi,1.519145996725039*pi) q[13];\nu3(3.3394034125622367*pi,2.3995980981723948*pi,1.264088460583542*pi) q[14];\nu3(3.3206232703102447*pi,0.6132640056822762*pi,1.4692774610912251*pi) q[15];\nu3(3.7974526803242186*pi,3.445574805015486*pi,2.174391702992172*pi) q[16];\nRxxyyzz(0.3677950215010408*pi,0.0772868165022631*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.38255586109573947*pi,0.2390103550821338*pi,0.0430364720132965*pi) q[2],q[9];\nRxxyyzz(0.41351077713247003*pi,0.25704476902914225*pi,3.910576748822921*pi) q[3],q[16];\nRxxyyzz(0.35081840912677975*pi,0.2575880181545904*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.43714174734048017*pi,0.09675070492295612*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.34200108859492007*pi,0.118187139280574*pi,3.9052447653105595*pi) q[6],q[10];\nRxxyyzz(0.42584763923369945*pi,0.25831889083012927*pi,3.88638165692538*pi) q[8],q[15];\nRxxyyzz(0.3142440344639629*pi,0.1815292076718078*pi,0.0*pi) q[12],q[13];\nu3(3.6831034802229285*pi,0.34924086741367666*pi,1.313468350766812*pi) q[1];\nu3(3.3066376623432863*pi,-0.4830651692585295*pi,0.9544181484445831*pi) q[2];\nu3(3.324742545979327*pi,0.7280867731846778*pi,0.5041717123295659*pi) q[3];\nu3(3.2306248241060596*pi,3.420620828053816*pi,1.0802186356210033*pi) q[4];\nu3(3.4433030064941885*pi,0.32061563579921637*pi,0.5094030060242738*pi) q[5];\nu3(3.379815858781081*pi,3.3737234662037836*pi,4.333126491637183*pi) q[6];\nu3(3.3578806902501057*pi,0.4393895635240783*pi,0.8895887253557675*pi) q[7];\nu3(3.4036819732022923*pi,0.9674239764505996*pi,0.6275708125498833*pi) q[8];\nu3(3.1069653312787375*pi,0.8146482458121092*pi,1.6308358479570568*pi) q[9];\nu3(3.503614973193809*pi,1.0033574917264634*pi,1.4307460509305363*pi) q[10];\nu3(3.321306282786483*pi,2.9455886003036524*pi,2.245572365082649*pi) q[11];\nu3(3.3250314859615213*pi,2.862250384200398*pi,4.235556277409671*pi) q[12];\nu3(3.2725430788622996*pi,0.10901381548554179*pi,1.0745269806949718*pi) q[13];\nu3(3.9625134462484692*pi,-0.07755124750683018*pi,0.9741025936809288*pi) q[14];\nu3(3.6643388000858503*pi,2.939161285019245*pi,1.8657397699293288*pi) q[15];\nu3(3.253267607720539*pi,2.8374328559351074*pi,1.2018110519419212*pi) q[16];\nRxxyyzz(0.3789828757692595*pi,0.15624346910206033*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.46656350406543023*pi,0.16274520500947998*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.35214501527806086*pi,0.19457056463026368*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3546778124263009*pi,0.09269155889938041*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4376378362097597*pi,0.31074211718938693*pi,0.05427390857172467*pi) q[6],q[16];\nRxxyyzz(0.4207416468265711*pi,0.2926704210640594*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.38947106715672963*pi,0.23194313028940805*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.42264638698358015*pi,0.27967063040874013*pi,0.22343941390323407*pi) q[11],q[14];\nu3(3.5427906849314197*pi,0.7822291316648304*pi,3.993073396707954*pi) q[0];\nu3(3.7216642277097227*pi,0.4770528529516108*pi,1.2304820025408834*pi) q[1];\nu3(3.7922493815495106*pi,3.3100480022389593*pi,1.255340593611843*pi) q[2];\nu3(3.4899614004497157*pi,0.7532605372047907*pi,1.8656741308826301*pi) q[3];\nu3(3.604015421314002*pi,0.062408212609156855*pi,1.6143893722759333*pi) q[4];\nu3(3.506420186692049*pi,2.9950520431858694*pi,1.632195195136394*pi) q[5];\nu3(3.4353554296221476*pi,-0.0784977829418157*pi,0.8440033130646896*pi) q[6];\nu3(3.8626198066478383*pi,-0.09355209268455067*pi,2.3390763444935203*pi) q[7];\nu3(3.4663487594529965*pi,2.264815454216358*pi,1.0072905295821428*pi) q[9];\nu3(3.3735074797390303*pi,0.2488590039078915*pi,1.5144813802909336*pi) q[10];\nu3(3.256278124640089*pi,0.46515225688397366*pi,0.6955634498908096*pi) q[11];\nu3(3.473281383363796*pi,0.7786259385441867*pi,1.7469960452890336*pi) q[12];\nu3(3.7911249056095713*pi,0.8516573620034362*pi,1.942350002592717*pi) q[13];\nu3(3.5416477729902582*pi,2.5553901088501885*pi,0.5801396272842088*pi) q[14];\nu3(3.443470187195852*pi,3.372710479416759*pi,0.8336118415282783*pi) q[15];\nu3(3.564950691655884*pi,3.378321877631528*pi,3.017437843027407*pi) q[16];\nRxxyyzz(0.35117624131278*pi,0.16387366873725728*pi,3.93328916078614*pi) q[12],q[0];\nRxxyyzz(0.37372055863720954*pi,0.1931935779595042*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.35151031414106015*pi,0.26423943130153926*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4775895234160905*pi,0.41645923603380386*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.46957865675781985*pi,0.1212191496111471*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.3964006462599404*pi,0.18908373203021478*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3324023899687295*pi,0.2863640202294624*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.4030584342834713*pi,0.175733965923911*pi,0.0*pi) q[13],q[16];\nu3(3.6545102514814936*pi,3.0777006758950716*pi,2.4931963885188377*pi) q[0];\nu3(3.5144820904471663*pi,0.9501927169362456*pi,1.906478716484773*pi) q[1];\nu3(3.3065940013506525*pi,3.370817714179812*pi,1.3760341704489436*pi) q[2];\nu3(3.6206438238570673*pi,3.159921337478626*pi,4.236956943223109*pi) q[4];\nu3(3.7311984386352086*pi,-0.49157091353132254*pi,1.4165901071481808*pi) q[5];\nu3(3.448703375351611*pi,2.7834263446253664*pi,0.7121063095216985*pi) q[6];\nu3(3.492901863776405*pi,-0.1135215568176603*pi,2.4354911264225247*pi) q[7];\nu3(3.2276205051491935*pi,-0.3468437129483934*pi,0.764387357262976*pi) q[8];\nu3(3.5443212990063286*pi,0.07200446127613291*pi,1.56681801731265*pi) q[9];\nu3(3.52221708740968*pi,0.7079227976002247*pi,4.3925457741611424*pi) q[10];\nu3(3.5915671550676445*pi,1.268778052157403*pi,1.4461896903556846*pi) q[11];\nu3(3.1916568014042745*pi,-0.3670053822454767*pi,2.0543573099602055*pi) q[12];\nu3(3.509926167423526*pi,0.8808386428366917*pi,1.7194218447574308*pi) q[13];\nu3(3.3443374745285586*pi,0.26679572565813414*pi,0.5741628455513315*pi) q[14];\nu3(3.7286263241687343*pi,-0.10365491642409297*pi,4.266174671752422*pi) q[15];\nu3(3.6868908917827534*pi,-0.4347551311546997*pi,1.136973443058824*pi) q[16];\nRxxyyzz(0.43193579662722*pi,0.2785530922972033*pi,3.9599481796368803*pi) q[13],q[0];\nRxxyyzz(0.4598263779043501*pi,0.379261934170565*pi,3.9077777878050792*pi) q[1],q[5];\nRxxyyzz(0.37311953093540934*pi,0.34965089306158*pi,3.9592594242070493*pi) q[2],q[15];\nRxxyyzz(0.47669493735728985*pi,0.18974147269503483*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.38733470411898*pi,0.23256768448875723*pi,3.9059318941496906*pi) q[6],q[4];\nRxxyyzz(0.4000230844303395*pi,0.11182654755103472*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.45290301662755994*pi,0.1632193283071124*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.32113632095339995*pi,0.2468412072454509*pi,0.0*pi) q[11],q[10];\nu3(3.2446036879890436*pi,-0.2767580333225612*pi,1.6603377438322093*pi) q[0];\nu3(3.6138119136888527*pi,0.0038218441836553874*pi,4.339470424941842*pi) q[1];\nu3(3.5960011884499306*pi,2.944883284945395*pi,2.32164135486495*pi) q[2];\nu3(3.6956205572106993*pi,3.3784595831798123*pi,4.044761749652906*pi) q[3];\nu3(3.5357165965789945*pi,0.6663481962449112*pi,2.184722043720128*pi) q[4];\nu3(3.031571588980283*pi,-0.35097280067103026*pi,0.8019568778711037*pi) q[5];\nu3(3.640462199574085*pi,1.9245039242619377*pi,2.434669814928465*pi) q[6];\nu3(3.339981332869144*pi,0.2028028434907766*pi,2.0942118610227336*pi) q[7];\nu3(3.235490387517365*pi,0.9933506572686346*pi,1.6797748514781472*pi) q[8];\nu3(3.569150164216676*pi,3.275630765178302*pi,4.149414819615991*pi) q[9];\nu3(3.3078636401864943*pi,2.6518748360285866*pi,0.897842880891198*pi) q[10];\nu3(3.4581731455560836*pi,-0.24384195456516145*pi,3.847902963884663*pi) q[11];\nu3(3.4073852086667205*pi,0.7525112446796247*pi,1.4772727519114377*pi) q[12];\nu3(3.671231141162298*pi,-0.031183247299682137*pi,0.9572397490464368*pi) q[13];\nu3(3.5682805899636385*pi,-0.08341708734423126*pi,1.050475645426622*pi) q[15];\nu3(3.238935996120638*pi,2.5023959942718137*pi,0.7439957932826758*pi) q[16];\nRxxyyzz(0.30622232503876*pi,0.1321475335045248*pi,3.945796585206251*pi) q[2],q[0];\nRxxyyzz(0.3836716631421101*pi,0.17878142685575327*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.38199219750215074*pi,0.20228577356395783*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3879651974797298*pi,0.21093087425946513*pi,0.0803039382230909*pi) q[5],q[10];\nRxxyyzz(0.35032165559111006*pi,0.3009451389870321*pi,3.952756102571911*pi) q[9],q[6];\nRxxyyzz(0.3651123754992401*pi,0.3206838204943358*pi,0.1390202857418275*pi) q[8],q[15];\nRxxyyzz(0.4534241051561495*pi,0.22149773785854604*pi,3.8758643907186503*pi) q[11],q[13];\nRxxyyzz(0.3602403771927595*pi,0.15801082206350703*pi,0.08355205678951805*pi) q[16],q[12];\nu3(3.200279992204554*pi,3.2372673600082797*pi,4.455582766000794*pi) q[0];\nu3(3.122268985947295*pi,0.9191204121661314*pi,1.4772766357516336*pi) q[1];\nu3(3.40667693419527*pi,0.30343656188773793*pi,1.6714662484542961*pi) q[2];\nu3(3.47481310962774*pi,0.40488445103263404*pi,1.0316885467163983*pi) q[3];\nu3(3.386251974498483*pi,-0.4036139546449462*pi,0.6603275976631027*pi) q[4];\nu3(3.888842265812749*pi,0.8648695679590008*pi,0.8040820707029247*pi) q[5];\nu3(3.7316091092173607*pi,-0.019958559817095822*pi,1.2661310962645982*pi) q[6];\nu3(3.739520321217285*pi,2.575759120204046*pi,3.7179266649442173*pi) q[8];\nu3(3.251586993981114*pi,-0.4098783981086921*pi,4.001333402415062*pi) q[9];\nu3(3.3902263688312964*pi,2.1233455875288216*pi,2.072318351148603*pi) q[10];\nu3(3.25533960181882*pi,3.308048797666305*pi,1.8545702409707654*pi) q[11];\nu3(3.781186490617298*pi,3.108122499601907*pi,3.392807579977238*pi) q[12];\nu3(3.7703976342109433*pi,1.889368474973982*pi,2.3860289419955425*pi) q[13];\nu3(3.168131624399975*pi,2.7720659155420693*pi,0.6626161063407952*pi) q[14];\nu3(3.3706423226515163*pi,-0.34724213027528694*pi,0.741727792927692*pi) q[15];\nu3(3.587923772909797*pi,1.9571714619963214*pi,0.5444304587276118*pi) q[16];\nRxxyyzz(0.4732392595338296*pi,0.2545531783016779*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4493805212318293*pi,0.2991143475848904*pi,0.05222762066322226*pi) q[1],q[16];\nRxxyyzz(0.4249300470026104*pi,0.16824611561518843*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4500478330932998*pi,0.16968575669070948*pi,3.92477526084057*pi) q[3],q[12];\nRxxyyzz(0.45771274749088986*pi,0.26273579386812096*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.43398791323595026*pi,0.23703628407376698*pi,3.8861094229109305*pi) q[8],q[6];\nRxxyyzz(0.3761283873960894*pi,0.289509028561643*pi,3.817212563419689*pi) q[9],q[13];\nRxxyyzz(0.33921111364389983*pi,0.22869768406743907*pi,0.040522055833745796*pi) q[11],q[10];\nu3(3.904730357548512*pi,3.3288621271408196*pi,0.803702457284877*pi) q[0];\nu3(3.161010895807091*pi,1.0460344831800368*pi,4.384646268127613*pi) q[1];\nu3(3.6938086302397104*pi,1.102530369108171*pi,1.222964594058515*pi) q[2];\nu3(3.2084746158968898*pi,3.025959660910572*pi,1.2031948225361138*pi) q[3];\nu3(3.377562031102146*pi,0.004031393438262643*pi,2.281010813161821*pi) q[4];\nu3(3.5185897636306858*pi,3.2718574672796135*pi,4.109673073128773*pi) q[5];\nu3(3.4364931277682653*pi,3.0660270654297177*pi,1.251556296535428*pi) q[6];\nu3(3.6243317030540116*pi,3.3941464741305643*pi,3.6766296008566357*pi) q[7];\nu3(3.287482009967324*pi,0.8626433356217527*pi,1.0876664282807518*pi) q[8];\nu3(3.2780380555994086*pi,2.440047018765752*pi,1.7963190866960745*pi) q[9];\nu3(3.1990078267253543*pi,0.7411701560907737*pi,0.8470124241959789*pi) q[10];\nu3(3.291654838888102*pi,2.038143044572725*pi,1.3307589923736325*pi) q[11];\nu3(3.9400071727671837*pi,2.6083403663283513*pi,0.9434940414056516*pi) q[12];\nu3(3.7214718279412997*pi,2.178754552917211*pi,0.5098932328005867*pi) q[13];\nu3(3.7357988060350813*pi,2.843856327350129*pi,1.542726596495198*pi) q[15];\nu3(3.204414231627329*pi,3.493958845547204*pi,4.1053514563014515*pi) q[16];\nRxxyyzz(0.33302055709174005*pi,0.2808363003934955*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.44882264138620975*pi,0.38239719893539276*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.36778444475104977*pi,0.3273644061645259*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.34680698543407884*pi,0.28994919392058405*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3390711137346595*pi,0.2981528011563852*pi,0.267962671967648*pi) q[8],q[12];\nRxxyyzz(0.4069843506809799*pi,0.32487090199812974*pi,3.8419762335032104*pi) q[9],q[15];\nRxxyyzz(0.4206422328156692*pi,0.3286711349426886*pi,0.19529853625139593*pi) q[11],q[13];\nRxxyyzz(0.39175745639389*pi,0.25410553291258037*pi,3.8114493494593003*pi) q[14],q[16];\nu3(3.626875729625125*pi,0.07491028482074502*pi,0.7893553171926257*pi) q[0];\nu3(3.612521685171827*pi,-0.09130354629945903*pi,3.7360924886452387*pi) q[1];\nu3(3.8272571874894834*pi,2.5504397269232717*pi,0.5014571959905729*pi) q[2];\nu3(3.565018305603062*pi,-0.48867455822139905*pi,2.0747611335322054*pi) q[4];\nu3(3.3748088167334402*pi,2.682866574110718*pi,0.6461975745114696*pi) q[5];\nu3(3.265313040784962*pi,0.14613692636803377*pi,1.7202020439695098*pi) q[6];\nu3(3.7315062196810356*pi,-0.3701965706009478*pi,1.6171715968610485*pi) q[7];\nu3(3.6099403136533157*pi,0.3984300846867689*pi,1.2284897128432961*pi) q[8];\nu3(3.6397515100714655*pi,3.1378274504951085*pi,0.9474126749792608*pi) q[9];\nu3(3.3191801835111883*pi,2.7418870982824686*pi,2.2815635297370562*pi) q[10];\nu3(3.400682878298305*pi,2.2052551376787184*pi,4.367191962109688*pi) q[11];\nu3(3.4243648463837495*pi,3.041416271779511*pi,1.771862151646772*pi) q[12];\nu3(3.611407060344213*pi,0.23504292889052025*pi,0.9986321905754931*pi) q[13];\nu3(3.8656832786819555*pi,1.9593415742410936*pi,0.8937308311130474*pi) q[14];\nu3(3.786224234833284*pi,3.3818595811054184*pi,1.7588665628547728*pi) q[15];\nu3(3.748054121027545*pi,3.470121142249143*pi,0.8902170721808211*pi) q[16];\nRxxyyzz(0.39602594185920015*pi,0.2889423490095241*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.38099396335584995*pi,0.2970824732189837*pi,3.8996995140622808*pi) q[1],q[8];\nRxxyyzz(0.4224083882162199*pi,0.34389075954277537*pi,0.12041034516555142*pi) q[2],q[10];\nRxxyyzz(0.38556534415899435*pi,0.28955798202908434*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4124931655999701*pi,0.2575551197107009*pi,3.8446796695603105*pi) q[7],q[13];\nRxxyyzz(0.2176030328038555*pi,0.13838438343911275*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.39992837814829024*pi,0.24035780838822876*pi,3.9109455027067206*pi) q[11],q[12];\nRxxyyzz(0.4605889598498596*pi,0.20745847309720689*pi,0.0*pi) q[16],q[15];\nu3(3.6469292572301164*pi,3.2321161283405218*pi,0.930239859990377*pi) q[0];\nu3(3.428106900026715*pi,3.4294221145026405*pi,0.6483986845227547*pi) q[1];\nu3(3.7173701974426105*pi,2.8934007081696733*pi,3.1267264411172357*pi) q[2];\nu3(3.166205484524328*pi,1.6724907949439483*pi,1.4485449862882938*pi) q[3];\nu3(3.6544242229739243*pi,-0.11361725336498263*pi,1.627274024733343*pi) q[5];\nu3(3.6147511039300384*pi,2.633051382631439*pi,0.674199788979047*pi) q[6];\nu3(3.616769431026953*pi,0.7530496675410832*pi,2.468654109254535*pi) q[7];\nu3(3.454618373015733*pi,3.0387935390604617*pi,1.469936245410969*pi) q[8];\nu3(3.478520686470815*pi,3.306612486350154*pi,1.209321086558212*pi) q[9];\nu3(3.7032072009960695*pi,-0.4776924454738968*pi,0.5640547980567315*pi) q[10];\nu3(3.5006569580178293*pi,-0.08167068206433381*pi,1.750013937202835*pi) q[11];\nu3(3.61382330083172*pi,2.2758391571467222*pi,2.3029629136506276*pi) q[12];\nu3(3.7702164759643138*pi,0.5769847225618423*pi,1.360647459330517*pi) q[13];\nu3(3.195888907499166*pi,3.0720669709096993*pi,4.401726541881854*pi) q[14];\nu3(3.809702145827487*pi,-0.08183768943292913*pi,1.9098931189962212*pi) q[15];\nu3(3.7046429226798483*pi,0.26766130541046107*pi,0.5971596488287552*pi) q[16];\nRxxyyzz(0.3950817245718193*pi,0.055506679381292355*pi,0.049693646576831674*pi) q[3],q[0];\nRxxyyzz(0.43874228360931966*pi,0.3050375319107399*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.4080255783172496*pi,0.26928098833106884*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4829330961464301*pi,0.2978385221487767*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.28894843236799966*pi,0.125232431148397*pi,3.883508482761541*pi) q[10],q[6];\nRxxyyzz(0.4546860886934798*pi,0.3482484818831897*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4300597407440385*pi,0.1444657733336464*pi,0.0*pi) q[11],q[13];\nu3(3.3367931901633883*pi,-0.08093257091622957*pi,1.6256344981137523*pi) q[0];\nu3(3.88513365844084*pi,3.422865571820745*pi,1.9467581513071581*pi) q[1];\nu3(3.4852744101778974*pi,2.5295731905776764*pi,1.5000944423428084*pi) q[2];\nu3(3.6649554225359373*pi,1.0026764787283526*pi,0.9916398825377601*pi) q[3];\nu3(3.469480559749875*pi,3.1173063047854654*pi,3.9353400915643153*pi) q[4];\nu3(3.7889336568727234*pi,2.2968418440647964*pi,1.785246229739053*pi) q[6];\nu3(3.4750456275721775*pi,2.2776492476830983*pi,0.9290541210953706*pi) q[7];\nu3(3.6387444235902264*pi,2.8139783279394566*pi,0.6317835429898699*pi) q[8];\nu3(3.385853572821394*pi,0.11982542256551443*pi,4.211809657473366*pi) q[10];\nu3(3.3411571728299645*pi,1.5645065056488932*pi,1.4452238564475643*pi) q[11];\nu3(3.385940927630058*pi,0.24495117951937317*pi,2.1504635830245027*pi) q[12];\nu3(3.9174580714586513*pi,0.39164407781435884*pi,0.6713742234733568*pi) q[13];\nu3(3.3373214692195643*pi,3.4829824089275387*pi,3.6856349619892423*pi) q[15];\nu3(3.2179865769172205*pi,-0.03181621758533326*pi,1.9042157783592937*pi) q[16];\nmeasure q[8] -> c[3];\nRxxyyzz(0.3928250675224896*pi,0.32192943353896475*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.38048344560536984*pi,0.19561511951428234*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.37821227868152985*pi,0.17743467242547298*pi,0.06087590877374714*pi) q[2],q[16];\nRxxyyzz(0.44560466193906245*pi,0.21827067161032687*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4003986707274102*pi,0.10247641089526294*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4343659672951401*pi,0.28261895323361075*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4015408916416495*pi,0.3362901875880627*pi,0.1470509625471817*pi) q[13],q[7];\nRxxyyzz(0.37074985875336974*pi,0.14180592447536977*pi,0.06468640905955576*pi) q[9],q[12];\nu3(3.5057210334663775*pi,2.269881606303917*pi,0.717579868678051*pi) q[0];\nu3(3.4842736613554273*pi,0.9692045468727142*pi,1.69852732013676*pi) q[1];\nu3(3.8224838158232464*pi,3.152559179380904*pi,1.9921846437817952*pi) q[2];\nu3(3.5060911478327834*pi,2.158157065701263*pi,1.6450666277186914*pi) q[3];\nu3(3.4639689068695634*pi,-0.053964924743014286*pi,4.477768359656108*pi) q[4];\nu3(3.8323753862049177*pi,2.8533744199660385*pi,1.3133036761677548*pi) q[5];\nu3(3.337483705335731*pi,2.951699930272226*pi,0.8998306350351578*pi) q[6];\nu3(3.375290550565236*pi,3.4492641182603503*pi,1.728834291515545*pi) q[7];\nu3(3.3622961548461694*pi,2.5833757170535274*pi,0.6056399255242905*pi) q[9];\nu3(3.5867660894795272*pi,0.8646174355461151*pi,1.1582057264121568*pi) q[10];\nu3(3.681431705377814*pi,3.3390603493814623*pi,2.2202287561211502*pi) q[11];\nu3(3.4582921073883557*pi,2.9490540756716945*pi,4.057687013359121*pi) q[12];\nu3(3.9792140627224155*pi,0.6843111084484561*pi,3.1816057818201173*pi) q[13];\nu3(3.5987171310127106*pi,-0.1599000354646959*pi,0.5791220687118299*pi) q[14];\nu3(3.575059108612183*pi,3.1203155626057337*pi,2.413447960662954*pi) q[15];\nu3(3.7830861538699856*pi,2.823708804751828*pi,4.286090474124178*pi) q[16];\nmeasure q[14] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[6] -> c[4];\nmeasure q[9] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[4] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[15] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[16] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[0] -> c[15];\nmeasure q[3] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3003145905134113*pi,0.36870754580930354*pi,0.9248003425796405*pi) q[0];\nu3(3.3451226109488963*pi,0.7954745084270405*pi,3.7907204576935665*pi) q[1];\nu3(3.2650631629822606*pi,0.7410417493222361*pi,2.992868198247064*pi) q[2];\nu3(3.4675476761889623*pi,-0.4620286056953495*pi,2.430329059635993*pi) q[3];\nu3(3.546670908960569*pi,-0.12276234621570248*pi,1.9684645280549518*pi) q[4];\nu3(3.3377132853087943*pi,-0.45674369603713477*pi,2.8970113539546203*pi) q[5];\nu3(3.7769932750043815*pi,1.4043934771807336*pi,3.78434613060434*pi) q[6];\nu3(3.4591057545363593*pi,-0.4907505156915666*pi,0.7353959898104625*pi) q[7];\nu3(3.2701032794316625*pi,3.377689082296311*pi,0.8398907717079487*pi) q[8];\nu3(3.111621327873139*pi,-0.2434948522941608*pi,1.5655343628622953*pi) q[9];\nu3(3.706644400595405*pi,3.485242216470808*pi,1.8741184843891325*pi) q[10];\nu3(3.2629148519462774*pi,2.8220595560370905*pi,2.0446689631951545*pi) q[11];\nu3(3.4339077345550084*pi,1.2210472344211376*pi,0.810523684519417*pi) q[12];\nu3(3.368442761256251*pi,-0.3858668705120113*pi,1.8416799672284867*pi) q[13];\nu3(3.1201002604042514*pi,2.6935513524392474*pi,1.9819760860792168*pi) q[14];\nu3(3.393009206347771*pi,2.115053433774582*pi,1.020631489377535*pi) q[15];\nu3(3.6929955954867957*pi,2.7073249446807965*pi,1.6866963270644315*pi) q[16];\nRxxyyzz(0.314284764752489*pi,0.2650203634684214*pi,3.86013232147795*pi) q[0],q[14];\nRxxyyzz(0.30353894625292893*pi,0.270301733979049*pi,3.83480455037627*pi) q[1],q[6];\nRxxyyzz(0.40018045410815006*pi,0.09552257506551687*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.31218902080323996*pi,0.2666834426869882*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3184740979065096*pi,0.15797091816230613*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4094685246162717*pi,0.29043882811406796*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.45995360589838585*pi,0.20733200549128838*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4332276928721797*pi,0.2787825194081255*pi,3.9027988673692597*pi) q[9],q[13];\nu3(3.1536990093054342*pi,2.240749139764772*pi,1.362783981989292*pi) q[0];\nu3(3.8292854993616396*pi,2.5623250639518953*pi,1.63701542767066*pi) q[1];\nu3(3.31644371904879*pi,0.3999562075757287*pi,1.4859874128750947*pi) q[2];\nu3(3.441987083047687*pi,-0.2906891938747852*pi,3.594342572103253*pi) q[3];\nu3(3.4984717162857444*pi,2.0258725385535796*pi,1.7907617261123552*pi) q[4];\nu3(3.753712553731264*pi,-0.18655050573697585*pi,3.781637147093795*pi) q[5];\nu3(3.771348340298358*pi,-0.06293156504204012*pi,4.254030220510364*pi) q[6];\nu3(3.4730611819212434*pi,0.8774762933492164*pi,2.0417099889117605*pi) q[7];\nu3(3.064159341184089*pi,1.8167395055071873*pi,1.6077632491742695*pi) q[8];\nu3(3.3545486236058517*pi,-0.3153427954547534*pi,2.454097762487378*pi) q[9];\nu3(3.758308022815028*pi,2.9558582241204014*pi,0.6333442594049945*pi) q[10];\nu3(3.672660313657406*pi,-0.1260855842537275*pi,1.487263878889098*pi) q[11];\nu3(3.3245019404049887*pi,3.092817232525017*pi,0.8328599935403047*pi) q[12];\nu3(3.5426544426771844*pi,0.974857140443492*pi,0.5148345720223131*pi) q[13];\nu3(3.915475213753107*pi,3.1649277498573416*pi,1.018121937513568*pi) q[14];\nu3(3.6118588341581375*pi,2.886223287102974*pi,1.7323363442184543*pi) q[15];\nRxxyyzz(0.43362068490321015*pi,0.1559321752686047*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.44891897150057003*pi,0.2538729194016637*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4394692016110096*pi,0.1459738705533788*pi,3.8954335059121696*pi) q[3],q[10];\nRxxyyzz(0.3687504333133895*pi,0.17121530752021563*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.40153580659985955*pi,0.13461794742747046*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4499056429628798*pi,0.17937546414419536*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.2706417596816597*pi,0.10288632457523583*pi,3.9345548421745193*pi) q[13],q[15];\nu3(3.414711186953155*pi,2.5379801948829424*pi,1.7936408776533885*pi) q[0];\nu3(3.5298782756522353*pi,2.839229234139064*pi,1.5156267336907985*pi) q[1];\nu3(3.795106867307088*pi,-0.24378181592341086*pi,1.4890526390188126*pi) q[3];\nu3(3.5347300750224835*pi,2.7854271504402828*pi,1.4662750606492116*pi) q[4];\nu3(3.525382829298857*pi,2.7323871464637133*pi,0.7412407048366159*pi) q[5];\nu3(3.7419611515207*pi,0.8218779710953961*pi,2.129294945448874*pi) q[6];\nu3(3.822405248946014*pi,2.478004077549024*pi,1.1922998871986372*pi) q[8];\nu3(3.472257013773675*pi,2.07990018744995*pi,1.0184717471846607*pi) q[9];\nu3(3.678209765161995*pi,3.4942886235026718*pi,1.8564470628947902*pi) q[10];\nu3(3.2673431066359058*pi,3.1914254551520598*pi,0.6589698224002996*pi) q[12];\nu3(3.390059047693268*pi,0.7366453475141532*pi,4.460501524080952*pi) q[13];\nu3(3.862656683869948*pi,2.7077731153539615*pi,1.9593368635024069*pi) q[14];\nu3(3.3931219975874507*pi,2.461668956330271*pi,3.985853402507228*pi) q[15];\nu3(3.3734495331040564*pi,3.325323313946638*pi,1.8250305823824657*pi) q[16];\nRxxyyzz(0.42421286103479*pi,0.3199046460738093*pi,0.09229413581481316*pi) q[0],q[4];\nRxxyyzz(0.33750113202621*pi,0.21780041836944986*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4064413232772022*pi,0.2713107025134632*pi,0.16685370819665962*pi) q[3],q[13];\nRxxyyzz(0.3787166403742095*pi,0.0821116671419535*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3416795467648934*pi,0.04958344506636558*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.32050080998010977*pi,0.10070389568904914*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.3987959966032899*pi,0.35698892401507715*pi,0.0922652589981293*pi) q[10],q[16];\nRxxyyzz(0.43161003331627956*pi,0.17094768833251017*pi,0.0*pi) q[12],q[14];\nu3(3.69667457068837*pi,0.4566937854970361*pi,4.113792935195887*pi) q[0];\nu3(3.9021391147013103*pi,3.452083798437217*pi,1.1366722182609577*pi) q[1];\nu3(3.4181727444111827*pi,-0.4831799975074941*pi,1.8681167423978726*pi) q[3];\nu3(3.26506246054739*pi,0.23468222640498504*pi,4.258390860368895*pi) q[4];\nu3(3.8961209538715633*pi,2.6693587643349987*pi,1.7775799274191841*pi) q[5];\nu3(3.498148641699857*pi,3.4694497230131995*pi,1.3994426871717884*pi) q[6];\nu3(3.763169708538062*pi,-0.2438832267222521*pi,2.038663399579946*pi) q[7];\nu3(3.578882530950602*pi,3.1817720111961885*pi,4.3165630685037595*pi) q[8];\nu3(3.2514847210636892*pi,3.1694005170383948*pi,0.7400742982732642*pi) q[9];\nu3(3.400354857166981*pi,1.8601390115479806*pi,0.5812767325862124*pi) q[10];\nu3(3.5296964267489366*pi,2.117831837641156*pi,0.7050003559826026*pi) q[11];\nu3(3.4994897124913407*pi,1.1985743709211205*pi,1.5659122956707388*pi) q[12];\nu3(3.5224151541849555*pi,2.782545395590537*pi,4.378962702262708*pi) q[13];\nu3(3.4525717194307615*pi,2.5433029570558214*pi,0.6549465832472606*pi) q[14];\nu3(3.4241023894362597*pi,-0.32974690462329137*pi,1.7372218433478346*pi) q[15];\nu3(3.5157946544194894*pi,0.22094071884305566*pi,3.737631363879925*pi) q[16];\nRxxyyzz(0.38684545257909964*pi,0.22133076212759584*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4570230555906285*pi,0.40302018082279556*pi,0.21556022457907287*pi) q[1],q[7];\nRxxyyzz(0.41110153071583*pi,0.1877853877151222*pi,0.047521158611887326*pi) q[2],q[12];\nRxxyyzz(0.48662587998664597*pi,0.30765701498879605*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.38807413213806*pi,0.2896371301923231*pi,3.89675424265486*pi) q[6],q[15];\nRxxyyzz(0.400932379521429*pi,0.38834669437881697*pi,3.93996216588355*pi) q[14],q[16];\nu3(3.431566666560456*pi,0.2204510952834564*pi,1.3979019318576655*pi) q[0];\nu3(3.6705955275439797*pi,3.364633002004935*pi,2.896685672753577*pi) q[1];\nu3(3.0794199138844776*pi,2.204809548218466*pi,4.018712305474313*pi) q[2];\nu3(3.792223748072286*pi,0.018229094811039626*pi,0.7486558720161288*pi) q[4];\nu3(3.216736188853506*pi,-0.06590724442493623*pi,1.983506951653792*pi) q[5];\nu3(3.0604027663945104*pi,0.837134976617524*pi,0.7009772162063626*pi) q[6];\nu3(3.528211111088182*pi,1.8188796133634728*pi,0.6453497092867817*pi) q[7];\nu3(3.509689803851097*pi,-0.2091372304651789*pi,0.6953895873889464*pi) q[9];\nu3(3.6696175089034915*pi,0.23508759241135457*pi,3.741841484248426*pi) q[12];\nu3(3.322228886593322*pi,-0.2733281626099222*pi,2.3989245793182343*pi) q[14];\nu3(3.5228866088342645*pi,2.4623508427403036*pi,1.7202561439381996*pi) q[15];\nu3(3.5210966386438334*pi,0.29818712416351*pi,0.7631598648025544*pi) q[16];\nRxxyyzz(0.36062880145578996*pi,0.3048331304294245*pi,0.11319726572672373*pi) q[0],q[11];\nRxxyyzz(0.32522504500109095*pi,0.16358828891118105*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4177085171880695*pi,0.2271024759094948*pi,3.8883981325884296*pi) q[4],q[14];\nRxxyyzz(0.36171399431695983*pi,0.2018977974512337*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4719636210143694*pi,0.15565132002721516*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.31524595118918963*pi,0.1528265685315653*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.3313343563512695*pi,0.1831910492554505*pi,0.0*pi) q[12],q[15];\nu3(3.653891085411812*pi,3.1494297211734175*pi,2.4017492536751686*pi) q[0];\nu3(3.808785476567373*pi,2.997424482734074*pi,1.0599811638401069*pi) q[2];\nu3(3.4751096335513036*pi,2.447346468957102*pi,0.5841682080976267*pi) q[4];\nu3(3.6628076320154705*pi,-0.1735262292980584*pi,1.4371822659441928*pi) q[5];\nu3(3.4311031730653734*pi,-0.48257106702294983*pi,1.0600901820476172*pi) q[6];\nu3(3.678569730802681*pi,3.151877650274394*pi,3.9309336776642416*pi) q[8];\nu3(3.4589735247021514*pi,-0.010093935450618208*pi,4.19295868587839*pi) q[9];\nu3(3.230159038954813*pi,3.112540653298143*pi,2.404634142839694*pi) q[10];\nu3(3.493685847978427*pi,-0.2607728446164812*pi,0.7254475846304727*pi) q[11];\nu3(3.5607072402985755*pi,2.255086170518111*pi,0.6888769652246107*pi) q[12];\nu3(3.422261288995725*pi,3.3458157628813914*pi,1.1030261597218356*pi) q[13];\nu3(3.6405161202558847*pi,-0.0684542543376152*pi,0.9698350438350021*pi) q[14];\nu3(3.506842643888234*pi,1.2022472656700995*pi,1.785033223099422*pi) q[15];\nu3(3.3122893371469027*pi,-0.43753193081702546*pi,3.7121772135317457*pi) q[16];\nRxxyyzz(0.3750477023199895*pi,0.34093878465853145*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.4032339613786835*pi,0.24307278239246177*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3250369850315398*pi,0.195509437415752*pi,3.9364966233126006*pi) q[2],q[7];\nRxxyyzz(0.33193866123135773*pi,0.17318793861158044*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.43483866658680986*pi,0.22142443178989768*pi,0.07487101364577839*pi) q[4],q[15];\nRxxyyzz(0.3728983583150346*pi,0.1121610005227609*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.2854906893546098*pi,0.14636159077551714*pi,3.9474600003255595*pi) q[8],q[11];\nRxxyyzz(0.3752786753751201*pi,0.3290216633813289*pi,3.91361630403253*pi) q[10],q[13];\nu3(3.079515530214494*pi,3.23452475428307*pi,0.5577741566486816*pi) q[0];\nu3(3.13044953091787*pi,-0.38069005638883036*pi,4.067929691604425*pi) q[1];\nu3(3.53390598120207*pi,0.35417321778871047*pi,0.6598693741888708*pi) q[2];\nu3(3.554263971481356*pi,1.66540048808558*pi,2.0914715488140105*pi) q[3];\nu3(3.4692234578276233*pi,-0.3262507086543138*pi,3.1562160867572002*pi) q[4];\nu3(3.718929767800737*pi,2.362611490127124*pi,3.982081404215217*pi) q[5];\nu3(3.552470744698911*pi,0.23629236586310798*pi,2.1350864770375404*pi) q[6];\nu3(3.786944516704873*pi,0.1842818836520379*pi,0.7207974938019017*pi) q[7];\nu3(3.371263431123494*pi,1.6690730162642273*pi,1.0303503506819722*pi) q[8];\nu3(3.3031287156234157*pi,2.3403191067960503*pi,1.9887811786038296*pi) q[10];\nu3(3.23078516186238*pi,3.1396306844547466*pi,0.5654022166594377*pi) q[11];\nu3(3.4833765430014734*pi,3.043708807508703*pi,1.6182210466926068*pi) q[12];\nu3(3.7904432651841193*pi,3.2141567064674117*pi,2.0588059484051726*pi) q[13];\nu3(3.4813696761879*pi,-0.26944195565022466*pi,1.0593255604535448*pi) q[14];\nu3(3.768802261533656*pi,2.940165037549275*pi,1.8642781317925228*pi) q[15];\nu3(3.84624600496247*pi,3.0529026365175373*pi,4.171143912393814*pi) q[16];\nRxxyyzz(0.4505846014558401*pi,0.3232052897899469*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.44085881468360055*pi,0.37790882059807934*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.3659483444614895*pi,0.19124634861387552*pi,3.9026898344003396*pi) q[2],q[15];\nRxxyyzz(0.2435688067211399*pi,0.1945457362677412*pi,0.10941414207811295*pi) q[8],q[5];\nRxxyyzz(0.418253428853701*pi,0.09587183940988364*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.3972519319201401*pi,0.21239936624979694*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.39737544960492993*pi,0.23871744762941202*pi,0.14601994066160978*pi) q[11],q[13];\nu3(3.2772286259116647*pi,0.9511477257547909*pi,1.3943864649267472*pi) q[0];\nu3(3.3869140093029304*pi,-0.263409758866609*pi,2.0931316029148523*pi) q[1];\nu3(3.631927495133014*pi,-0.003958914524090362*pi,1.3536260254893926*pi) q[2];\nu3(3.402684290886284*pi,-0.4977836460585212*pi,0.9122876550421898*pi) q[4];\nu3(3.3197628456281887*pi,-0.3498151616030294*pi,2.1272945238820347*pi) q[5];\nu3(3.5040763701810183*pi,-0.39286718563457945*pi,1.0065745026212052*pi) q[6];\nu3(3.238105933959643*pi,2.7742712024558216*pi,1.3237557652751284*pi) q[8];\nu3(3.694765004842056*pi,2.9765193592080457*pi,1.330357914950546*pi) q[9];\nu3(3.6071987683828906*pi,0.7100248704129051*pi,2.2119661918572566*pi) q[10];\nu3(3.419642788984115*pi,3.1357322797980967*pi,2.024559380917857*pi) q[11];\nu3(3.0808154878985547*pi,0.08337567252908729*pi,4.3390830421285*pi) q[13];\nu3(3.732190927562198*pi,-0.14877397900152756*pi,0.733083303707515*pi) q[14];\nu3(3.676592830185843*pi,3.1488421993027575*pi,2.0137581927770594*pi) q[15];\nu3(3.516520732673093*pi,3.2300044514493664*pi,2.1801055204211774*pi) q[16];\nRxxyyzz(0.33109028075247*pi,0.3128007828128432*pi,3.9579083486254305*pi) q[0],q[3];\nRxxyyzz(0.42169737218779935*pi,0.16458870825162397*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4308030405370099*pi,0.3081569230912086*pi,0.049371527776389805*pi) q[10],q[2];\nRxxyyzz(0.40171437409524957*pi,0.27295629947782096*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4408087827947501*pi,0.3214921297531195*pi,0.09918236259469962*pi) q[14],q[6];\nRxxyyzz(0.3922808450432099*pi,0.3199558659700634*pi,3.87955091462703*pi) q[7],q[16];\nRxxyyzz(0.28509102987269996*pi,0.16283148786392487*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4523695757334796*pi,0.16242652936466606*pi,0.0*pi) q[12],q[11];\nu3(3.554464340707963*pi,3.147292921762866*pi,1.3823391945011592*pi) q[0];\nu3(3.3884602963798685*pi,0.055572153048686124*pi,4.154215652705313*pi) q[1];\nu3(3.7553337668078535*pi,2.898116962864792*pi,3.3659568993253832*pi) q[2];\nu3(3.343919067023485*pi,-0.1990752556815496*pi,3.887696568335415*pi) q[3];\nu3(3.3701390676702685*pi,1.840732164186571*pi,1.2000526510669096*pi) q[4];\nu3(3.4684893797895415*pi,2.91417536787064*pi,4.418855975831339*pi) q[5];\nu3(3.2660775136609805*pi,-0.4584858723770028*pi,2.677015053115058*pi) q[6];\nu3(3.725770838130031*pi,3.3851667250783124*pi,1.9968646727614892*pi) q[7];\nu3(3.564526566596475*pi,-0.19437818661544676*pi,1.350767021795807*pi) q[9];\nu3(3.7131055945782276*pi,0.2201048219339905*pi,4.057252816783198*pi) q[10];\nu3(3.617351076973174*pi,2.066801065944266*pi,1.1663652272515161*pi) q[11];\nu3(3.8221295032014218*pi,1.872808441551845*pi,1.4831672600252959*pi) q[12];\nu3(3.084361790339652*pi,1.334109087032163*pi,1.749664549767351*pi) q[13];\nu3(3.9653586080005745*pi,-0.37753683680745054*pi,3.709474663921904*pi) q[14];\nu3(3.708682035358204*pi,0.8842864397408077*pi,1.252627314984001*pi) q[15];\nu3(3.362652072596746*pi,2.348049716421124*pi,2.142920800501165*pi) q[16];\nRxxyyzz(0.4205704955474312*pi,0.2807530288545347*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4867520284756398*pi,0.17463382240949543*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.47902363735495*pi,0.2642504674797186*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.42706430495994085*pi,0.28621564634909924*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.36012624056086995*pi,0.16798121914047304*pi,0.1628067253825689*pi) q[4],q[13];\nRxxyyzz(0.4175550276182398*pi,0.37390275042960797*pi,3.9428010896952195*pi) q[8],q[6];\nRxxyyzz(0.37865549305486434*pi,0.3175562983259531*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.33471469862799974*pi,0.26024913069762867*pi,0.0*pi) q[10],q[16];\nu3(3.426475267578935*pi,-0.0045298799136280765*pi,4.1365252725409505*pi) q[0];\nu3(3.3724930599526153*pi,-0.18965858711428207*pi,4.018591054547813*pi) q[1];\nu3(3.090701698037761*pi,-0.004669910062245264*pi,0.6901302194038123*pi) q[2];\nu3(3.473507335702547*pi,2.355031924753132*pi,2.1444577726345018*pi) q[3];\nu3(3.0416185368692186*pi,0.7429471561592311*pi,1.3001592752822495*pi) q[4];\nu3(3.3330247757312854*pi,3.3919615942398633*pi,3.7334333321091924*pi) q[5];\nu3(3.1619866917681874*pi,-0.3697515471551803*pi,1.0469491980191914*pi) q[6];\nu3(3.5309438400842414*pi,-0.31862020070763414*pi,0.604512978246954*pi) q[7];\nu3(3.3486977727162763*pi,2.9642400825638338*pi,0.526280159004294*pi) q[8];\nu3(3.5769458873716213*pi,3.118142336571081*pi,2.268661178599734*pi) q[9];\nu3(3.3077210236147847*pi,2.1639205819475666*pi,0.8167195865283865*pi) q[10];\nu3(3.2165426069325083*pi,0.22665404785266696*pi,1.9455864879585394*pi) q[11];\nu3(3.431444380371017*pi,3.4328293231734537*pi,2.346444511481567*pi) q[12];\nu3(3.28142406945736*pi,-0.08544612228275006*pi,0.9506099893907693*pi) q[13];\nu3(3.2667676408930286*pi,0.056639000657901506*pi,0.7565056343781861*pi) q[14];\nu3(3.8054238452960356*pi,0.17437491791859827*pi,1.327524015876771*pi) q[16];\nRxxyyzz(0.48046615298741*pi,0.10650604598304614*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4005556215916174*pi,0.1141185430276137*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.4926820937260432*pi,0.38404576533591206*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4611443400207307*pi,0.287666196766339*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4815158564911892*pi,0.3415754783927839*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.36818824565628006*pi,0.2449923785210308*pi,0.07629690667402549*pi) q[10],q[9];\nRxxyyzz(0.3573280005644498*pi,0.2300690683284654*pi,3.903449503173791*pi) q[11],q[13];\nRxxyyzz(0.3907641786905299*pi,0.2585579619412171*pi,3.9569132276621897*pi) q[14],q[15];\nu3(3.5636628457880093*pi,2.8237896904803343*pi,0.9611007924916232*pi) q[0];\nu3(3.488875681302765*pi,-0.17831714418549782*pi,1.3743923647104401*pi) q[1];\nu3(3.3566571152171316*pi,1.8936036014017472*pi,0.8037678595284625*pi) q[2];\nu3(3.5941828668454896*pi,3.3919341225200856*pi,4.329766078332927*pi) q[3];\nu3(3.933798532111479*pi,2.729597726231092*pi,0.6943618409971789*pi) q[5];\nu3(3.442015089782487*pi,3.2880589774445554*pi,1.092584533023483*pi) q[6];\nu3(3.5831422710869267*pi,-0.28308421298364755*pi,4.37013459284977*pi) q[7];\nu3(3.5162232131584448*pi,2.4947917086547213*pi,2.211043815761656*pi) q[8];\nu3(3.250513087383078*pi,2.5510639910042876*pi,0.793663651127147*pi) q[9];\nu3(3.550486594139218*pi,0.5788430913102609*pi,3.786977732624299*pi) q[10];\nu3(3.8593862168532493*pi,-0.0727989900828932*pi,2.0107123406279594*pi) q[11];\nu3(3.660019274351084*pi,0.5703218107620673*pi,2.202832956541342*pi) q[12];\nu3(3.2907234450945757*pi,3.1668988384507353*pi,1.1833008991169307*pi) q[13];\nu3(3.1563912596956176*pi,2.7610608157713497*pi,1.07597640403677*pi) q[14];\nu3(3.6737391587297683*pi,2.3303784913479304*pi,2.3876236532680726*pi) q[15];\nu3(3.499172491512829*pi,3.4631475110085335*pi,1.3278326084833605*pi) q[16];\nRxxyyzz(0.45210685477295953*pi,0.15243969874063634*pi,3.947521515721819*pi) q[10],q[0];\nRxxyyzz(0.3165495867235596*pi,0.2692386884978417*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.3486495149681993*pi,0.255336977106998*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.4173133869266802*pi,0.273165337073856*pi,3.8584381434585495*pi) q[6],q[7];\nRxxyyzz(0.4551018793115401*pi,0.303310882628407*pi,3.95321348735998*pi) q[8],q[14];\nRxxyyzz(0.45080132004769013*pi,0.33090568432344203*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.4484154354887898*pi,0.22553390377696736*pi,0.04563830562248377*pi) q[12],q[15];\nu3(3.782199871265116*pi,-0.2419884083742061*pi,0.8997875797346984*pi) q[0];\nu3(3.4477980519691576*pi,3.2895831440719956*pi,1.1738884175102777*pi) q[1];\nu3(3.6127503300531902*pi,-0.01989019223038857*pi,1.5215934107839082*pi) q[4];\nu3(3.219407136320231*pi,2.5923042898915707*pi,1.5557153893677087*pi) q[5];\nu3(3.4731785958526302*pi,0.014460884013745234*pi,0.6900914428579425*pi) q[6];\nu3(3.580233765230003*pi,3.4533269737674575*pi,0.9424136369771428*pi) q[7];\nu3(3.6575495737581782*pi,-0.22842130423768225*pi,1.8036703695137866*pi) q[8];\nu3(3.540161893053512*pi,-0.17520915511012514*pi,2.1519499056615228*pi) q[9];\nu3(3.9069065224357167*pi,3.318275351311263*pi,0.7926759550715508*pi) q[10];\nu3(3.600511382854593*pi,1.312983703385246*pi,1.946849868730765*pi) q[11];\nu3(3.290978862005204*pi,0.9462709669889549*pi,0.9100171428811621*pi) q[12];\nu3(3.222727412882449*pi,2.90474816916472*pi,1.7106149525370082*pi) q[14];\nu3(3.2063047548809642*pi,0.5462838870829623*pi,3.700258951376903*pi) q[15];\nu3(3.281559503561759*pi,-0.46681962608283345*pi,4.310390535037099*pi) q[16];\nRxxyyzz(0.3013032354732497*pi,0.13666751121310394*pi,0.05909383565764337*pi) q[0],q[6];\nRxxyyzz(0.44259677192039965*pi,0.1877762916885208*pi,3.83530057938614*pi) q[5],q[1];\nRxxyyzz(0.4027748723613289*pi,0.2082797101472992*pi,3.9041148844301183*pi) q[2],q[7];\nRxxyyzz(0.4108759036629502*pi,0.24189881764227203*pi,3.9371710381661895*pi) q[9],q[3];\nRxxyyzz(0.41117122855734556*pi,0.16090669473346875*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.3506267503768301*pi,0.11361234994347802*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3643652470690003*pi,0.25492854069925874*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.2623783280463896*pi,0.22727403065072505*pi,3.9563687506126595*pi) q[12],q[14];\nu3(3.1009230076961596*pi,-0.10364731744070449*pi,0.6620906445478565*pi) q[0];\nu3(3.2988899832096523*pi,2.6078007864704396*pi,0.6402411207426293*pi) q[1];\nu3(3.1748975700508897*pi,3.0973606443071224*pi,1.1778591995157037*pi) q[2];\nu3(3.408749201261578*pi,-0.23320856630349385*pi,1.7969832768900775*pi) q[3];\nu3(3.1666962369357163*pi,-0.07783545872483122*pi,4.131273124783915*pi) q[4];\nu3(3.475247860518706*pi,2.1069682023961422*pi,0.9018011202685448*pi) q[5];\nu3(3.897505407566494*pi,3.0502130912689553*pi,3.049473374039017*pi) q[6];\nu3(3.672308426611274*pi,1.3216490713049267*pi,0.5325038373425017*pi) q[7];\nu3(3.7261724865760564*pi,-0.11840320768254597*pi,1.2947234867956094*pi) q[8];\nu3(3.512044402772405*pi,3.083043217614217*pi,1.0008650745147643*pi) q[9];\nu3(3.8128321693478835*pi,0.687904104390284*pi,1.8976227862008073*pi) q[10];\nu3(3.781307080197433*pi,0.3045568867862867*pi,1.4832020880458474*pi) q[11];\nu3(3.8176984030541514*pi,3.4255981813784815*pi,1.5205616557251507*pi) q[12];\nu3(3.2925547040293*pi,2.745384202157488*pi,2.416646492828418*pi) q[14];\nu3(3.8073988088669672*pi,-0.20861851420972904*pi,2.328955454691545*pi) q[15];\nu3(3.3913473042608517*pi,0.2486385798629127*pi,4.319861681574096*pi) q[16];\nRxxyyzz(0.45615653837730014*pi,0.18745473118630765*pi,3.86138246809527*pi) q[0],q[1];\nRxxyyzz(0.41291579042296966*pi,0.29143545584566*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.42596048303258005*pi,0.14189674947697906*pi,3.90697359467507*pi) q[10],q[4];\nRxxyyzz(0.46242541019721994*pi,0.2444930393028263*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.43348860194033945*pi,0.15010348506073093*pi,3.9580296104778903*pi) q[8],q[13];\nRxxyyzz(0.3139769128354501*pi,0.24465669876896223*pi,0.1505055644270854*pi) q[12],q[11];\nRxxyyzz(0.44165512517323*pi,0.26739962530488004*pi,3.7901804010408497*pi) q[14],q[15];\nu3(3.184800360419804*pi,3.4586268297532357*pi,0.9341868721394302*pi) q[0];\nu3(3.579235060625906*pi,1.1496405201211364*pi,0.621871067240539*pi) q[1];\nu3(3.3906167024593428*pi,3.2087479728104515*pi,1.7519537190214605*pi) q[3];\nu3(3.2697304623192918*pi,2.9612570198766464*pi,0.8369323098312234*pi) q[4];\nu3(3.525100284255918*pi,-0.2635003863043846*pi,2.367692981816327*pi) q[6];\nu3(3.819475663832481*pi,-0.05979152470034177*pi,1.6782743675246374*pi) q[8];\nu3(3.1488335664112266*pi,2.3564566737388617*pi,1.5323545213843444*pi) q[9];\nu3(3.1743460649427684*pi,3.3461680943687133*pi,2.1320651482627926*pi) q[10];\nu3(3.3770355920906994*pi,0.44441012418182435*pi,0.9480917559154927*pi) q[11];\nu3(3.3952729162778423*pi,2.163153895322037*pi,0.6670315269178789*pi) q[12];\nu3(3.2580055223556323*pi,0.1994119595003413*pi,1.1487078212024504*pi) q[13];\nu3(3.7090065391022096*pi,2.4811612679751613*pi,2.311195754720534*pi) q[14];\nu3(3.5876510115414377*pi,2.8976209826915804*pi,1.3536171262996344*pi) q[15];\nu3(3.0918191207602326*pi,0.25833499368408674*pi,0.9127092996140344*pi) q[16];\nRxxyyzz(0.4331897396811303*pi,0.25142703913048914*pi,0.13555674889434852*pi) q[0],q[8];\nRxxyyzz(0.3643029448491495*pi,0.22618031152428397*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4235804371500001*pi,0.2852004662012808*pi,3.9340267134186306*pi) q[2],q[3];\nRxxyyzz(0.4382882056821096*pi,0.38174104558312216*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.32139843204745994*pi,0.194562688746454*pi,3.9009955858041696*pi) q[5],q[14];\nRxxyyzz(0.44396456145474905*pi,0.1288231488040541*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.3851349437973599*pi,0.1136093259101294*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4209726869102402*pi,0.3487517276150424*pi,0.21594443925236173*pi) q[10],q[9];\nu3(3.3039078696713418*pi,2.7437503896019653*pi,1.4444063316901206*pi) q[0];\nu3(3.738369956842034*pi,3.291263042751987*pi,1.075659251490071*pi) q[1];\nu3(3.580182525583985*pi,1.3947726821332749*pi,0.5043965116967062*pi) q[2];\nu3(3.3878929766577213*pi,-0.35115252026431487*pi,0.8125544521586268*pi) q[3];\nu3(3.199109591311369*pi,0.9694673118491921*pi,4.004212258584872*pi) q[4];\nu3(3.102184989098163*pi,2.307213664119512*pi,0.8131068948271728*pi) q[5];\nu3(3.8253554321852334*pi,0.246403621451746*pi,1.7964988579347927*pi) q[6];\nu3(3.2729962378501885*pi,2.7014491794556883*pi,2.1159667923924834*pi) q[7];\nu3(3.50881966143133*pi,0.6453723304133945*pi,3.8802804914294144*pi) q[8];\nu3(3.703002711349564*pi,0.3075378007163627*pi,1.248911992902348*pi) q[9];\nu3(3.2417688012992483*pi,0.5090399546530899*pi,1.281821198486584*pi) q[10];\nu3(3.2179546914490214*pi,-0.3240836532712652*pi,1.530564263933926*pi) q[11];\nu3(3.971456100347995*pi,0.014800628881864397*pi,1.3767123925850953*pi) q[12];\nu3(3.669267144648675*pi,3.085854906257205*pi,4.291194932050082*pi) q[13];\nu3(3.352477575976531*pi,-0.024066405950129433*pi,2.0774296325362243*pi) q[14];\nu3(3.3418477692448274*pi,-0.42986957805290527*pi,0.6582122469461442*pi) q[16];\nRxxyyzz(0.3803723150910897*pi,0.3124885755017761*pi,0.055511952963200856*pi) q[2],q[0];\nRxxyyzz(0.4207243396149599*pi,0.25971052177402143*pi,0.0895291249176738*pi) q[3],q[15];\nRxxyyzz(0.4352270182176279*pi,0.3509062460733665*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.25218083034859984*pi,0.08512633304021355*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4166816510216299*pi,0.24968249429534972*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4717558665160101*pi,0.15730660958681142*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4329676686996997*pi,0.11725817892702317*pi,0.0*pi) q[12],q[13];\nRxxyyzz(0.4530531022413796*pi,0.1199995047532693*pi,3.9242793197596395*pi) q[14],q[16];\nu3(3.3423116751142348*pi,0.5077090994031115*pi,2.4388814697868844*pi) q[0];\nu3(3.3867538553102223*pi,0.030081850607331373*pi,3.174366948962602*pi) q[2];\nu3(3.7738851993455946*pi,2.1115194624294533*pi,0.8880854545731368*pi) q[3];\nu3(3.80479981824073*pi,-0.3771903719960659*pi,2.0129559696627757*pi) q[4];\nu3(3.6019760897215822*pi,3.3822034995891737*pi,4.489299940082582*pi) q[5];\nu3(3.1767209795398146*pi,3.310841133623651*pi,2.2013362212998966*pi) q[6];\nu3(3.5477299621060814*pi,-0.13494613520900012*pi,0.9961559909037812*pi) q[7];\nu3(3.422968786956546*pi,0.5464348846056575*pi,0.555068596076419*pi) q[8];\nu3(3.262534417659319*pi,3.097417658601194*pi,0.7744914150094644*pi) q[9];\nu3(3.374069052249837*pi,2.2780162316012547*pi,1.265808097841333*pi) q[10];\nu3(3.3524794150223935*pi,1.6003410125053241*pi,1.5404598006137786*pi) q[11];\nu3(3.7388309653501692*pi,-0.09945552736580676*pi,1.0947486077089756*pi) q[12];\nu3(3.4638664902898824*pi,2.702920668612478*pi,0.5199501880257866*pi) q[13];\nu3(3.6670076584430413*pi,3.3121847628480343*pi,1.1955572026352974*pi) q[14];\nu3(3.3292533870836154*pi,0.916319106608714*pi,1.1383483426324061*pi) q[15];\nu3(3.3613974703084626*pi,1.6938874781590743*pi,0.5229039069326147*pi) q[16];\nmeasure q[4] -> c[1];\nRxxyyzz(0.2523937694733797*pi,0.16485217235138494*pi,3.95430703781801*pi) q[5],q[0];\nRxxyyzz(0.31203268326000044*pi,0.25032533011682834*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.3965390520476296*pi,0.2881085026043739*pi,0.05776856683740113*pi) q[2],q[16];\nRxxyyzz(0.36967554766140953*pi,0.2614380497904408*pi,0.07443469285106069*pi) q[3],q[11];\nRxxyyzz(0.43134620697512993*pi,0.3716541893721903*pi,3.9281880208512696*pi) q[14],q[6];\nRxxyyzz(0.42887769085607197*pi,0.3545308920964222*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.42316281835926983*pi,0.3134188624810345*pi,0.11667296583143884*pi) q[10],q[13];\nRxxyyzz(0.35235179527662996*pi,0.2916563566866357*pi,0.0*pi) q[12],q[15];\nu3(3.9395634694721315*pi,-0.37268598096079775*pi,0.7497487713121509*pi) q[0];\nu3(1.7794902271655062*pi,3.1222763174970343*pi,0.6881983046491382*pi) q[1];\nu3(3.6955735842618003*pi,2.16755707054723*pi,0.7907656705885977*pi) q[2];\nu3(3.5920445321491963*pi,2.632516705878804*pi,3.5923963137221966*pi) q[3];\nu3(3.4655503379124775*pi,0.35517851540620493*pi,4.119936246895319*pi) q[5];\nu3(3.805872680591691*pi,3.4267916693534755*pi,1.9420731006735727*pi) q[6];\nu3(0.5207662386097928*pi,1.034968545567195*pi,1.8313223280153175*pi) q[7];\nu3(3.3292220632002403*pi,-0.012006767750600111*pi,4.3485665637419055*pi) q[8];\nu3(3.667785206688298*pi,-0.0947334418810531*pi,1.4504701257039183*pi) q[9];\nu3(3.5907977129233695*pi,2.1283408713980876*pi,3.958805509305381*pi) q[10];\nu3(3.5337971589021366*pi,3.1634465834867322*pi,1.4700659941379874*pi) q[11];\nu3(3.2461262161730935*pi,-0.22370500207167465*pi,2.246725733277548*pi) q[12];\nu3(3.848753091679266*pi,2.4636128446005334*pi,4.079671636822029*pi) q[13];\nu3(3.2469306076948357*pi,0.2242816164431105*pi,2.4254545099491986*pi) q[14];\nu3(3.958603465608603*pi,0.24892509670950402*pi,1.3463226871777663*pi) q[15];\nu3(3.39021617185494*pi,0.9454462740976346*pi,0.7846460633968941*pi) q[16];\nmeasure q[1] -> c[10];\nmeasure q[7] -> c[14];\nRxxyyzz(0.43595579902630993*pi,0.26665573842857826*pi,3.9094644057991896*pi) q[0],q[10];\nRxxyyzz(0.3915374193062904*pi,0.13066605555176913*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4461750071880197*pi,0.26104666085160133*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.46002782691823996*pi,0.19679175965386578*pi,0.15367395585916815*pi) q[5],q[11];\nRxxyyzz(0.45164927112008957*pi,0.21543157328158627*pi,0.06686034334216498*pi) q[6],q[12];\nRxxyyzz(0.23448281609055982*pi,0.14838845331427875*pi,0.09905603680367481*pi) q[8],q[14];\nRxxyyzz(0.48678041305404995*pi,0.12885419704843593*pi,0.0*pi) q[16],q[13];\nu3(3.5913719320073247*pi,1.2231685842389028*pi,0.5523294288997094*pi) q[0];\nu3(3.2403216685443033*pi,1.169654220754508*pi,4.384302689378466*pi) q[2];\nu3(3.785478860884338*pi,0.8483606373249901*pi,1.0487130458729343*pi) q[3];\nu3(3.236568625291363*pi,2.559899036614229*pi,1.647898137823311*pi) q[5];\nu3(3.7341249058760666*pi,2.4486775247878807*pi,4.470987993697879*pi) q[6];\nu3(1.4566188353423448*pi,-0.38212650916544266*pi,0.5993011241300141*pi) q[8];\nu3(3.4648417141693386*pi,2.8641143783132836*pi,1.5028462328168977*pi) q[9];\nu3(3.613761149036462*pi,2.300506333877884*pi,1.768966130761581*pi) q[10];\nu3(3.5691689065409147*pi,0.34261806169097175*pi,3.4669468248996127*pi) q[11];\nu3(3.433104511035772*pi,3.4090766402126818*pi,1.5066706234862726*pi) q[12];\nu3(3.5785033289963346*pi,1.206267433476542*pi,1.5194043319757538*pi) q[13];\nu3(2.7476449669858463*pi,3.138174336807592*pi,3.879159669547781*pi) q[14];\nu3(3.6266450852637027*pi,0.2860710983436241*pi,1.9511124140483553*pi) q[15];\nu3(3.414028311724895*pi,1.088436942313466*pi,4.15875038332743*pi) q[16];\nmeasure q[5] -> c[0];\nmeasure q[8] -> c[2];\nmeasure q[15] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[9] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[14] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[3] -> c[11];\nmeasure q[16] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[12] -> c[15];\nmeasure q[11] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.713792706379363*pi,0.943737162924764*pi,1.8371467896777582*pi) q[0];\nu3(3.6042694241725233*pi,3.403262116857441*pi,4.221921946592119*pi) q[1];\nu3(3.8267256141281836*pi,-0.07204542993961588*pi,2.988490461392699*pi) q[2];\nu3(3.875759637718974*pi,2.4454267054507213*pi,4.340597995112215*pi) q[3];\nu3(3.6540937618130154*pi,0.25306134428417815*pi,1.0613836818492648*pi) q[4];\nu3(3.776498154022374*pi,2.74966152824724*pi,3.6987953303980294*pi) q[5];\nu3(3.530485041264305*pi,3.037533281932218*pi,3.3079117275415437*pi) q[6];\nu3(3.320542570965079*pi,0.5092632449255268*pi,1.8155495792127896*pi) q[7];\nu3(3.760531095370322*pi,2.8663918687761103*pi,3.2658158509056854*pi) q[8];\nu3(3.2916988578819284*pi,2.6134525645577233*pi,4.369566055927207*pi) q[9];\nu3(3.868565886562611*pi,2.819529711998912*pi,1.794532798690331*pi) q[10];\nu3(3.6213164124409167*pi,3.005398664125954*pi,2.342318885117348*pi) q[11];\nu3(3.895190241802983*pi,2.7983215132321817*pi,4.12030750313925*pi) q[12];\nu3(3.4574072601908528*pi,0.9089484839011344*pi,0.668214235653762*pi) q[13];\nu3(3.7753512950948767*pi,2.366692766650252*pi,1.6489914203697216*pi) q[14];\nu3(3.6581501670004175*pi,1.6411759386688325*pi,2.5130581082170758*pi) q[15];\nu3(3.273825292145166*pi,1.3438043223883216*pi,3.4852356551206642*pi) q[16];\nRxxyyzz(0.4080401633052801*pi,0.14953253098515293*pi,3.91801933312063*pi) q[0],q[8];\nRxxyyzz(0.40377575606299987*pi,0.31001391362571523*pi,3.8102983346403096*pi) q[1],q[13];\nRxxyyzz(0.42801627466062003*pi,0.2702305200707986*pi,0.10635023957283965*pi) q[2],q[5];\nRxxyyzz(0.34247251813535007*pi,0.1978281430675204*pi,0.17709703214897488*pi) q[3],q[7];\nRxxyyzz(0.3718427766674298*pi,0.2671614032095686*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.43527685733849003*pi,0.3508470237299859*pi,0.14371665394666852*pi) q[6],q[12];\nRxxyyzz(0.34525339708018976*pi,0.15801192226929706*pi,0.13475709770268995*pi) q[11],q[16];\nRxxyyzz(0.3383665350855403*pi,0.19499557163038705*pi,3.86183409845642*pi) q[14],q[15];\nu3(3.44029913841452*pi,3.1583122935299115*pi,1.358432444614942*pi) q[0];\nu3(3.467952690561151*pi,-0.2968703874402581*pi,0.8161943743994655*pi) q[1];\nu3(3.76106619726723*pi,1.8761052626137933*pi,0.6495720282758578*pi) q[2];\nu3(3.2221857322787635*pi,-0.43716360652441627*pi,1.7384044969074446*pi) q[3];\nu3(3.6465354248347803*pi,-0.47306738670472437*pi,1.5103651625501704*pi) q[4];\nu3(3.8638183356953384*pi,-0.22767391002046689*pi,3.0886465328598964*pi) q[5];\nu3(3.5934509773837546*pi,-0.1590349537036138*pi,3.518381128944156*pi) q[6];\nu3(3.7761395780947473*pi,-0.14848818725860075*pi,4.3270545346924525*pi) q[7];\nu3(3.184062533534116*pi,0.5643118103216409*pi,0.9660462009363595*pi) q[8];\nu3(3.915236078255956*pi,0.2733929101389323*pi,0.5796842060893075*pi) q[9];\nu3(3.2498299030812268*pi,-0.17402833639279686*pi,2.2733116732251157*pi) q[11];\nu3(3.6039695784334995*pi,0.7518444667731456*pi,3.765687064984101*pi) q[12];\nu3(3.7890537289701984*pi,0.9569814432689294*pi,0.8004816725339934*pi) q[13];\nu3(3.562437050936043*pi,-0.058821683574817096*pi,2.008591478799813*pi) q[14];\nu3(3.536832241421901*pi,2.759896924927413*pi,0.6789352850297005*pi) q[15];\nu3(3.343273254678067*pi,2.743075087745437*pi,4.380881120562181*pi) q[16];\nRxxyyzz(0.42873203615868993*pi,0.37129369643149657*pi,0.08347880744946057*pi) q[0],q[4];\nRxxyyzz(0.48640522483430904*pi,0.35553748357225246*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.39607768649058*pi,0.2595310220986526*pi,3.9532969284714614*pi) q[2],q[11];\nRxxyyzz(0.3295886407555456*pi,0.2061748208605697*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3556272569862591*pi,0.2118065853262011*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.44681950386106*pi,0.27208418333201*pi,0.13848621785328752*pi) q[6],q[15];\nRxxyyzz(0.42117320541108955*pi,0.1930833782619787*pi,0.08154203210611184*pi) q[7],q[13];\nRxxyyzz(0.4338371586573294*pi,0.19989202983465604*pi,0.0*pi) q[9],q[10];\nu3(3.898677417168154*pi,1.9579640883887777*pi,1.482498305267565*pi) q[0];\nu3(3.667098893703689*pi,-0.3620201837620891*pi,1.0623096112874593*pi) q[1];\nu3(3.2413648836688465*pi,-0.10838950598852531*pi,1.4737194125127884*pi) q[2];\nu3(3.8820326842301*pi,0.1335371519254468*pi,1.6899535215771713*pi) q[3];\nu3(3.7167530069068118*pi,3.427316099971274*pi,3.9098196908688028*pi) q[4];\nu3(3.59628998527708*pi,2.712504496407396*pi,1.1859029870288817*pi) q[5];\nu3(3.5845163583429134*pi,1.8688543935502935*pi,0.5167970548423007*pi) q[6];\nu3(3.586953746004912*pi,3.1598528120589138*pi,0.9120161619118299*pi) q[7];\nu3(3.898601112467512*pi,-0.17398544946406164*pi,0.7572771439447017*pi) q[8];\nu3(3.210455278328917*pi,-0.46862820347335654*pi,3.9579498902050156*pi) q[9];\nu3(3.722201711509447*pi,1.7057120652908746*pi,1.502525888733455*pi) q[10];\nu3(3.7075870284784913*pi,3.0320800492187647*pi,0.8544048307822907*pi) q[11];\nu3(3.57880472349415*pi,-0.4720637370258852*pi,1.8502415772550957*pi) q[13];\nu3(3.457403483213426*pi,2.8503091881040463*pi,2.432708315475237*pi) q[14];\nu3(3.751558867955948*pi,1.0304555978994685*pi,0.5995442376051144*pi) q[15];\nu3(3.2732086962899176*pi,2.1149081334676585*pi,0.9364046853873087*pi) q[16];\nRxxyyzz(0.3709378721216701*pi,0.15388909837895592*pi,3.869144424840959*pi) q[0],q[13];\nRxxyyzz(0.43477944863565066*pi,0.24797069243205905*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4618072415816705*pi,0.2323867418373653*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4352100881903395*pi,0.2564283749082307*pi,3.8549940869876504*pi) q[5],q[7];\nRxxyyzz(0.3743015709720395*pi,0.21197243048223438*pi,0.143812935855796*pi) q[9],q[6];\nRxxyyzz(0.41384328951134286*pi,0.3635231143994924*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.44485510433763054*pi,0.37810824822164596*pi,0.0*pi) q[14],q[15];\nu3(3.701434212755025*pi,0.07948925130739393*pi,1.69537729546812*pi) q[0];\nu3(3.6725491018171157*pi,-0.41547575897471045*pi,0.7853763149991311*pi) q[1];\nu3(3.8429324204913025*pi,3.0466953532985945*pi,0.6287026901698174*pi) q[3];\nu3(3.554570420904547*pi,2.8720241444119132*pi,1.7808001359273526*pi) q[5];\nu3(3.759960442985157*pi,2.802312121911947*pi,3.8797451007975337*pi) q[6];\nu3(3.670810784375301*pi,1.304710764158417*pi,0.7484081252969128*pi) q[7];\nu3(3.8295632823982837*pi,3.2228067331711734*pi,4.088865031879418*pi) q[8];\nu3(3.980773056365273*pi,1.669412404326716*pi,4.331644867966952*pi) q[9];\nu3(3.421223491347137*pi,3.356113415980401*pi,1.2355580672685038*pi) q[10];\nu3(3.1963619419772686*pi,-0.25024996080998513*pi,2.307676759597971*pi) q[12];\nu3(3.693265802363933*pi,1.3376767611659524*pi,0.7841272889375226*pi) q[13];\nu3(3.282325429183944*pi,-0.05496723396227304*pi,0.7008528097394398*pi) q[14];\nu3(3.4537482118631284*pi,-0.29857332143833004*pi,2.9096137144201926*pi) q[15];\nu3(3.4875876842229445*pi,-0.022864860901577355*pi,2.0065130934537034*pi) q[16];\nRxxyyzz(0.3516780032027196*pi,0.31331471996667704*pi,0.23906093344745472*pi) q[0],q[3];\nRxxyyzz(0.3355568818638996*pi,0.23146699370964807*pi,0.09443088912485997*pi) q[15],q[1];\nRxxyyzz(0.4710058231837081*pi,0.18289485677459194*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.42134036502772*pi,0.3084249464679823*pi,3.94377400056859*pi) q[4],q[8];\nRxxyyzz(0.37908175553604995*pi,0.17527302634456465*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.31051955895194006*pi,0.21034431739328596*pi,3.9528726917933295*pi) q[6],q[7];\nRxxyyzz(0.35009591129622997*pi,0.12111731571330786*pi,0.046529097097598004*pi) q[9],q[13];\nRxxyyzz(0.40537255064920996*pi,0.16857180000059302*pi,0.0*pi) q[16],q[10];\nu3(3.58396261520815*pi,3.491637391469128*pi,2.480894570022459*pi) q[0];\nu3(3.371185573292091*pi,3.3949503776978256*pi,2.7261666914337384*pi) q[1];\nu3(3.760663283230878*pi,0.6480255520974096*pi,2.137020207817315*pi) q[2];\nu3(3.2832528004552755*pi,2.788800448770272*pi,3.899952813874864*pi) q[3];\nu3(3.302796887462345*pi,2.9256958941812963*pi,1.3060455527687909*pi) q[4];\nu3(3.4058317831882716*pi,0.4302968056212695*pi,1.7736781783585567*pi) q[5];\nu3(3.1907085306565506*pi,3.1452064802654016*pi,0.5734360367214304*pi) q[6];\nu3(3.5145018158755397*pi,-0.08210437545505433*pi,1.3623145694627126*pi) q[7];\nu3(3.3765345060263767*pi,1.6330929702904493*pi,0.6282961409724366*pi) q[8];\nu3(3.5643725292068704*pi,-0.23900955368596777*pi,1.829917719154946*pi) q[9];\nu3(3.6302676163636978*pi,3.4569997163859894*pi,1.3982425887801166*pi) q[10];\nu3(3.75994781303587*pi,2.8266109631617633*pi,1.480335799229999*pi) q[12];\nu3(3.3579515144727052*pi,-0.1639811777801673*pi,2.9843665327697493*pi) q[13];\nu3(3.531698701776063*pi,2.922689914854654*pi,0.7812440672349923*pi) q[14];\nu3(3.331411379537802*pi,0.39097157781040126*pi,1.2193753326843684*pi) q[15];\nu3(3.1603723613411914*pi,1.5444938216406707*pi,2.1293404401494387*pi) q[16];\nRxxyyzz(0.31532190626643003*pi,0.1979429865269422*pi,3.8350058727695107*pi) q[0],q[16];\nRxxyyzz(0.38238497615453027*pi,0.3422696808618124*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4453596867196396*pi,0.316424916382011*pi,0.10436325088584907*pi) q[6],q[2];\nRxxyyzz(0.4157416194892951*pi,0.2587858273259367*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.3689860816502501*pi,0.2092821591793372*pi,0.14289278246165157*pi) q[14],q[4];\nRxxyyzz(0.31309726887895994*pi,0.29149536720683256*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.3526741908990302*pi,0.23595779426357322*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.3722075438439*pi,0.07587679158084626*pi,0.0*pi) q[9],q[10];\nu3(3.3813137836221614*pi,0.07875813119404851*pi,4.185242787134761*pi) q[0];\nu3(3.4740927974416396*pi,-0.13235981165345534*pi,0.8163173966160798*pi) q[1];\nu3(3.291154943264684*pi,3.249621287611723*pi,1.7058000406451006*pi) q[2];\nu3(3.8879289803739803*pi,0.6040762074936719*pi,0.7321221188819061*pi) q[3];\nu3(3.3025788559512685*pi,-0.3905278559341423*pi,4.160846176604979*pi) q[4];\nu3(3.643400643994118*pi,-0.3200833236911356*pi,0.5937898103289938*pi) q[5];\nu3(3.345944085350661*pi,-0.042882718914923346*pi,4.426504088569321*pi) q[6];\nu3(3.4825691815771496*pi,3.165442810275196*pi,1.0277712623869544*pi) q[7];\nu3(3.699810173139753*pi,0.1966459847048806*pi,2.0243821852440522*pi) q[8];\nu3(3.1363101337572*pi,0.500140880184663*pi,1.5497124202359298*pi) q[9];\nu3(3.2448629970406557*pi,3.332526806401159*pi,3.8307646944672196*pi) q[10];\nu3(3.2552135870476544*pi,0.8457204536172747*pi,1.4896301382935302*pi) q[11];\nu3(3.443062614601059*pi,1.0680251716773048*pi,1.1667451634157575*pi) q[13];\nu3(3.3973711369638595*pi,-0.386171739678409*pi,3.107552938756437*pi) q[14];\nu3(3.5518019279644175*pi,0.7739015664132791*pi,2.1684288074459594*pi) q[15];\nu3(3.725555399631646*pi,3.3319825041278808*pi,0.8616334154155805*pi) q[16];\nRxxyyzz(0.38868483417561006*pi,0.2570911015276015*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.42897752466104944*pi,0.1160811296707722*pi,0.05077167877704758*pi) q[16],q[1];\nRxxyyzz(0.4204735548016263*pi,0.3833430304219658*pi,0.19909995351062226*pi) q[3],q[14];\nRxxyyzz(0.42837536804089016*pi,0.36152981559449787*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.38273460183491986*pi,0.09450734379624007*pi,0.05224598842809254*pi) q[15],q[5];\nRxxyyzz(0.4789450068923601*pi,0.21769772956719735*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4259884775450897*pi,0.3306771412737271*pi,3.8931728157161505*pi) q[9],q[8];\nu3(3.217374008607656*pi,1.0077892231142824*pi,1.3094129402929378*pi) q[0];\nu3(3.7205282014232783*pi,0.3647131395441824*pi,3.446434945025139*pi) q[1];\nu3(3.6598567170720564*pi,3.0264961185730517*pi,4.13600667339238*pi) q[3];\nu3(3.5610781972247745*pi,1.9629701623774256*pi,4.115371924196234*pi) q[4];\nu3(3.3642724203743506*pi,2.954034227106706*pi,0.6232337153845952*pi) q[5];\nu3(3.393172329668209*pi,3.2040523576425497*pi,1.3495056573985664*pi) q[7];\nu3(3.49712670500936*pi,-0.00946076963670539*pi,1.6174077793457173*pi) q[8];\nu3(3.2963220859559876*pi,2.3874894998252154*pi,0.5643829192209373*pi) q[9];\nu3(3.2767360517387427*pi,0.5684605335447708*pi,0.6737929007253587*pi) q[10];\nu3(3.3892207317055765*pi,3.467344397352914*pi,3.9863233977802977*pi) q[11];\nu3(3.1087185109367232*pi,2.8312731199315992*pi,2.186652400013037*pi) q[12];\nu3(3.215256195852145*pi,2.428942497027043*pi,4.122481335342538*pi) q[14];\nu3(3.757713636075748*pi,2.320688894507792*pi,0.5536105609973397*pi) q[15];\nu3(3.5228415546976155*pi,1.785050150549918*pi,4.122198835121834*pi) q[16];\nRxxyyzz(0.45715433000319994*pi,0.3437051165981774*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4586469529251999*pi,0.2874886634458901*pi,0.13529575301966684*pi) q[10],q[2];\nRxxyyzz(0.33116345780072015*pi,0.1659826716490045*pi,3.9322762338542194*pi) q[9],q[4];\nRxxyyzz(0.34850348508556017*pi,0.10567288985428913*pi,0.05527753115375589*pi) q[8],q[5];\nRxxyyzz(0.45430987334478*pi,0.21942943814547497*pi,0.10436229214135455*pi) q[6],q[11];\nRxxyyzz(0.37784608182000934*pi,0.3739426840858596*pi,0.07501926790956048*pi) q[7],q[15];\nRxxyyzz(0.2978475623394195*pi,0.12819018649827285*pi,0.056142311464025596*pi) q[12],q[16];\nu3(3.5250597652033124*pi,0.5651917124980419*pi,0.8638893393858914*pi) q[0];\nu3(3.362294677361229*pi,-0.33287808259511104*pi,3.974130487602607*pi) q[2];\nu3(3.2076550568421465*pi,-0.14464933736992958*pi,3.9756796470109075*pi) q[4];\nu3(3.590640420198488*pi,-0.07772486976846382*pi,4.141241010200254*pi) q[5];\nu3(3.4706707705211968*pi,-0.06564561616373288*pi,0.5657671612564039*pi) q[6];\nu3(3.6739608869963716*pi,3.2295689989555023*pi,1.6303396641103418*pi) q[7];\nu3(3.1848203585544574*pi,3.08727639161636*pi,2.478547039594849*pi) q[8];\nu3(3.398017616001505*pi,-0.3153143912835452*pi,3.2210306172621426*pi) q[9];\nu3(3.498140888439421*pi,0.27680155130747064*pi,3.5114493743172623*pi) q[10];\nu3(3.423636693497647*pi,2.8599200479668845*pi,3.926106949086883*pi) q[11];\nu3(3.56032501238928*pi,-0.3597115081564175*pi,0.9249907878104322*pi) q[12];\nu3(3.405253144060624*pi,3.4065271687455074*pi,0.6150946348238806*pi) q[13];\nu3(3.9052723126846467*pi,0.06395960016533608*pi,4.373982729144904*pi) q[15];\nu3(3.6412241372938725*pi,2.3194602681165746*pi,0.9333730306790333*pi) q[16];\nRxxyyzz(0.4763025577929906*pi,0.3561008077169039*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.42577037997455325*pi,0.31354820710238773*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.3462462026535502*pi,0.13306061111685763*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3755572088998681*pi,0.1664990928957134*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.46215607566825956*pi,0.2630066944744982*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4019806904644625*pi,0.35718442612634516*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.41566456813317976*pi,0.20119375659532468*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4125473221242621*pi,0.3128732843599628*pi,0.08426097637115096*pi) q[14],q[13];\nu3(3.84059516854627*pi,-0.28213388071596135*pi,0.7524254839802058*pi) q[1];\nu3(3.308803382423891*pi,3.266559056104004*pi,4.489351718676456*pi) q[2];\nu3(3.3935467626095357*pi,-0.21073462480927807*pi,1.532534651214553*pi) q[3];\nu3(3.519369349545504*pi,-0.30650888534247184*pi,0.5961686452011696*pi) q[4];\nu3(3.417767207988935*pi,2.017848999141386*pi,1.5231792129218182*pi) q[5];\nu3(3.564241937756985*pi,3.462084442007692*pi,3.6803397356773275*pi) q[6];\nu3(3.519282820294138*pi,1.268105034717719*pi,1.3436629306488426*pi) q[7];\nu3(3.701021328830329*pi,-0.4551586082721123*pi,4.019045976764745*pi) q[8];\nu3(3.6030998952680005*pi,2.9606979267108797*pi,0.8565387020188959*pi) q[9];\nu3(3.4136207882184335*pi,0.0708786295823447*pi,1.3615413973574875*pi) q[10];\nu3(3.498438788449137*pi,0.2595761539573167*pi,1.7068095646197574*pi) q[11];\nu3(3.702375867615547*pi,-0.09992525497658039*pi,4.1329776393947855*pi) q[12];\nu3(3.3067571070695108*pi,2.4559046944092024*pi,3.8104322777769037*pi) q[13];\nu3(3.841291011254886*pi,3.1003120642563626*pi,3.5699315609707147*pi) q[14];\nu3(3.6721311592695667*pi,1.2803959510084209*pi,1.703788430311306*pi) q[15];\nu3(3.0862366869500435*pi,-0.40737918146191016*pi,1.0435619879751035*pi) q[16];\nRxxyyzz(0.4096809553818501*pi,0.2979743756978648*pi,0.26617785890846146*pi) q[3],q[0];\nRxxyyzz(0.39136140520596996*pi,0.09450369166495409*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.4386686542515*pi,0.17309280039277364*pi,0.08424283513944864*pi) q[5],q[11];\nRxxyyzz(0.39670330285772953*pi,0.12587082139168482*pi,3.93483090902431*pi) q[9],q[6];\nRxxyyzz(0.45444468008792005*pi,0.20620883205520585*pi,3.9500521468685506*pi) q[12],q[7];\nRxxyyzz(0.3239060048093397*pi,0.24787816087714587*pi,0.09960163668778632*pi) q[10],q[13];\nu3(3.7308540771821597*pi,3.069549373669033*pi,4.020996173101971*pi) q[0];\nu3(3.6398043488760923*pi,1.3988557306983092*pi,1.4317343897514179*pi) q[2];\nu3(3.289263846740945*pi,-0.45798046085825667*pi,4.485715269362364*pi) q[3];\nu3(3.4267508672026423*pi,2.8307855956739023*pi,4.339832683945039*pi) q[5];\nu3(3.462723108000951*pi,2.341995284379936*pi,0.6304399712805928*pi) q[6];\nu3(3.1771009282189744*pi,0.08503026810788372*pi,1.6824281351926977*pi) q[7];\nu3(3.3147163234867363*pi,2.7977685214515455*pi,1.9111911882391577*pi) q[9];\nu3(3.8664622557409194*pi,-0.38164528432025635*pi,0.6631601835057954*pi) q[10];\nu3(3.5988743563787855*pi,3.2338800611395673*pi,4.209747432344386*pi) q[11];\nu3(3.2387681952246*pi,0.39379888339331237*pi,0.6940790864971982*pi) q[12];\nu3(3.0813159806418198*pi,1.0406669801464832*pi,0.8773109258825225*pi) q[13];\nu3(3.6356486870692755*pi,-0.014706051481699789*pi,0.9097760853494262*pi) q[16];\nRxxyyzz(0.3894687075256186*pi,0.31830648911695547*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4419434923382698*pi,0.2790958897423838*pi,0.14567823031752922*pi) q[12],q[1];\nRxxyyzz(0.4034430490324597*pi,0.2634365944656798*pi,3.936503377087691*pi) q[2],q[13];\nRxxyyzz(0.39997492728403833*pi,0.2627302580115255*pi,3.9462865395985176*pi) q[3],q[15];\nRxxyyzz(0.4207578017783301*pi,0.2547792207220918*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3857472770277198*pi,0.2737616114493719*pi,3.94731859011614*pi) q[14],q[6];\nRxxyyzz(0.4168905989513252*pi,0.3283139084391751*pi,0.0*pi) q[8],q[11];\nu3(3.5964493784032174*pi,0.7650065619002353*pi,2.1288191258376816*pi) q[0];\nu3(3.564844045766577*pi,-0.4584214520040316*pi,0.9610112054396124*pi) q[1];\nu3(3.746388607525464*pi,1.3508762882580765*pi,2.485508148938844*pi) q[2];\nu3(3.3748109295602142*pi,2.4135497433049853*pi,1.0948959289707871*pi) q[3];\nu3(3.5339516379543667*pi,3.308265639661294*pi,0.7926342475044428*pi) q[4];\nu3(3.468885487676963*pi,-0.135634603870618*pi,0.6780820171689852*pi) q[5];\nu3(3.7451247913468357*pi,2.823906012310093*pi,1.809893935341334*pi) q[6];\nu3(3.711930893145869*pi,-0.3833696677946359*pi,4.27650613325787*pi) q[8];\nu3(3.878134023201118*pi,0.3606192536055356*pi,0.6312430330981122*pi) q[9];\nu3(3.670683543283255*pi,0.04352864506012366*pi,1.713644943922607*pi) q[11];\nu3(3.6509569475723613*pi,2.7628537361594407*pi,0.7987403593477618*pi) q[12];\nu3(3.6173949521070075*pi,3.132518431200442*pi,1.0052262466686006*pi) q[13];\nu3(3.376296989123651*pi,-0.3610945153955121*pi,2.296903796376742*pi) q[14];\nu3(3.0227594302850984*pi,0.7147838969427163*pi,0.5496090658466599*pi) q[15];\nRxxyyzz(0.45704360131475913*pi,0.20526017109302594*pi,0.10685553637934746*pi) q[0],q[8];\nRxxyyzz(0.48378033343374993*pi,0.21203932693425043*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4320602586302269*pi,0.3610877044253524*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4873476491353501*pi,0.17809747302858026*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.43380953568931*pi,0.18950984371070595*pi,0.1149522460003371*pi) q[14],q[7];\nRxxyyzz(0.36759758791721986*pi,0.32626446601264214*pi,0.0*pi) q[10],q[11];\nu3(3.4852846103224806*pi,0.08951220266819593*pi,3.862368015878268*pi) q[0];\nu3(3.077800893180571*pi,2.959982657066669*pi,1.4064042825901393*pi) q[1];\nu3(3.7641258245490627*pi,-0.09696140378959694*pi,1.4384335367136825*pi) q[4];\nu3(3.1420410704920663*pi,2.2056609099623943*pi,0.8454930581295281*pi) q[5];\nu3(3.934173210078519*pi,3.0642191727194685*pi,0.6381721297069414*pi) q[6];\nu3(3.493967368315409*pi,2.375843574119391*pi,4.338251025059705*pi) q[7];\nu3(3.1134399189583664*pi,3.341679089623057*pi,1.671944708666084*pi) q[8];\nu3(3.613160357937054*pi,1.9173235931001669*pi,1.5707428417579752*pi) q[10];\nu3(3.669318311334666*pi,1.9090723686066582*pi,1.6691303260554762*pi) q[11];\nu3(3.418200549478164*pi,2.190244595311779*pi,4.179916657512621*pi) q[12];\nu3(3.7278744386604936*pi,3.0944379146937555*pi,3.4033030082919815*pi) q[14];\nu3(3.5590396687266925*pi,0.2403177317384667*pi,4.3220127596323294*pi) q[16];\nRxxyyzz(0.2612159612792694*pi,0.23968580788211746*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.4912068791400609*pi,0.21405607924608594*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4486484294018034*pi,0.19338605906058512*pi,3.920138133919405*pi) q[3],q[4];\nRxxyyzz(0.3085014047967375*pi,0.1845930463000185*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.46192563795358976*pi,0.19564115132651605*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3010342184465712*pi,0.19715957557130737*pi,0.0*pi) q[12],q[15];\nu3(3.4043106123932647*pi,2.9589920613916325*pi,0.7460069120489019*pi) q[1];\nu3(3.227185651503957*pi,0.1825835738992434*pi,0.7764767252013947*pi) q[2];\nu3(3.7053346103144857*pi,3.108221090956453*pi,1.5337480644179742*pi) q[3];\nu3(3.187698299017037*pi,1.2761760937887177*pi,1.3223586121531978*pi) q[4];\nu3(3.873049292804286*pi,-0.184050450772693*pi,3.8846805061965477*pi) q[5];\nu3(3.7380927007829645*pi,-0.4347259356389877*pi,1.9693329638184918*pi) q[6];\nu3(3.4660741536675106*pi,3.027870763420209*pi,3.851848329910247*pi) q[7];\nu3(3.3886924483138126*pi,1.404166498309296*pi,1.425350450806655*pi) q[9];\nu3(3.339425246684958*pi,2.589834007994972*pi,0.7491981976708417*pi) q[12];\nu3(3.661774567666808*pi,0.5155084271238326*pi,2.190484248378499*pi) q[14];\nu3(3.7965208109270168*pi,0.0006990071123277319*pi,2.433416338148074*pi) q[15];\nu3(3.780153314658789*pi,3.3049333272024315*pi,0.8626129860642251*pi) q[16];\nRxxyyzz(0.4684151495708998*pi,0.22328601452703678*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3772879906025598*pi,0.16070186144699683*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.45626695106643*pi,0.332362049573393*pi,0.1962458482572394*pi) q[6],q[15];\nRxxyyzz(0.45548772270294935*pi,0.19107748348428366*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.46128431219002897*pi,0.27385133788402705*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.32810117166093955*pi,0.12570255409709352*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.42808890546622036*pi,0.27054615142800653*pi,0.0*pi) q[16],q[14];\nu3(3.3207046210991598*pi,3.2842193102683925*pi,0.7773905195120658*pi) q[0];\nu3(3.854091855820501*pi,3.371545567625729*pi,1.3048387438491258*pi) q[1];\nu3(3.6316466901280413*pi,3.323206341567694*pi,4.319595196331511*pi) q[2];\nu3(3.6086175743975932*pi,2.549967421616676*pi,2.130987199198435*pi) q[5];\nu3(3.5625627514289504*pi,0.7475252255833755*pi,0.65009109499644*pi) q[6];\nu3(3.577998928240498*pi,2.208609230815613*pi,0.5713393679430445*pi) q[7];\nu3(3.649280620594011*pi,1.7716211579094416*pi,1.3560936117553688*pi) q[8];\nu3(3.427078437076295*pi,-0.07576416109084771*pi,3.901118093863436*pi) q[9];\nu3(3.285682154144009*pi,-0.2404865741500229*pi,2.3535579539303364*pi) q[11];\nu3(3.2229137084798274*pi,3.336484761310771*pi,0.9806759965414269*pi) q[12];\nu3(3.613684692063646*pi,3.0909381793273867*pi,2.420381675141442*pi) q[13];\nu3(3.83064355341048*pi,2.812438423398825*pi,2.3978810264718753*pi) q[14];\nu3(3.489717392458053*pi,-0.35310080639472446*pi,4.366530674493982*pi) q[15];\nu3(3.6382313168223717*pi,3.068030837913306*pi,1.814158677996743*pi) q[16];\nRxxyyzz(0.47674486042106046*pi,0.11297734340756849*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4686421467999299*pi,0.17120393173985227*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3028474085821001*pi,0.2878547654462258*pi,0.22118500485991754*pi) q[2],q[4];\nRxxyyzz(0.3185856677133697*pi,0.23094113593521937*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.3597378917868851*pi,0.2580118135575542*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.46103513846741984*pi,0.1420065931972594*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.40491207996474116*pi,0.30025242425692805*pi,3.908829500114101*pi) q[9],q[13];\nRxxyyzz(0.46165546721583994*pi,0.3317461660482728*pi,0.0*pi) q[15],q[12];\nu3(3.5030486242176986*pi,3.467100375086595*pi,1.418986817993888*pi) q[0];\nu3(3.614247496029658*pi,2.4925552640226996*pi,1.1355651643479219*pi) q[1];\nu3(3.185498194789102*pi,0.6245472090257922*pi,1.4402184623574357*pi) q[2];\nu3(3.2032757934556013*pi,2.6091339321782185*pi,1.2426990886070093*pi) q[3];\nu3(3.619869565008897*pi,-0.17745432283550633*pi,2.9809890351202113*pi) q[4];\nu3(3.5263186673135856*pi,3.1727478809968366*pi,1.0745483656951706*pi) q[5];\nu3(3.585506468835964*pi,0.9278872812312171*pi,1.380630110370149*pi) q[6];\nu3(3.358041780935091*pi,0.7862612233080459*pi,1.6041696851079676*pi) q[7];\nu3(3.5062971338069953*pi,2.4214904470841723*pi,2.3376871305964597*pi) q[8];\nu3(3.060957827800106*pi,0.29200566420781404*pi,1.3764527481577724*pi) q[9];\nu3(3.3870527905328083*pi,3.0432945888705083*pi,1.1271677240991114*pi) q[10];\nu3(3.8477484065569265*pi,-0.20644250560516436*pi,1.9229908569742225*pi) q[12];\nu3(3.572083789044249*pi,2.2011669628009813*pi,0.6766401157638247*pi) q[13];\nu3(3.578037654026231*pi,-0.012929654031329507*pi,0.5069294100384267*pi) q[14];\nu3(3.370489471056197*pi,3.4758948189083374*pi,0.9980044846105294*pi) q[15];\nu3(3.6189797834624446*pi,2.2379897289219794*pi,1.4912888973879008*pi) q[16];\nRxxyyzz(0.42289111803619983*pi,0.2753461333442054*pi,0.047720945002953485*pi) q[8],q[0];\nRxxyyzz(0.2595336883217497*pi,0.14562945557857132*pi,3.9444736232670707*pi) q[2],q[7];\nRxxyyzz(0.4261470517426998*pi,0.3198554977519769*pi,3.8763698469138994*pi) q[3],q[16];\nRxxyyzz(0.4368868294612201*pi,0.28421374330501015*pi,3.890674842990361*pi) q[15],q[4];\nRxxyyzz(0.44424345969523005*pi,0.3246782604916908*pi,0.11971856054265233*pi) q[10],q[5];\nRxxyyzz(0.4181689545857995*pi,0.20339530759564461*pi,0.0958928765215574*pi) q[6],q[12];\nRxxyyzz(0.29973557544907026*pi,0.27058899750265497*pi,0.0*pi) q[14],q[11];\nu3(3.2063071460605936*pi,0.008139062507645622*pi,4.281740657057105*pi) q[0];\nu3(3.3903367556116564*pi,1.1179932132868426*pi,0.8952557686262753*pi) q[2];\nu3(3.0895806351530775*pi,2.7672578293963466*pi,1.8102645703856388*pi) q[3];\nu3(3.627263482944024*pi,2.010156067209702*pi,0.9627763092347146*pi) q[4];\nu3(3.2366189376683794*pi,3.2617614069845535*pi,2.14278030472415*pi) q[5];\nu3(3.098541724670417*pi,0.5677942518363652*pi,0.9614298886744823*pi) q[6];\nu3(3.238415476388029*pi,0.6155318097482534*pi,1.0365288322264943*pi) q[7];\nu3(3.6550472265936054*pi,-0.45331167118579707*pi,3.262391999640331*pi) q[8];\nu3(3.5024499582886937*pi,1.8059091132586889*pi,4.436274640392487*pi) q[10];\nu3(3.6201095329315014*pi,2.740179210018421*pi,0.5269107825334092*pi) q[11];\nu3(3.64817214079136*pi,0.9338799232623352*pi,1.4740293260605628*pi) q[12];\nu3(3.3276053942053085*pi,-0.1255388284804303*pi,1.6346523820720682*pi) q[14];\nu3(3.326206246070156*pi,2.4757156459461678*pi,2.1509729939462168*pi) q[15];\nu3(3.810985998621456*pi,2.734426404752527*pi,0.6144567413230506*pi) q[16];\nRxxyyzz(0.3838165822528722*pi,0.347300548660615*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.47073878710381134*pi,0.2673607484613678*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.38607553337890965*pi,0.21445966386164028*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.42950646216398003*pi,0.1096761995653891*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4593790141552728*pi,0.20110403277254663*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4710753045586408*pi,0.2449353304923757*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.22727934439584918*pi,0.14948680202680853*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.43857973343293205*pi,0.24650379668749928*pi,3.895043082274495*pi) q[10],q[16];\nu3(3.3312551028134605*pi,2.867619139576758*pi,1.7249227035158061*pi) q[0];\nu3(3.5765972005092417*pi,0.1562518005178568*pi,2.4641699943582553*pi) q[1];\nu3(3.658621710250981*pi,0.8390710907575665*pi,1.8292750214078728*pi) q[3];\nu3(3.6872682860856716*pi,0.3700010302201786*pi,1.6618176257812682*pi) q[4];\nu3(3.1427683789738303*pi,-0.4030159971295121*pi,1.132635179691192*pi) q[5];\nu3(3.1548911685355345*pi,2.1964278639189656*pi,1.982229142349982*pi) q[6];\nu3(3.6050250285923147*pi,2.7592831109416247*pi,1.397712655265575*pi) q[7];\nu3(3.6323903712004713*pi,0.0948505181548911*pi,4.092277274953561*pi) q[8];\nu3(3.802424034718283*pi,0.7097682016802231*pi,1.4509086426373408*pi) q[9];\nu3(3.4695163780439247*pi,-0.26061200585916255*pi,1.902567790226553*pi) q[10];\nu3(3.4374772688523967*pi,3.131255185382181*pi,1.5091087237761138*pi) q[11];\nu3(3.253197573257961*pi,0.6195941913590566*pi,2.4564333140644914*pi) q[12];\nu3(3.4834924198222033*pi,1.551134705628629*pi,1.6533083450649833*pi) q[13];\nu3(3.625896910672464*pi,2.5562133785875036*pi,2.407438781345588*pi) q[14];\nu3(3.528253932292841*pi,3.359639960108973*pi,1.1346592735340293*pi) q[15];\nu3(3.406109582148167*pi,1.432734156876335*pi,1.1057981489030717*pi) q[16];\nmeasure q[7] -> c[3];\nmeasure q[10] -> c[6];\nmeasure q[12] -> c[9];\nmeasure q[13] -> c[11];\nmeasure q[16] -> c[13];\nRxxyyzz(0.3096907916525097*pi,0.12768080663864734*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3486447762511341*pi,0.12669962940211843*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.3104649965502698*pi,0.2503970708466694*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.3895090431787055*pi,0.274674069286426*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.43693664310183966*pi,0.10317438567829584*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.4470016266710096*pi,0.19582780052253093*pi,3.9493136130709505*pi) q[14],q[9];\nu3(1.7455739676402358*pi,3.3199492691398103*pi,0.5045893138004893*pi) q[0];\nu3(1.6621292415770113*pi,3.432175259299534*pi,0.8081452411222054*pi) q[1];\nu3(0.4671705480378728*pi,-0.22483715006368038*pi,1.4777242867679803*pi) q[2];\nu3(3.534747441944046*pi,3.3086781130792744*pi,2.1425487996101813*pi) q[3];\nu3(3.587251351346855*pi,0.8664747810720286*pi,1.1215242775597223*pi) q[4];\nu3(3.5426870976909886*pi,-0.3664856522593297*pi,2.0503432186596764*pi) q[5];\nu3(0.8373578360606696*pi,3.1438676200988795*pi,1.4691402857872904*pi) q[6];\nu3(3.5497564536906197*pi,3.446223677752767*pi,2.2137147613365276*pi) q[8];\nu3(3.557433462032678*pi,0.12845919655768467*pi,2.212685628691939*pi) q[9];\nu3(0.889134929394533*pi,0.8056209985380396*pi,1.749152485808965*pi) q[11];\nu3(3.5997137629727614*pi,1.8612269729175575*pi,2.444298634219501*pi) q[14];\nu3(3.4402960094133235*pi,2.16264576271004*pi,0.6244281477814253*pi) q[15];\nmeasure q[8] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[14] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[6] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[15] -> c[10];\nmeasure q[5] -> c[12];\nmeasure q[0] -> c[14];\nmeasure q[3] -> c[15];\nmeasure q[11] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.237346285980884*pi,2.4875147568802145*pi,0.6551906562869513*pi) q[0];\nu3(3.6386263285400244*pi,-0.06638049311980287*pi,0.7802291882095951*pi) q[1];\nu3(3.77822302271357*pi,2.575809917771485*pi,2.1422696759603994*pi) q[2];\nu3(3.903640249766964*pi,2.9903509412844165*pi,0.5557980127810741*pi) q[3];\nu3(3.1113215817690887*pi,-0.49275766335295007*pi,3.551947515618663*pi) q[4];\nu3(3.489103652856954*pi,3.4163800140062324*pi,0.6794901396904023*pi) q[5];\nu3(3.1428669947886263*pi,-0.12230155476004079*pi,1.6563397400224515*pi) q[6];\nu3(3.284562493597562*pi,1.007232042943161*pi,4.357760313169921*pi) q[7];\nu3(3.400835631010161*pi,-0.2120009124469172*pi,0.8054555130669305*pi) q[8];\nu3(3.9225652013676218*pi,3.1323749295390835*pi,4.159926032426892*pi) q[9];\nu3(3.816195976970966*pi,2.1568893730549714*pi,2.379333513098907*pi) q[10];\nu3(3.260236456903127*pi,2.9181914684112273*pi,3.715867090464732*pi) q[11];\nu3(3.6395751532278617*pi,3.0746916406676226*pi,4.329284672795395*pi) q[12];\nu3(3.5123904697586408*pi,-0.01295190669503421*pi,3.02023443458385*pi) q[13];\nu3(3.5553741122846336*pi,-0.18650176525207696*pi,1.3995162988483356*pi) q[14];\nu3(3.2322299703765056*pi,-0.4481889265354697*pi,1.126419094770934*pi) q[15];\nu3(3.2229669032455464*pi,3.4667758760166643*pi,1.9895297398671348*pi) q[16];\nRxxyyzz(0.4826189589626795*pi,0.05417122443454769*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3973018835826688*pi,0.23642425278469492*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.45921169317639965*pi,0.3996718107212843*pi,3.8008354420066404*pi) q[2],q[5];\nRxxyyzz(0.4661062002650874*pi,0.13915855703643887*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3518911475091998*pi,0.27920466982825887*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.45036873675569045*pi,0.22536044336538996*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3461317063747494*pi,0.1529819523428344*pi,3.91537780622404*pi) q[12],q[15];\nRxxyyzz(0.43161361410208865*pi,0.24305998950334828*pi,0.0*pi) q[13],q[16];\nu3(3.3470733307571505*pi,2.8685567506326617*pi,2.0362104745999856*pi) q[0];\nu3(3.414794328307168*pi,0.4472948220026127*pi,1.8896926444835598*pi) q[1];\nu3(3.6271524872649*pi,-0.2572919582788037*pi,1.1154555105897286*pi) q[2];\nu3(3.1247330641695945*pi,0.6949365705559323*pi,1.473763368074393*pi) q[3];\nu3(3.7209152703233217*pi,2.6118352877282813*pi,0.626960608814092*pi) q[4];\nu3(3.7262063561836887*pi,3.4091604559258055*pi,1.5498562703005372*pi) q[5];\nu3(3.3206006530659584*pi,3.302311173683867*pi,1.1782301001639741*pi) q[6];\nu3(3.621624864770823*pi,0.3219801893313462*pi,1.0059179295478926*pi) q[7];\nu3(3.3865814830275314*pi,0.1319680055475716*pi,1.0251189905474694*pi) q[8];\nu3(3.52419441354577*pi,-0.23188781664336444*pi,1.6765654536312908*pi) q[9];\nu3(3.148209623356014*pi,1.5812125365894314*pi,1.4710707477587508*pi) q[11];\nu3(3.7456033002580784*pi,1.0081835609324097*pi,0.5627853878764006*pi) q[12];\nu3(3.3131644188634515*pi,-0.2947517077192967*pi,1.0278012642088488*pi) q[13];\nu3(3.7787951206135393*pi,3.3449361699450804*pi,4.067319295935285*pi) q[14];\nu3(3.255248448201378*pi,-0.42936314278967413*pi,2.097925745947427*pi) q[15];\nu3(3.848078831226703*pi,0.16865188779135554*pi,0.7806501596874577*pi) q[16];\nRxxyyzz(0.4280502535066657*pi,0.28745535640590547*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3852906352108991*pi,0.22771670414674106*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.37882215974554656*pi,0.10063966435360777*pi,0.06455327977646837*pi) q[2],q[15];\nRxxyyzz(0.47626340423760005*pi,0.21418659341038748*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.47312734246819066*pi,0.2311787559458579*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.44755880623985067*pi,0.19941489678281954*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4557112867164901*pi,0.40527409650590274*pi,0.13245576342851173*pi) q[8],q[10];\nRxxyyzz(0.34489817080896057*pi,0.181620261434297*pi,0.0*pi) q[14],q[9];\nu3(3.337521650611376*pi,2.7220319020470094*pi,1.9751655560639003*pi) q[0];\nu3(3.280920290069483*pi,0.10915307345596581*pi,0.5599298195377875*pi) q[1];\nu3(3.9207076112444894*pi,3.1727795886230155*pi,3.3973005345365923*pi) q[2];\nu3(3.572295541843158*pi,3.2814052648923937*pi,3.891088527691121*pi) q[3];\nu3(3.557761284720547*pi,0.31760302251000194*pi,1.3460342476570113*pi) q[4];\nu3(3.449906645118977*pi,3.4689713968304936*pi,2.369175084127015*pi) q[5];\nu3(3.851423362091567*pi,2.6180456439174558*pi,1.8352641843791113*pi) q[6];\nu3(3.5149625849721984*pi,0.9389322048302666*pi,2.452678945341035*pi) q[7];\nu3(3.849776596280824*pi,-0.37956361586659343*pi,0.6415869997883918*pi) q[8];\nu3(3.8392549611848192*pi,-0.27494631864170604*pi,3.975931513429262*pi) q[9];\nu3(3.5129123780008964*pi,2.6754839933633403*pi,0.52121735919358*pi) q[10];\nu3(3.447197565424257*pi,0.8765236495593114*pi,1.5000168300183077*pi) q[11];\nu3(3.6459931330530804*pi,3.077767810353471*pi,1.4811451030770149*pi) q[13];\nu3(3.7325560852226354*pi,2.9436021279562574*pi,1.1151817472188208*pi) q[14];\nu3(3.0927340799102*pi,-0.44761337982234894*pi,1.2995585534964618*pi) q[15];\nu3(3.57125525154605*pi,2.306758361778182*pi,1.3271270431808266*pi) q[16];\nRxxyyzz(0.44139938234482984*pi,0.297363506395039*pi,3.93416281462668*pi) q[14],q[0];\nRxxyyzz(0.40703445833666774*pi,0.216794912986766*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.43837746603457983*pi,0.297884526845086*pi,3.7723348450275496*pi) q[10],q[3];\nRxxyyzz(0.3262422422146893*pi,0.0793619826646772*pi,0.05431063663630198*pi) q[9],q[4];\nRxxyyzz(0.48092207363266926*pi,0.30766960438322877*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.46106696913314105*pi,0.2819189051664308*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3364361062584643*pi,0.1645138167634035*pi,0.0*pi) q[13],q[7];\nu3(3.6729871393247486*pi,2.9108447111750086*pi,1.683144217471264*pi) q[0];\nu3(3.799567556099379*pi,3.246882858811786*pi,0.969713377797663*pi) q[1];\nu3(3.3003133409155656*pi,0.18416597703198323*pi,1.780132585736461*pi) q[3];\nu3(3.7840786671142275*pi,-0.08813490598103435*pi,4.245485559440309*pi) q[4];\nu3(3.8180890115020043*pi,0.6061707912314769*pi,1.395266783376818*pi) q[5];\nu3(3.3888081191052652*pi,3.397673885479681*pi,3.923391902022234*pi) q[6];\nu3(3.6334206580804524*pi,3.309441767487211*pi,4.3143986429649495*pi) q[7];\nu3(3.455985036402186*pi,-0.18994575635462352*pi,0.7166553824439594*pi) q[8];\nu3(3.5218919739322456*pi,-0.055503986526098836*pi,1.2542473633589106*pi) q[9];\nu3(3.4741692346121074*pi,-0.46136670080558606*pi,1.3766113392979618*pi) q[10];\nu3(3.7220612962725035*pi,0.38141537173274465*pi,1.3167406950751552*pi) q[12];\nu3(3.331674173285629*pi,2.7300637575723607*pi,1.5755624483273936*pi) q[13];\nu3(3.5403486022402113*pi,1.209821061291655*pi,2.3320363503684547*pi) q[14];\nu3(3.385238341148777*pi,3.4237253666931164*pi,1.3607721096294427*pi) q[16];\nRxxyyzz(0.3638759807405395*pi,0.11867101374828826*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4409594890412701*pi,0.17568232082110177*pi,0.05802807220412891*pi) q[3],q[1];\nRxxyyzz(0.44119286319751*pi,0.3151301413822691*pi,0.23074927379907698*pi) q[4],q[15];\nRxxyyzz(0.4442110544311893*pi,0.1908468558160821*pi,3.9503842756929006*pi) q[12],q[5];\nRxxyyzz(0.39088079558827915*pi,0.11414485459548285*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.43763315345658993*pi,0.15046028336790798*pi,0.04467827946446321*pi) q[7],q[14];\nRxxyyzz(0.4412921434789201*pi,0.3656702674123611*pi,0.061337738931596775*pi) q[8],q[13];\nRxxyyzz(0.4080561432102695*pi,0.2539123565763327*pi,0.0*pi) q[10],q[16];\nu3(3.1322050099162695*pi,0.3922422284248035*pi,0.8142577390224934*pi) q[0];\nu3(3.247150567336719*pi,-0.43186152171561343*pi,1.1758201458387045*pi) q[1];\nu3(3.3761586406869046*pi,3.419267283628348*pi,3.8660508600011205*pi) q[3];\nu3(3.242470220963366*pi,2.8161753430554137*pi,1.6602956418726362*pi) q[4];\nu3(3.7168745961480454*pi,2.5406616328803873*pi,0.8500869272872609*pi) q[5];\nu3(3.5031550568579193*pi,-0.09591387559486753*pi,4.105721236939709*pi) q[6];\nu3(3.5969238811066124*pi,-0.2888011138587424*pi,1.1261139868366832*pi) q[7];\nu3(3.769081576118551*pi,2.7873764521229303*pi,1.3494443159903324*pi) q[8];\nu3(3.6429079463304044*pi,-0.3028257973763173*pi,2.242142270488662*pi) q[9];\nu3(3.3031405332862454*pi,0.2274623929315993*pi,1.3162160650338688*pi) q[10];\nu3(3.2591614271501834*pi,3.3350483317984563*pi,0.7126357236381127*pi) q[11];\nu3(3.3976671581039786*pi,-0.05962478968578028*pi,1.2109278217016057*pi) q[12];\nu3(3.1899203930019295*pi,2.5469500562770917*pi,1.17221173130807*pi) q[13];\nu3(3.4590075838507977*pi,3.1419211053629255*pi,1.7079866038336315*pi) q[14];\nu3(3.849517038345645*pi,2.3970521987260187*pi,3.813924514967574*pi) q[15];\nu3(3.271463776385645*pi,3.216106992940718*pi,2.3509900763484124*pi) q[16];\nRxxyyzz(0.44128291626991023*pi,0.2001112917245058*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.19967890117712983*pi,0.12063116958871334*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.4255288138355501*pi,0.22234272408862593*pi,0.08634569592627625*pi) q[2],q[16];\nRxxyyzz(0.45002898964480986*pi,0.35113944546173276*pi,3.906268130610039*pi) q[4],q[3];\nRxxyyzz(0.4377645918512503*pi,0.30849641609080525*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4050533954875591*pi,0.28390937671769306*pi,3.816920891712231*pi) q[6],q[14];\nRxxyyzz(0.28881977591595004*pi,0.07337869689704135*pi,0.04159269153340084*pi) q[8],q[15];\nRxxyyzz(0.35472316601658965*pi,0.1355361876442256*pi,0.06702623191668655*pi) q[12],q[9];\nu3(3.860103760510954*pi,0.17288862009593708*pi,0.7480725252539001*pi) q[0];\nu3(3.2969674937481033*pi,2.2926807691072684*pi,1.3674634114174675*pi) q[1];\nu3(3.4395554611033914*pi,-0.33117631058411956*pi,1.7448920270715838*pi) q[2];\nu3(3.347756208757674*pi,0.6419284826389275*pi,0.8612356310633253*pi) q[3];\nu3(3.2157072009386978*pi,3.4778350899595853*pi,2.0736111751046415*pi) q[4];\nu3(3.5569677420557175*pi,3.1421699537117944*pi,1.021921460770728*pi) q[5];\nu3(3.811836407537533*pi,2.4223946581085474*pi,1.9835670266968044*pi) q[6];\nu3(3.46513853591651*pi,3.356875522894657*pi,1.5886917180287687*pi) q[7];\nu3(3.4442822491233307*pi,2.338283531062726*pi,1.5569156215695044*pi) q[8];\nu3(3.592423752901549*pi,3.3340820462421035*pi,3.6806216414644575*pi) q[9];\nu3(3.368424072437662*pi,-0.47814038872321596*pi,1.0127885485861179*pi) q[10];\nu3(3.329004930108752*pi,0.4703804025794194*pi,1.039469827655272*pi) q[11];\nu3(3.4166896650639056*pi,1.7409255083406383*pi,0.9858914367797921*pi) q[12];\nu3(3.229789177676964*pi,-0.24113634381133314*pi,1.2779636186292782*pi) q[14];\nu3(3.8533180931180717*pi,3.4931959041021967*pi,4.401652232485765*pi) q[15];\nu3(3.203931450866638*pi,2.314936264139795*pi,0.5622270587007583*pi) q[16];\nRxxyyzz(0.4989934233017591*pi,0.3342006540178968*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3899209750374899*pi,0.31292865809949916*pi,0.08931471824424254*pi) q[2],q[8];\nRxxyyzz(0.4079001075741902*pi,0.23459827386091583*pi,3.864675168144549*pi) q[4],q[13];\nRxxyyzz(0.39749011419469943*pi,0.16734103180461818*pi,3.9392493830636006*pi) q[5],q[6];\nRxxyyzz(0.3378849548716592*pi,0.2212617236909744*pi,0.1423988076880356*pi) q[12],q[7];\nRxxyyzz(0.4734097157458307*pi,0.2746367435039194*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.45126209435289016*pi,0.34216805473086526*pi,3.8242425247459195*pi) q[15],q[10];\nRxxyyzz(0.4614558073344296*pi,0.18234655347343054*pi,0.0*pi) q[11],q[16];\nu3(3.781084205592831*pi,2.4014420266709227*pi,0.8913730320134734*pi) q[0];\nu3(3.7561669542996254*pi,3.2332663113296536*pi,1.1899170491669249*pi) q[2];\nu3(3.231442058815852*pi,-0.38823214104955406*pi,3.8884732839144*pi) q[3];\nu3(3.7525964927040283*pi,-0.24007292336145325*pi,1.5298045935309532*pi) q[4];\nu3(3.6216057049445682*pi,-0.42351299944086784*pi,1.2156776760997356*pi) q[5];\nu3(3.8969036236267423*pi,3.3795319894085805*pi,1.1745473590866484*pi) q[6];\nu3(3.434236680917488*pi,3.197468422762513*pi,4.310866301227237*pi) q[7];\nu3(3.5636629639551587*pi,-0.12137311173537924*pi,4.109350402814201*pi) q[8];\nu3(3.5194194828701058*pi,0.9565026242009727*pi,1.7950970804767432*pi) q[9];\nu3(3.6139693822335355*pi,2.569574279282727*pi,1.718095203162883*pi) q[10];\nu3(3.5380483476936435*pi,3.179922783468129*pi,1.1268752733708018*pi) q[11];\nu3(3.364907554649933*pi,0.5083719476725699*pi,4.064988100119352*pi) q[12];\nu3(3.6877927292536286*pi,-0.4693495107249517*pi,2.3935994278549293*pi) q[13];\nu3(3.175010670470089*pi,2.0376125938414584*pi,1.6229896999730467*pi) q[14];\nu3(3.331806557024332*pi,3.205314937978164*pi,1.4787611967739613*pi) q[15];\nu3(3.5545081193704875*pi,2.356639366748112*pi,2.255210423601439*pi) q[16];\nRxxyyzz(0.2913560362485894*pi,0.2602835531858698*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.36102237386969127*pi,0.2938384124214899*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4565424268705494*pi,0.2685477039698451*pi,3.9474255900844906*pi) q[2],q[16];\nRxxyyzz(0.38314322742697005*pi,0.3446737972140992*pi,3.9292217971506798*pi) q[9],q[3];\nRxxyyzz(0.24783238179374956*pi,0.16581733603746873*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3785069548966798*pi,0.2206516554503021*pi,0.06535119449404171*pi) q[5],q[10];\nRxxyyzz(0.41225199245990984*pi,0.2547100776838599*pi,0.07164348097760204*pi) q[6],q[11];\nRxxyyzz(0.4544910980262502*pi,0.1525271526502482*pi,0.0*pi) q[8],q[14];\nu3(3.8560609434051165*pi,3.466734072869125*pi,1.5178691334182244*pi) q[0];\nu3(3.8861457469685603*pi,3.208749259730405*pi,0.905191014523463*pi) q[1];\nu3(3.8635442162771074*pi,1.8770421472212968*pi,2.2432162320593054*pi) q[2];\nu3(3.3195549979713745*pi,1.235010000757508*pi,2.2896146299932782*pi) q[3];\nu3(3.1921004653819804*pi,3.497816113463206*pi,3.609585647212552*pi) q[4];\nu3(3.338598065394063*pi,0.441210998226081*pi,4.317462304887497*pi) q[5];\nu3(3.8282703311681643*pi,1.669893606526868*pi,0.6207774570511972*pi) q[6];\nu3(3.5075767494151617*pi,0.5881190619577816*pi,1.1287057303886567*pi) q[8];\nu3(3.190946689492846*pi,1.912516534717676*pi,0.58195970652076*pi) q[9];\nu3(3.5901499096706084*pi,0.8650145254912429*pi,1.1229280200202476*pi) q[10];\nu3(3.3924747379048283*pi,0.5446927194818045*pi,3.7172484633933016*pi) q[11];\nu3(3.588918179547605*pi,0.7492334912875132*pi,1.853503976673397*pi) q[12];\nu3(3.609867469255107*pi,0.9271716883000871*pi,0.9831818652311638*pi) q[13];\nu3(3.1492980563672957*pi,3.1070637502435265*pi,2.2619182904602133*pi) q[14];\nu3(3.1293975185494878*pi,0.25335026726756715*pi,0.6616939392482779*pi) q[15];\nu3(3.3725989122261355*pi,3.243409520527475*pi,1.302374672357805*pi) q[16];\nRxxyyzz(0.3716228979496403*pi,0.322015155740889*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4653697159505499*pi,0.3531965138612496*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.40245564973845005*pi,0.21730266433476608*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.36572336638182*pi,0.3500089323482216*pi,3.75743833310303*pi) q[5],q[9];\nRxxyyzz(0.32792650419936004*pi,0.20271100015463084*pi,0.05783460327934975*pi) q[6],q[13];\nRxxyyzz(0.46140690713708*pi,0.19724962002977187*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3199285797504322*pi,0.13793628437846117*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.4360573451772499*pi,0.30926490785238736*pi,0.04445001651582593*pi) q[12],q[14];\nu3(3.4582945036136494*pi,3.289652750448557*pi,1.4921832285660046*pi) q[0];\nu3(3.624269594207042*pi,0.6396865814571249*pi,2.3461355070346115*pi) q[1];\nu3(3.1476101056408226*pi,3.465868031312132*pi,0.6126087253496992*pi) q[3];\nu3(3.1544281063027637*pi,3.4868863384704043*pi,3.901971699882016*pi) q[4];\nu3(3.4043178302922428*pi,2.949112444518014*pi,1.3734083877639436*pi) q[5];\nu3(3.5192480866107805*pi,0.05112813771523983*pi,2.398699619612133*pi) q[6];\nu3(3.1324441583638*pi,1.2332638095236246*pi,1.710571733933378*pi) q[7];\nu3(3.434627301913398*pi,0.6544949191877474*pi,2.1695437598979135*pi) q[8];\nu3(3.419489924021339*pi,0.7786305605792625*pi,0.8175585844372879*pi) q[9];\nu3(3.224285397500604*pi,0.3889178011322023*pi,2.105853744737362*pi) q[10];\nu3(3.120542847149506*pi,2.7123153486712077*pi,4.421005887189219*pi) q[11];\nu3(3.4219991924712043*pi,-0.4471266252901861*pi,2.3319362315732017*pi) q[12];\nu3(3.474523819137989*pi,0.13581401463526666*pi,1.6400292884575276*pi) q[13];\nu3(3.6628038269185548*pi,3.261138842492243*pi,2.23770556514432*pi) q[14];\nu3(3.2181699470590175*pi,-0.22500640723936582*pi,0.843184091689634*pi) q[15];\nu3(3.7253189898087213*pi,-0.3280494102866558*pi,1.9114556611739122*pi) q[16];\nRxxyyzz(0.3802574746973496*pi,0.25163195825679546*pi,0.04305985225889576*pi) q[0],q[14];\nRxxyyzz(0.33831362251519964*pi,0.3343028126812939*pi,0.166039218609634*pi) q[6],q[1];\nRxxyyzz(0.41693088089773955*pi,0.24570038161161795*pi,0.079845365226114*pi) q[2],q[7];\nRxxyyzz(0.4148039274216101*pi,0.1492613229974588*pi,3.9224379220888395*pi) q[9],q[4];\nRxxyyzz(0.4285359053012999*pi,0.2111807568712663*pi,3.90246848767777*pi) q[5],q[13];\nRxxyyzz(0.43112587859095*pi,0.22818237752912246*pi,3.87392040437122*pi) q[8],q[16];\nRxxyyzz(0.3818998922419695*pi,0.11452264078310737*pi,0.0*pi) q[11],q[12];\nu3(3.5703071097307335*pi,3.0962836442360215*pi,2.0456733524330555*pi) q[0];\nu3(3.3178732889941145*pi,0.6746158547556018*pi,4.35700638263372*pi) q[1];\nu3(3.756129529461712*pi,3.3406297350679295*pi,4.485751364522802*pi) q[2];\nu3(3.6324016030413393*pi,2.5232864271349955*pi,2.0189838684204613*pi) q[4];\nu3(3.703058754574581*pi,-0.4715195854816837*pi,0.6350640489979149*pi) q[5];\nu3(3.3381796570628914*pi,2.643260605411108*pi,3.859453844661814*pi) q[6];\nu3(3.185674940701763*pi,0.23528546820048946*pi,3.770584117381139*pi) q[7];\nu3(3.4289030701960215*pi,0.07627272546272734*pi,2.289475287393052*pi) q[8];\nu3(3.658046166009592*pi,2.7820328009206796*pi,1.5572271289395427*pi) q[9];\nu3(3.6150930571558297*pi,3.138157551141937*pi,1.35977485429905*pi) q[11];\nu3(3.167943175920363*pi,2.0863330103561384*pi,0.9826815281012743*pi) q[12];\nu3(3.5961801659133124*pi,0.8355914207446831*pi,1.0089125655136346*pi) q[13];\nu3(3.3926996682903576*pi,3.360426271602288*pi,1.934494432602282*pi) q[14];\nu3(3.8418005229351295*pi,1.923728923543913*pi,0.583659793531766*pi) q[16];\nRxxyyzz(0.41358873790015016*pi,0.398857417571417*pi,0.2943876344287375*pi) q[0],q[10];\nRxxyyzz(0.4679492860116401*pi,0.3048530752677534*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.33865173464646015*pi,0.265434022900517*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4209115915963401*pi,0.2556669991661182*pi,0.0794533633390535*pi) q[5],q[16];\nRxxyyzz(0.34971222983386013*pi,0.2046080783313009*pi,0.0939223855472271*pi) q[6],q[8];\nRxxyyzz(0.4618702337217503*pi,0.13376824460735426*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.3988201523941495*pi,0.3820838207456418*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.4515936754817602*pi,0.2992724973156078*pi,0.0*pi) q[12],q[14];\nu3(3.605044391255725*pi,0.11314332888846113*pi,3.6287429660736867*pi) q[0];\nu3(3.1533579826571354*pi,0.060867428763464515*pi,2.4105542076718196*pi) q[1];\nu3(3.2277821784407275*pi,0.5157747650976248*pi,1.749962675878863*pi) q[2];\nu3(3.43184944073999*pi,0.43195663443799626*pi,1.1908882182051557*pi) q[3];\nu3(3.2852218303776324*pi,0.13589716343137304*pi,0.9940260624814117*pi) q[4];\nu3(3.20196301991541*pi,2.8869819849627696*pi,3.1891410797520314*pi) q[5];\nu3(3.287845624743499*pi,3.4033126294132128*pi,1.1701087018622836*pi) q[6];\nu3(3.3529101675981687*pi,0.024571063002720717*pi,4.3143745121361325*pi) q[7];\nu3(3.678865014004935*pi,0.028577088999676814*pi,1.0042772621261558*pi) q[8];\nu3(3.718006995734424*pi,2.403592938975283*pi,4.219166031297833*pi) q[9];\nu3(3.275828062955332*pi,0.9358494771640875*pi,0.796098602272788*pi) q[10];\nu3(3.2755436716264215*pi,0.31690063068317653*pi,2.0626345220168307*pi) q[11];\nu3(3.2731951032106963*pi,2.5651920512331747*pi,1.8052585619661632*pi) q[12];\nu3(3.413496972929781*pi,0.1393196896216482*pi,1.4613235578692363*pi) q[14];\nu3(3.311385253914344*pi,2.5157264468890164*pi,3.526078904583117*pi) q[15];\nu3(3.4234406492070697*pi,0.44847304886991646*pi,1.6934784943382002*pi) q[16];\nRxxyyzz(0.2797891723707395*pi,0.2767103537097122*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.39461822730440954*pi,0.289076024558816*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.35994702010245205*pi,0.20741031455755898*pi,3.930143693936399*pi) q[2],q[16];\nRxxyyzz(0.2369324869161502*pi,0.07843279722990992*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.45116564514402724*pi,0.29611653713021113*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.45031554127216944*pi,0.31126168072747723*pi,0.13587905863337163*pi) q[7],q[10];\nRxxyyzz(0.38495882535073644*pi,0.14365420308653598*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.40198418538115854*pi,0.04104924496539075*pi,0.0*pi) q[11],q[13];\nu3(3.3430328024825378*pi,-0.009783529432931592*pi,2.1175644117531727*pi) q[0];\nu3(3.877726510374999*pi,3.2677639018300857*pi,2.2932895000328135*pi) q[1];\nu3(3.624821187184009*pi,0.3169212210418053*pi,4.180766897645954*pi) q[2];\nu3(3.3370756713757137*pi,3.3328872353628913*pi,3.8652974350169096*pi) q[3];\nu3(3.6675702726184936*pi,2.925816291842555*pi,2.2586065573643808*pi) q[4];\nu3(3.382233161755527*pi,0.6502597796939784*pi,1.0897363772005608*pi) q[5];\nu3(3.4655840765607366*pi,0.5728115276792831*pi,1.178436385492443*pi) q[6];\nu3(3.539412925035256*pi,2.428546267090316*pi,4.374808015471436*pi) q[7];\nu3(3.5100630708831195*pi,2.8293969589217753*pi,1.5022425028363293*pi) q[8];\nu3(3.567888367563954*pi,-0.08934012893209997*pi,4.058111520361696*pi) q[9];\nu3(3.255108310956967*pi,-0.14790044561476723*pi,4.057004610882844*pi) q[10];\nu3(3.320009103420187*pi,3.233096976624896*pi,0.5836291139048568*pi) q[11];\nu3(3.3821271180241506*pi,-0.005728603225807594*pi,1.168126269079704*pi) q[12];\nu3(3.4623080580770185*pi,3.3661721164364735*pi,1.3149284650026034*pi) q[13];\nu3(3.6560352238308047*pi,-0.35133016560685415*pi,1.05538534330572*pi) q[14];\nu3(3.3495925876398136*pi,-0.11359425213647889*pi,1.4487844244477366*pi) q[16];\nRxxyyzz(0.45799660474720955*pi,0.2722571816742799*pi,3.7599024760293194*pi) q[9],q[0];\nRxxyyzz(0.31557879565319347*pi,0.19761536470910834*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.47017817787041927*pi,0.209621755133225*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3762632731028202*pi,0.0847117261040271*pi,3.9367511148731094*pi) q[7],q[8];\nRxxyyzz(0.2835625577328798*pi,0.17553917467841584*pi,0.10586997469864512*pi) q[15],q[10];\nRxxyyzz(0.42017694790928933*pi,0.1160323554149083*pi,3.9345966313712104*pi) q[12],q[13];\nu3(3.351858846681349*pi,2.3383652785993556*pi,1.8995540238937692*pi) q[0];\nu3(3.5823728807654835*pi,0.6829977308266775*pi,1.735269467210228*pi) q[1];\nu3(3.8530936810668748*pi,-0.1482223557795408*pi,1.7443671333809003*pi) q[3];\nu3(3.7566968568985337*pi,0.36796177677898767*pi,1.2580508615963901*pi) q[5];\nu3(3.47361586958994*pi,-0.4517906499589309*pi,4.185485247278779*pi) q[6];\nu3(3.292995291072235*pi,0.22169830759723752*pi,1.2942462667826222*pi) q[7];\nu3(3.3989810391047786*pi,2.4572642503084676*pi,1.190574615350675*pi) q[8];\nu3(3.5380266188697114*pi,2.3023599039245637*pi,0.7448667513505738*pi) q[9];\nu3(3.6632050911370775*pi,1.7306861943775607*pi,4.36577042730838*pi) q[10];\nu3(3.7862364131871558*pi,0.28382318361055847*pi,1.9175546889334696*pi) q[12];\nu3(3.7142371775761314*pi,2.3538856967730766*pi,1.6495628014611379*pi) q[13];\nu3(3.4574645825398855*pi,-0.12733741957733025*pi,0.9673294618721944*pi) q[15];\nRxxyyzz(0.4609327460694698*pi,0.2934662179400971*pi,3.95711450641066*pi) q[4],q[0];\nRxxyyzz(0.4524943240880006*pi,0.38005133180468154*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.3834405975153903*pi,0.165152720041027*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3918901600741803*pi,0.14721821298380355*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.3681758120244898*pi,0.2022690468066715*pi,3.93660423866139*pi) q[6],q[11];\nRxxyyzz(0.3457964794647195*pi,0.1955748139075173*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.4269258287090199*pi,0.3105174238116972*pi,3.9347589525449504*pi) q[13],q[9];\nRxxyyzz(0.4429683459320195*pi,0.296782521401741*pi,0.05559722804740707*pi) q[14],q[10];\nu3(3.53107447799425*pi,3.2126446907043853*pi,1.2533901967006962*pi) q[0];\nu3(3.554197911710678*pi,0.607481533900841*pi,0.8280426923632609*pi) q[1];\nu3(3.328110522524032*pi,2.6209571044331867*pi,2.1844854170550985*pi) q[2];\nu3(3.3382944840760413*pi,-0.10724292461460427*pi,1.9932058095386935*pi) q[4];\nu3(3.5450267390518744*pi,0.3567124815853495*pi,1.2845292133335233*pi) q[5];\nu3(3.396345556068955*pi,3.1312750079842786*pi,1.7215132002336357*pi) q[6];\nu3(3.6815835776012853*pi,0.13714280773335863*pi,2.1744381573334284*pi) q[7];\nu3(3.5158506712227435*pi,-0.39441538690774536*pi,3.4932042171999687*pi) q[8];\nu3(3.9217716249470294*pi,0.7437329627627236*pi,0.524478052850859*pi) q[9];\nu3(3.9008909105360035*pi,-0.04096921384675589*pi,1.2215334305994727*pi) q[10];\nu3(3.4854884616187114*pi,3.389060732837778*pi,2.3294213354230218*pi) q[11];\nu3(3.739960847253479*pi,-0.012367901394837122*pi,0.7885649811140236*pi) q[12];\nu3(3.8056649295774503*pi,0.12331752517008776*pi,1.7082839868568975*pi) q[13];\nu3(3.649399485607609*pi,-0.45782595794616143*pi,1.7554511203894625*pi) q[14];\nu3(3.6079344358050016*pi,0.6564358847054936*pi,4.085407574064464*pi) q[15];\nu3(3.9627916521333657*pi,-0.3906072734603426*pi,2.300613406770947*pi) q[16];\nRxxyyzz(0.44910050647598954*pi,0.137118695943997*pi,3.8939196670405902*pi) q[0],q[8];\nRxxyyzz(0.4049445789398599*pi,0.1899668168811568*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4594118670456498*pi,0.19567428704317189*pi,3.9169473903987697*pi) q[6],q[3];\nRxxyyzz(0.35073501247351224*pi,0.2655582254905702*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.4118484660697401*pi,0.17973179726599886*pi,3.93901764501705*pi) q[5],q[10];\nRxxyyzz(0.4201379119567701*pi,0.16817682528063493*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.4197993578573494*pi,0.2983356736895984*pi,3.9562161038894903*pi) q[12],q[11];\nRxxyyzz(0.2142756487081301*pi,0.09760135094609002*pi,0.0*pi) q[13],q[15];\nu3(3.605176277378754*pi,-0.17169771896586972*pi,0.7587671541056786*pi) q[0];\nu3(3.5957921762824716*pi,0.08906913430412056*pi,0.8309645936478116*pi) q[1];\nu3(3.1443470052810643*pi,-0.34033651201119297*pi,0.8138221816929176*pi) q[3];\nu3(3.815851361369836*pi,0.22125428511912504*pi,2.4368771010277994*pi) q[4];\nu3(3.1801689212496296*pi,1.9534992691647672*pi,0.92352390144754*pi) q[5];\nu3(3.6110682704522588*pi,0.7258694453424746*pi,1.1066251389438553*pi) q[6];\nu3(3.943951328030459*pi,0.45899703767672695*pi,1.44567235744047*pi) q[7];\nu3(3.431823866274333*pi,2.999216100380058*pi,1.054640718655178*pi) q[8];\nu3(3.8688000858103715*pi,0.3230363256490876*pi,1.1552128042898926*pi) q[9];\nu3(3.6027373756029215*pi,-0.48859119336330936*pi,1.116686857046763*pi) q[10];\nu3(3.1881295499349975*pi,2.416510441100811*pi,1.2796438447984846*pi) q[11];\nu3(3.5696957490559225*pi,2.25484550102492*pi,0.6181320413232125*pi) q[12];\nu3(3.185568293692998*pi,2.259125981215802*pi,4.26827064175623*pi) q[13];\nu3(3.215761380702534*pi,-0.26482468741068466*pi,1.5252312679876634*pi) q[14];\nu3(3.3473247727815894*pi,-0.49564796777688813*pi,2.418764158163648*pi) q[15];\nu3(3.278818211067453*pi,0.4002970868632032*pi,1.0648942177951097*pi) q[16];\nRxxyyzz(0.33779259697981*pi,0.2612297882340604*pi,0.06239551272336197*pi) q[12],q[0];\nRxxyyzz(0.3920832444379202*pi,0.3498397772997581*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.2828521778616385*pi,0.2522454080867318*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.3156910881288404*pi,0.1277386182053828*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.40915654134674007*pi,0.19625323944302678*pi,0.08165560426074915*pi) q[6],q[4];\nRxxyyzz(0.4791965811519875*pi,0.28302265840288954*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.41206449558451985*pi,0.19295248879684657*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4604288863142477*pi,0.14510997543206905*pi,0.0*pi) q[16],q[11];\nu3(3.5636994175559056*pi,0.24179686855522586*pi,1.5568510914566236*pi) q[0];\nu3(3.082837228533176*pi,2.138277379278571*pi,1.9721437442846605*pi) q[1];\nu3(3.3032405619157124*pi,2.703487514098321*pi,1.8638548909524597*pi) q[2];\nu3(3.7894106604305335*pi,-0.3681863449555394*pi,2.1235988267464165*pi) q[3];\nu3(3.538445385526432*pi,2.691429225834623*pi,3.87879789811813*pi) q[4];\nu3(3.421943193544574*pi,-0.061685475468235884*pi,1.2068413120553683*pi) q[5];\nu3(3.6609450636520613*pi,3.353085206410632*pi,0.5436176193975812*pi) q[6];\nu3(3.4447937885988993*pi,2.5272988514112185*pi,1.9881949124300182*pi) q[7];\nu3(3.1119625104502413*pi,0.83799188143369*pi,0.9570843348267608*pi) q[8];\nu3(3.6975415071188173*pi,0.08858462358278207*pi,4.1971100674975705*pi) q[9];\nu3(3.6409424356953624*pi,2.857404983659662*pi,1.0884851811249532*pi) q[10];\nu3(3.737841340184352*pi,3.373340018672649*pi,1.3533401609336293*pi) q[11];\nu3(3.4643064351187163*pi,3.4092162184049264*pi,3.3372015284190715*pi) q[12];\nu3(3.4765951742933323*pi,2.1681147991588547*pi,1.0930186214060802*pi) q[14];\nu3(3.0877995543086856*pi,-0.4832865148063886*pi,1.0522593548593484*pi) q[15];\nu3(3.2614036610795516*pi,-0.06072743737565933*pi,0.7559341359999415*pi) q[16];\nRxxyyzz(0.4410748773770266*pi,0.18146738244031405*pi,3.881461193230134*pi) q[2],q[0];\nRxxyyzz(0.36647139015332*pi,0.16767300490711345*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.37570078634605963*pi,0.24957420823276652*pi,0.09093866752221995*pi) q[16],q[3];\nRxxyyzz(0.4169959562746097*pi,0.35930036118956843*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.43518940215159957*pi,0.3172367092206171*pi,0.07909718101087097*pi) q[8],q[15];\nRxxyyzz(0.4266713738586799*pi,0.327453749999894*pi,3.94495067191324*pi) q[10],q[12];\nRxxyyzz(0.3185803480102902*pi,0.19801923251977027*pi,0.0*pi) q[11],q[13];\nu3(3.7348125423255807*pi,-0.21783108467986018*pi,1.1130515954096483*pi) q[0];\nu3(3.423605899100426*pi,-0.28112802750552673*pi,4.326363508721642*pi) q[1];\nu3(3.1707693447035314*pi,0.8429463760902749*pi,1.1087242074821928*pi) q[2];\nu3(3.0514937579624326*pi,-0.15615817590419756*pi,2.037470364902419*pi) q[3];\nu3(3.25540866738692*pi,-0.1639737512916456*pi,1.3691700571772416*pi) q[6];\nu3(3.2818635759651977*pi,-0.15006437172857184*pi,0.5057164170342792*pi) q[7];\nu3(3.23596213867598*pi,2.929089520372395*pi,4.192279421011838*pi) q[8];\nu3(3.941347007985247*pi,3.400363530427623*pi,1.927934531702311*pi) q[10];\nu3(3.421836287361245*pi,3.4088069432717405*pi,0.6122957173673971*pi) q[11];\nu3(3.4090789551517116*pi,3.112838698152445*pi,1.2787224117781688*pi) q[12];\nu3(3.244853588783373*pi,-0.21742433133649253*pi,2.0447658086774387*pi) q[13];\nu3(3.8371440573725186*pi,-0.4093225473199955*pi,4.061623777100641*pi) q[14];\nu3(3.1966846468137957*pi,2.651378684088775*pi,1.362545468734318*pi) q[15];\nu3(3.3330749024951123*pi,-0.2575383759940707*pi,1.493304284336305*pi) q[16];\nmeasure q[13] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[0] -> c[11];\nRxxyyzz(0.42094434229931976*pi,0.2728931902117555*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.4296515492620894*pi,0.15545965827010558*pi,3.95199167807266*pi) q[8],q[3];\nRxxyyzz(0.40363070764802966*pi,0.32822008291636207*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.31851864109194944*pi,0.2115349546248244*pi,0.05549304622250517*pi) q[10],q[5];\nRxxyyzz(0.495057587873001*pi,0.28175707399642613*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.42550462453280957*pi,0.26497379714780994*pi,0.07578055342435688*pi) q[12],q[11];\nRxxyyzz(0.41770539311072996*pi,0.1623549400008519*pi,3.9503444985552196*pi) q[14],q[16];\nu3(3.321664821097187*pi,0.7077083132397393*pi,1.5230715456816208*pi) q[1];\nu3(3.7865932886784632*pi,1.7047683430582614*pi,0.5911787617161384*pi) q[3];\nu3(3.407766181787783*pi,-0.13216920566225387*pi,0.9422133624437934*pi) q[4];\nu3(0.5033908829857885*pi,3.024468638469634*pi,1.067774177603749*pi) q[5];\nu3(3.367985154506329*pi,1.4819590409237284*pi,1.0778302171755678*pi) q[6];\nu3(3.402475794413368*pi,1.6572645081791606*pi,1.6732693156546654*pi) q[7];\nu3(3.850815104755965*pi,-0.13202244582206113*pi,2.2362426185198263*pi) q[8];\nu3(3.2363695412828943*pi,1.4837681589823*pi,1.270174337962902*pi) q[9];\nu3(3.586984201942792*pi,-0.3932675922372294*pi,1.9968674467740195*pi) q[10];\nu3(3.2629889315631684*pi,0.26544378773428745*pi,4.470730361518948*pi) q[11];\nu3(3.5712016642175812*pi,-0.12151570282233415*pi,4.210058919235591*pi) q[12];\nu3(3.2044046160717357*pi,-0.2734987102122092*pi,1.686331774464906*pi) q[14];\nu3(3.369321236793462*pi,3.133090209366604*pi,0.7048406388386805*pi) q[15];\nu3(3.4063530619055973*pi,1.8635784617127817*pi,0.5794361634893908*pi) q[16];\nmeasure q[9] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[10] -> c[7];\nmeasure q[6] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[15] -> c[12];\nmeasure q[16] -> c[13];\nmeasure q[5] -> c[14];\nmeasure q[11] -> c[15];\nmeasure q[3] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.209114820070143*pi,2.2440360000369672*pi,2.8308948925217994*pi) q[0];\nu3(3.796927054139562*pi,-0.12131438567179587*pi,4.4780667293759375*pi) q[1];\nu3(3.334419987245952*pi,2.158912242815129*pi,2.6340583250957286*pi) q[2];\nu3(3.507015180876132*pi,2.2007324714530805*pi,4.058949227717255*pi) q[3];\nu3(3.798645239945641*pi,3.2729225640383266*pi,2.4991298295869067*pi) q[4];\nu3(3.4060572254568977*pi,2.417811195399324*pi,0.5909029014590427*pi) q[5];\nu3(3.4912179547070403*pi,-0.2977906062155684*pi,2.365980080474144*pi) q[6];\nu3(3.314486631856759*pi,1.2293144139898282*pi,1.9764437236473027*pi) q[7];\nu3(3.2070292958324873*pi,2.2942498755068863*pi,2.3439881813327963*pi) q[8];\nu3(3.812124191405515*pi,0.544167266981507*pi,3.377464695819059*pi) q[9];\nu3(3.6091660439728392*pi,3.223348587315784*pi,3.045138296655554*pi) q[10];\nu3(3.3973467076709394*pi,-0.227681159078437*pi,3.346449857208749*pi) q[11];\nu3(3.0175300992599925*pi,2.43149944650093*pi,2.104880715203733*pi) q[12];\nu3(3.101737419298722*pi,-0.4909827721634346*pi,1.3600379677160928*pi) q[13];\nu3(3.6289491279122363*pi,1.1263592635325002*pi,1.42567627550718*pi) q[14];\nu3(3.5417075767474215*pi,-0.09992522199076587*pi,1.3466462115161943*pi) q[15];\nu3(3.6348427129939425*pi,2.8268280932684955*pi,3.2012313634059453*pi) q[16];\nRxxyyzz(0.340211075787057*pi,0.20151775914769376*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.2827166603600989*pi,0.22847421224184683*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.44849179918874954*pi,0.24468215194697812*pi,0.18436194527841082*pi) q[2],q[16];\nRxxyyzz(0.4363443617282595*pi,0.3369465765552814*pi,0.22664920371595684*pi) q[3],q[13];\nRxxyyzz(0.4135242111214036*pi,0.1951046933016296*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.41400123074574013*pi,0.3296992051283429*pi,3.7993720208609005*pi) q[6],q[15];\nRxxyyzz(0.3751623570808094*pi,0.22158724644287514*pi,3.9542737098194505*pi) q[8],q[10];\nRxxyyzz(0.32144869631432005*pi,0.06470987203788336*pi,0.0*pi) q[9],q[14];\nu3(3.6611760204023835*pi,3.4807807421829042*pi,2.4380497235396548*pi) q[0];\nu3(3.44659771947888*pi,3.305177532855496*pi,4.391232363827282*pi) q[1];\nu3(3.655595371746171*pi,3.215190678396784*pi,2.1648555948737798*pi) q[2];\nu3(3.4729642314497133*pi,3.1353553925239503*pi,3.819387191159029*pi) q[3];\nu3(3.6028109724677724*pi,2.930998437224625*pi,1.0381723453205236*pi) q[4];\nu3(3.0418654193789703*pi,2.7819894892379784*pi,0.5284564994361051*pi) q[5];\nu3(3.5060034823457276*pi,0.6554716405951484*pi,1.1010357432174196*pi) q[6];\nu3(3.330484958609926*pi,3.268849700296955*pi,1.3781694567544667*pi) q[7];\nu3(3.943562196203741*pi,0.4099569732565883*pi,0.9716356351304336*pi) q[8];\nu3(3.346782953556379*pi,2.8039512401770468*pi,1.161407256449774*pi) q[9];\nu3(3.3367224944346003*pi,3.4481287462171197*pi,1.852771681484306*pi) q[10];\nu3(3.819611077453708*pi,1.242034826690042*pi,1.9157447834993389*pi) q[12];\nu3(3.273594793876706*pi,2.5852651534085282*pi,1.3288085850728244*pi) q[13];\nu3(3.741706117562228*pi,3.4677686316359364*pi,2.4848131465330208*pi) q[14];\nu3(3.150353787543413*pi,-0.2651319939229978*pi,1.0521337209880262*pi) q[15];\nu3(3.83191457817941*pi,2.812364311885328*pi,4.497586679839793*pi) q[16];\nRxxyyzz(0.4596544341607099*pi,0.23583193973017808*pi,0.04791952794977404*pi) q[0],q[6];\nRxxyyzz(0.42669133786110935*pi,0.1879518274768568*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.42175827728982007*pi,0.08953883913052596*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.25245038411138987*pi,0.19220307813264104*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.42306339888571987*pi,0.13990060811455507*pi,0.13324635195823473*pi) q[5],q[4];\nRxxyyzz(0.45148383253890956*pi,0.33885910167944666*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.40198744074806414*pi,0.28390702927670086*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.42218803334879024*pi,0.297187832253139*pi,0.06330235226745978*pi) q[11],q[16];\nu3(3.4348418640431992*pi,3.4540919706226085*pi,3.5140948549557383*pi) q[0];\nu3(3.612672980120519*pi,-0.3284387583912035*pi,2.0919084899944957*pi) q[1];\nu3(3.7200742031118246*pi,-0.3939625621334353*pi,3.6875127721867598*pi) q[2];\nu3(3.799806274599986*pi,2.1520319201090365*pi,0.9361717765049355*pi) q[3];\nu3(3.0826641515872537*pi,3.0752253501380054*pi,0.814415698643896*pi) q[4];\nu3(3.5385789615455674*pi,2.367756223454868*pi,0.7117962364982786*pi) q[5];\nu3(3.5982159766132304*pi,0.5244083319076864*pi,0.6718821131271112*pi) q[6];\nu3(3.276587837125448*pi,1.4062712016781471*pi,1.4334707625710403*pi) q[7];\nu3(3.5144265957924623*pi,3.0968128989295334*pi,0.6431602576434203*pi) q[8];\nu3(3.1688844415633217*pi,3.374358512081919*pi,2.3118312519861073*pi) q[10];\nu3(3.4851827587636737*pi,-0.30798949444317714*pi,1.520703903854655*pi) q[11];\nu3(3.4477041797962267*pi,2.874104689636222*pi,2.0914670550739656*pi) q[12];\nu3(3.4179077195619803*pi,3.340221777986698*pi,1.9870587155703239*pi) q[13];\nu3(3.567945063023539*pi,0.539290402776583*pi,1.6812767755053488*pi) q[14];\nu3(3.5120122444151876*pi,-0.30402648728890413*pi,1.0136422386702044*pi) q[15];\nu3(3.7651038299958617*pi,-0.029639713540447588*pi,4.450595033049458*pi) q[16];\nRxxyyzz(0.3668030133787995*pi,0.2269602478085352*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.27564351769787965*pi,0.20213204351200909*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.44872992073255974*pi,0.1664309019970461*pi,3.9400361948450904*pi) q[3],q[15];\nRxxyyzz(0.36457529340043804*pi,0.1901294799311355*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4189888573439964*pi,0.21151629840790953*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.45297579795894727*pi,0.3133351056022171*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.45201324004059973*pi,0.22833098475364152*pi,3.8669101038110902*pi) q[9],q[14];\nRxxyyzz(0.46841389046378*pi,0.38130183389314226*pi,0.0*pi) q[10],q[11];\nu3(3.3883049122386772*pi,3.4421568030020753*pi,2.236629682050258*pi) q[0];\nu3(3.1753586156742175*pi,2.9871232986772553*pi,1.998351707994923*pi) q[1];\nu3(3.855843222039959*pi,3.147139456973583*pi,0.5404962449448949*pi) q[2];\nu3(3.484353050419103*pi,0.08279165082313011*pi,2.2910156809501956*pi) q[3];\nu3(3.0690649797475134*pi,0.07819719117369273*pi,0.7774512427141413*pi) q[4];\nu3(3.4622691966233714*pi,2.866604364483658*pi,2.0846776544146888*pi) q[5];\nu3(3.71944391178231*pi,0.18507472843506734*pi,0.9285316772966654*pi) q[6];\nu3(3.2187971623935208*pi,-0.4013749811382047*pi,1.950815155864084*pi) q[8];\nu3(3.7538801903445154*pi,-0.2731039364133414*pi,2.378902755458396*pi) q[9];\nu3(3.22871506855524*pi,0.16160681225262685*pi,4.312650802555525*pi) q[10];\nu3(3.466329936798425*pi,0.47847578310962546*pi,1.292244977149973*pi) q[11];\nu3(3.8400587470907004*pi,3.133249538284147*pi,0.9548101894710229*pi) q[12];\nu3(3.4708624475845102*pi,3.1513666084198384*pi,3.9455018920152636*pi) q[13];\nu3(3.494264467065372*pi,1.0535341009959778*pi,2.426250582786684*pi) q[14];\nu3(3.9129895905950964*pi,0.14093835414745592*pi,2.447804368097886*pi) q[15];\nu3(3.7229279016309476*pi,0.5137793429139086*pi,1.598140345894176*pi) q[16];\nRxxyyzz(0.44019634740298486*pi,0.3728187907207623*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.21450858439843923*pi,0.12561164786484724*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3342693992849003*pi,0.2715595790515366*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.33677793576535653*pi,0.19725920721017864*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3961911450291761*pi,0.2834849015054851*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.46188545657661884*pi,0.27447796538089975*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.40895398789213994*pi,0.34281409373129523*pi,3.76988775528745*pi) q[13],q[8];\nRxxyyzz(0.4937958350744803*pi,0.23018634920749914*pi,0.0*pi) q[15],q[16];\nu3(3.7926178880748806*pi,0.641021904379907*pi,1.1675562809751503*pi) q[0];\nu3(3.5653688891712845*pi,0.7884512334727001*pi,1.269285797704657*pi) q[1];\nu3(3.6037139115092183*pi,-0.38325627074859525*pi,3.6146708515198145*pi) q[2];\nu3(3.8227015140790033*pi,-0.04766569326010761*pi,1.0961924889931263*pi) q[4];\nu3(3.4829986231776235*pi,-0.43318513409677295*pi,3.6556542783354606*pi) q[5];\nu3(3.6944619559820184*pi,2.3373378059948062*pi,1.6269153192433556*pi) q[6];\nu3(3.41563184987491*pi,2.4959572263526417*pi,1.1537942132012797*pi) q[7];\nu3(3.8900649849369864*pi,3.08835476775396*pi,1.7072635590745522*pi) q[8];\nu3(3.3025283235775165*pi,-0.40728085799395575*pi,1.415278572242923*pi) q[9];\nu3(3.780512881409328*pi,0.2056893850913869*pi,1.1010091485769644*pi) q[10];\nu3(3.3273318965302705*pi,3.1141152457897268*pi,2.0930713881837892*pi) q[11];\nu3(3.8422797199721512*pi,2.376713574523677*pi,2.2605938749030425*pi) q[12];\nu3(3.577834687598955*pi,3.339977617726735*pi,1.7370623781263943*pi) q[13];\nu3(3.313692750321751*pi,0.8469739144266271*pi,1.6345400297635289*pi) q[14];\nu3(3.4058399429797475*pi,-0.139567156472437*pi,2.167683054113721*pi) q[15];\nu3(3.776026997011116*pi,-0.39816949158161163*pi,1.290712091644469*pi) q[16];\nRxxyyzz(0.38661502740834697*pi,0.169559849354884*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.41630128563661983*pi,0.2874342545946041*pi,0.055657699699791854*pi) q[13],q[1];\nRxxyyzz(0.3657080414134791*pi,0.26940609657105674*pi,0.09168711974648859*pi) q[2],q[7];\nRxxyyzz(0.4451625784536999*pi,0.22132251457538213*pi,3.9492657079800306*pi) q[3],q[14];\nRxxyyzz(0.4312448306146295*pi,0.2377770574258963*pi,0.15067484771983738*pi) q[4],q[5];\nRxxyyzz(0.3926452022294303*pi,0.14258316645840025*pi,3.9594910259453404*pi) q[10],q[9];\nRxxyyzz(0.40745724213848*pi,0.24914035293485215*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.30889722388773977*pi,0.28569877177369385*pi,0.0*pi) q[12],q[15];\nu3(3.69598108734313*pi,0.062089246508820306*pi,2.2604605711278043*pi) q[0];\nu3(3.720758643093934*pi,2.7511896195041174*pi,0.7171527674006073*pi) q[1];\nu3(3.341976010384256*pi,0.7048323037464228*pi,3.9626819290652815*pi) q[2];\nu3(3.5979189634641817*pi,1.117228068506626*pi,2.4101074917559444*pi) q[3];\nu3(3.3391868055988683*pi,-0.3425459482790011*pi,2.1802592559422234*pi) q[4];\nu3(3.7625590319379705*pi,0.30375456166442716*pi,0.6160957943448626*pi) q[5];\nu3(3.2467900237874368*pi,0.8439367490362772*pi,0.9993350461684308*pi) q[7];\nu3(3.7368561138920646*pi,0.3782080243343935*pi,1.1658489146623192*pi) q[8];\nu3(3.857325702946656*pi,0.8749650680215342*pi,1.0378714677468377*pi) q[9];\nu3(3.5966801222994897*pi,3.414396273640842*pi,1.1233809469687785*pi) q[10];\nu3(3.5378245382237363*pi,2.071815475201115*pi,1.7696233753765775*pi) q[11];\nu3(3.9322266967893262*pi,3.3701201117219703*pi,3.9555053523583847*pi) q[12];\nu3(3.2367608612944965*pi,2.588556845217249*pi,4.436528371846784*pi) q[13];\nu3(3.3605342287106*pi,0.5629816195343498*pi,2.217101848848128*pi) q[14];\nu3(3.1700385788737235*pi,2.721113766000733*pi,1.0079148726080356*pi) q[15];\nu3(3.7447184228320536*pi,0.09632478285138868*pi,0.6188916484243048*pi) q[16];\nRxxyyzz(0.4277122572242499*pi,0.2510116997918011*pi,3.79148980286268*pi) q[11],q[0];\nRxxyyzz(0.4264660331119199*pi,0.2944829724808047*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.3906918092245696*pi,0.08345240483025274*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4470337139976196*pi,0.20413990958856953*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.38824086572232974*pi,0.15339613611113964*pi,3.9159287656348902*pi) q[6],q[4];\nRxxyyzz(0.4899426005480034*pi,0.1707971573927196*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.47899873724978015*pi,0.19944499717487385*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.4371338626032203*pi,0.28330591546474726*pi,0.10321670600381522*pi) q[10],q[15];\nu3(3.6076346745504906*pi,3.4166966017558122*pi,0.7101078861861385*pi) q[0];\nu3(3.31049655139468*pi,2.914906554988636*pi,0.7349554732437751*pi) q[1];\nu3(3.311283604923306*pi,0.09939291357455993*pi,1.6474467940942725*pi) q[2];\nu3(3.2436914334649254*pi,0.09873506947289923*pi,1.429941849024347*pi) q[3];\nu3(3.5032599811410106*pi,0.3678355894841632*pi,1.5127869581517555*pi) q[4];\nu3(3.3215771504623697*pi,2.446527699406904*pi,2.2862529551906334*pi) q[5];\nu3(3.3414801828852707*pi,2.826411252667861*pi,1.2214872639070826*pi) q[6];\nu3(3.5541360579782277*pi,2.851481106220846*pi,1.9052092945134662*pi) q[7];\nu3(3.676956246132057*pi,-0.31745403437762854*pi,3.747455476056926*pi) q[8];\nu3(3.624805306023478*pi,0.3572194433408983*pi,2.756639106904404*pi) q[10];\nu3(3.730887430732103*pi,-0.010770200921077333*pi,1.519672300641988*pi) q[11];\nu3(3.607647050692883*pi,2.7763952812273707*pi,1.8277939721433698*pi) q[12];\nu3(3.636109841251109*pi,-0.294856851519363*pi,0.9887954745085419*pi) q[13];\nu3(3.786205808866918*pi,1.8227528336813235*pi,0.7651967499836294*pi) q[14];\nu3(3.3746056226755163*pi,3.4913306022715154*pi,2.300884190331426*pi) q[15];\nu3(3.804960384036515*pi,3.1227831746173127*pi,0.9668525769286673*pi) q[16];\nRxxyyzz(0.3917441101807152*pi,0.3158011576509052*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4071949560584236*pi,0.20954881609204634*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4265739330576101*pi,0.23100509774783995*pi,0.09931307573321169*pi) q[3],q[4];\nRxxyyzz(0.4711385767923598*pi,0.31703016639801984*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.45598619683170943*pi,0.3230424732044698*pi,3.9312163174481096*pi) q[7],q[15];\nRxxyyzz(0.33137901416503024*pi,0.1282003281516816*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.32554197829243947*pi,0.3089615082351239*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.45436487001635917*pi,0.2806184631635161*pi,0.11162722504290254*pi) q[11],q[16];\nu3(3.575445517213121*pi,-0.3898171527584743*pi,3.6286651696672503*pi) q[0];\nu3(3.836332409352193*pi,-0.22046756560406866*pi,1.7075193279716365*pi) q[1];\nu3(3.257511579830179*pi,-0.1741345863609522*pi,4.392311197049732*pi) q[2];\nu3(3.1695412298239245*pi,2.9566930957891344*pi,4.4261537149294305*pi) q[3];\nu3(3.1994122465581194*pi,-0.26785594911527044*pi,2.838200999631595*pi) q[4];\nu3(3.8156221182590415*pi,-0.49105768011617645*pi,1.6105067378769022*pi) q[5];\nu3(3.6408268224906557*pi,3.318704676106105*pi,1.9767190674210506*pi) q[6];\nu3(3.5193239573668897*pi,2.7336589476590403*pi,1.0092312000801842*pi) q[7];\nu3(3.2091626650364624*pi,0.7173987020773016*pi,1.0547184296336818*pi) q[9];\nu3(3.297640525526427*pi,3.0183751030836006*pi,0.5842044799887716*pi) q[10];\nu3(3.1192124210321936*pi,-0.23743345496280732*pi,2.942484122183248*pi) q[11];\nu3(3.4499373504024904*pi,3.40604130233261*pi,4.094434390871138*pi) q[12];\nu3(3.922878387533698*pi,-0.4818216106715443*pi,1.0223068391115588*pi) q[13];\nu3(3.5370458544332326*pi,-0.2879459885987338*pi,2.2425435395301903*pi) q[14];\nu3(3.6883099626594347*pi,0.8226921447520334*pi,0.6153851275092919*pi) q[15];\nu3(3.261223560920186*pi,3.496071965044604*pi,2.329985247683094*pi) q[16];\nRxxyyzz(0.40014559849124*pi,0.29096517905306585*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4202147434908402*pi,0.2485617767574374*pi,3.9213236437107692*pi) q[1],q[4];\nRxxyyzz(0.3545211933600291*pi,0.3025526752820762*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.359720871846147*pi,0.07210504600387424*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4492772337344403*pi,0.39686120115522383*pi,3.7446166772692795*pi) q[5],q[9];\nRxxyyzz(0.25286193397491974*pi,0.16594898571751315*pi,0.10905782893410487*pi) q[13],q[7];\nRxxyyzz(0.3690549112876099*pi,0.15683608966988705*pi,3.9191661315701904*pi) q[11],q[8];\nRxxyyzz(0.41482245017244956*pi,0.3641365011101141*pi,0.17400119060255648*pi) q[12],q[16];\nu3(3.3389085013565882*pi,2.4464399962601293*pi,1.0369377582231998*pi) q[0];\nu3(3.4414231987083896*pi,2.357086854816324*pi,2.1167538192804325*pi) q[1];\nu3(3.1003290653330358*pi,3.2727003737020484*pi,1.0250148429198318*pi) q[2];\nu3(3.639788665114689*pi,0.9275713249036621*pi,1.2557440655314929*pi) q[3];\nu3(3.4470771791009662*pi,-0.08985619781936505*pi,1.676329274837514*pi) q[4];\nu3(3.930489267109873*pi,-0.05043922233353709*pi,1.9446295186003573*pi) q[5];\nu3(3.5034661008274894*pi,2.2561648513484798*pi,4.114651076331477*pi) q[7];\nu3(3.4101108216150773*pi,2.951817142412758*pi,1.1577993771402317*pi) q[8];\nu3(3.436362316390558*pi,3.4415280697146517*pi,1.6431820056751016*pi) q[9];\nu3(3.7716807216043597*pi,-0.37175805332913736*pi,1.055585450255852*pi) q[10];\nu3(3.4539240068685793*pi,0.24047230011535803*pi,1.8291642007530697*pi) q[11];\nu3(3.77274626032622*pi,2.7430603003825147*pi,0.6644527019424586*pi) q[12];\nu3(3.720842009520917*pi,2.6917458713800206*pi,2.3302090451557738*pi) q[13];\nu3(3.6696325725967336*pi,-0.03375118732428861*pi,2.2744326861932573*pi) q[14];\nu3(3.4218955442378403*pi,1.2527149175837522*pi,0.9691750347846735*pi) q[15];\nu3(3.372550118205206*pi,1.9358616052375512*pi,0.6509344047439137*pi) q[16];\nRxxyyzz(0.4419517445230098*pi,0.33292949347169604*pi,0.07337153380595962*pi) q[5],q[0];\nRxxyyzz(0.29180672373315963*pi,0.1457291977669768*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.48911118168407974*pi,0.21238627533081111*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.28779924284084946*pi,0.2588930961178959*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.3227363378221*pi,0.13117816900689816*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.3939054892852498*pi,0.3495970766582352*pi,3.9092174739538508*pi) q[12],q[8];\nRxxyyzz(0.35738174012521995*pi,0.2458310383626744*pi,0.0*pi) q[11],q[14];\nu3(3.586723327094094*pi,-0.15818485338588228*pi,1.2119586731338439*pi) q[0];\nu3(3.6941014698934267*pi,-0.43485506159419923*pi,2.0656065753821222*pi) q[1];\nu3(3.4127569588841795*pi,2.2451959426183645*pi,1.611082352761192*pi) q[2];\nu3(3.4210670158458987*pi,2.234499642275295*pi,1.3002182753014564*pi) q[4];\nu3(3.3797039016933548*pi,3.065159608048811*pi,1.0083013165611678*pi) q[5];\nu3(3.1910073791718716*pi,0.87599907681119*pi,1.0451813672653716*pi) q[6];\nu3(3.727949940294074*pi,0.1056084534585835*pi,0.7152576978447267*pi) q[8];\nu3(3.8596903163444694*pi,3.099986434635622*pi,0.88658941089406*pi) q[9];\nu3(3.6311068914408082*pi,-0.08015127645110198*pi,0.7260342479373998*pi) q[10];\nu3(3.2548755330959622*pi,2.22286740809405*pi,1.0892327065586205*pi) q[11];\nu3(3.2732125631852282*pi,0.726902405377345*pi,1.8331232318725903*pi) q[12];\nu3(3.710056967016934*pi,0.36327876813501847*pi,0.9078672015313778*pi) q[14];\nu3(3.529747257028139*pi,0.6359691211593184*pi,1.31354244614649*pi) q[15];\nu3(3.3363597911582334*pi,-0.4112737078815037*pi,0.5811316965836895*pi) q[16];\nRxxyyzz(0.3821811374325197*pi,0.18875054416202586*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.3988581033190295*pi,0.2825086011574802*pi,3.8917075397751497*pi) q[10],q[2];\nRxxyyzz(0.2751379134291998*pi,0.23691841683703974*pi,3.88801012029499*pi) q[3],q[14];\nRxxyyzz(0.3867282295248947*pi,0.31593205924382795*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4416970173933863*pi,0.19619799604069865*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3354178277917602*pi,0.05936262784967994*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4535568964787392*pi,0.31920506213178634*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3763205887620007*pi,0.32580397352831825*pi,0.0*pi) q[12],q[15];\nu3(3.573660270526128*pi,-0.020811202850819777*pi,1.8678862740885385*pi) q[0];\nu3(3.0855723607751386*pi,3.1068271057770276*pi,1.4077810496804266*pi) q[1];\nu3(3.7336294682891107*pi,2.0553143361313966*pi,0.7935988723079048*pi) q[2];\nu3(3.281816134113597*pi,2.5827279395431813*pi,4.069846992902332*pi) q[3];\nu3(3.883618045804925*pi,-0.042009592667637374*pi,2.0493291131392164*pi) q[4];\nu3(3.2244521495776497*pi,-0.415366141525528*pi,4.134759938909415*pi) q[5];\nu3(3.4511292574175196*pi,2.7225682818201746*pi,1.7613505478707563*pi) q[6];\nu3(3.687699177119714*pi,0.07555928074553875*pi,1.4684485213575462*pi) q[7];\nu3(3.2756598955493117*pi,3.465158086725644*pi,0.768987999171352*pi) q[8];\nu3(3.3715077498666446*pi,3.3797604446468426*pi,4.162711341112438*pi) q[9];\nu3(3.102752858537362*pi,0.9105109683771515*pi,2.4826136100730034*pi) q[10];\nu3(3.2280352336468687*pi,-0.39375697160601697*pi,1.3569293299384046*pi) q[12];\nu3(3.320515692972478*pi,0.7989914993728435*pi,0.8998721928927971*pi) q[13];\nu3(3.2061139072058773*pi,-0.3044392233564924*pi,2.219802587892087*pi) q[14];\nu3(3.483580932379225*pi,0.12223023147385825*pi,0.7084889744136688*pi) q[15];\nu3(3.4910741453674783*pi,3.064229827774059*pi,1.8363104424730543*pi) q[16];\nRxxyyzz(0.3644473573208806*pi,0.32554090661316504*pi,0.1778879187338103*pi) q[1],q[14];\nRxxyyzz(0.4094375504974399*pi,0.09200453897690286*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.39358269520342976*pi,0.2370418324492971*pi,0.13878552857655535*pi) q[10],q[3];\nRxxyyzz(0.35422539514727946*pi,0.28814068829362904*pi,0.07251543356228174*pi) q[15],q[4];\nRxxyyzz(0.40665885738326013*pi,0.2735319154091194*pi,0.14623618782034573*pi) q[6],q[8];\nRxxyyzz(0.44943675367504954*pi,0.29738030225200207*pi,3.8241856963694*pi) q[16],q[11];\nRxxyyzz(0.4950267270243909*pi,0.27094136468169205*pi,0.0*pi) q[13],q[12];\nu3(3.043317554595673*pi,0.14270552547309234*pi,3.9372520288107604*pi) q[1];\nu3(3.427410197081765*pi,3.057127688574654*pi,1.2731930318695128*pi) q[2];\nu3(3.651313855608137*pi,2.9376965747515538*pi,0.683372815719914*pi) q[3];\nu3(3.508375014792641*pi,0.07925351284595117*pi,1.806343176035615*pi) q[4];\nu3(3.3730570757209963*pi,2.977041783469759*pi,1.7901254052953468*pi) q[6];\nu3(3.4867507775267548*pi,1.1009019017601447*pi,4.2951584425005205*pi) q[8];\nu3(3.326749345330955*pi,-0.21786318214552614*pi,1.0640458270110413*pi) q[9];\nu3(3.284800669035696*pi,-0.4077503477358321*pi,3.4809617635247636*pi) q[10];\nu3(3.3935962776334194*pi,1.3598934270557401*pi,0.5438746612344758*pi) q[11];\nu3(3.802197347607261*pi,3.1733744749076966*pi,0.5655199370446571*pi) q[12];\nu3(3.247936122684243*pi,0.441244451940758*pi,1.157681376166865*pi) q[13];\nu3(3.581725480725816*pi,1.3135459169867096*pi,0.589092287759729*pi) q[14];\nu3(3.4473929023221825*pi,-0.4882648865911181*pi,3.724933472545687*pi) q[15];\nu3(3.8111132317844745*pi,-0.43666689886100996*pi,2.133165072174397*pi) q[16];\nRxxyyzz(0.4093965671324501*pi,0.07707309739310897*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.38107254935765944*pi,0.1662052331650159*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.26026118422304995*pi,0.1506799187444452*pi,3.91413577968156*pi) q[15],q[2];\nRxxyyzz(0.4854381795709304*pi,0.31146019241320544*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4441780147666297*pi,0.13229410127969302*pi,0.0487696514761841*pi) q[5],q[13];\nRxxyyzz(0.40646650055384953*pi,0.28988083022980987*pi,0.03910957657556569*pi) q[12],q[7];\nRxxyyzz(0.434846183238351*pi,0.3610190356763674*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.45206674288382936*pi,0.10490130023196807*pi,0.057529168756973184*pi) q[14],q[16];\nu3(3.2188499987772703*pi,0.2970886606874583*pi,0.5977000531126837*pi) q[0];\nu3(3.7904371078325902*pi,2.0623093938342576*pi,1.9135825142494731*pi) q[1];\nu3(3.6416429095172527*pi,3.4323745231059863*pi,2.042567104989232*pi) q[2];\nu3(3.2191628186258017*pi,-0.43724125631735766*pi,4.249974561586944*pi) q[3];\nu3(3.3028037183917185*pi,-0.46069957565969466*pi,3.6224516904439343*pi) q[4];\nu3(3.702931478061403*pi,2.9052749203570287*pi,3.3791629804348666*pi) q[5];\nu3(3.8972238617419612*pi,0.32959253775416264*pi,0.523943961608919*pi) q[6];\nu3(3.276180349065315*pi,2.7959703135817033*pi,1.6946713846335082*pi) q[7];\nu3(3.3798693699092435*pi,0.2022315721820609*pi,1.4735582254083721*pi) q[8];\nu3(3.2777739405197837*pi,3.4099177982198317*pi,1.2372762049967145*pi) q[10];\nu3(3.496987224111218*pi,0.14041756137823103*pi,1.33792489731088*pi) q[11];\nu3(3.484721397255666*pi,1.255878336399077*pi,0.8385371813941953*pi) q[12];\nu3(3.111843338095929*pi,-0.25218334676569565*pi,0.8926898506044193*pi) q[13];\nu3(3.3194757970074042*pi,3.2582892316407195*pi,4.27628720083837*pi) q[14];\nu3(3.778636950727548*pi,-0.33746115543729405*pi,3.8158863393394458*pi) q[15];\nu3(3.1946037005675696*pi,0.6678353585221894*pi,0.9951164943079402*pi) q[16];\nRxxyyzz(0.3863082456623702*pi,0.21960161848414822*pi,3.958131668372071*pi) q[15],q[0];\nRxxyyzz(0.43205893268396*pi,0.3162054055502194*pi,3.92808510662848*pi) q[1],q[4];\nRxxyyzz(0.4286701007283602*pi,0.1871926867750338*pi,3.92113844908725*pi) q[2],q[8];\nRxxyyzz(0.4413416876295303*pi,0.252335456531273*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.30638266376330014*pi,0.11783563755989768*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.38465267476120957*pi,0.28253647700232803*pi,0.04177066707767699*pi) q[11],q[7];\nRxxyyzz(0.3194186850315095*pi,0.21105209881427012*pi,3.93932701155434*pi) q[14],q[12];\nRxxyyzz(0.38551445028871006*pi,0.29985828758731875*pi,3.870798790029341*pi) q[16],q[13];\nu3(3.576344565744228*pi,0.1148453608509139*pi,2.4205944502023344*pi) q[0];\nu3(3.4923132750379007*pi,3.402796602691315*pi,2.2505139021696845*pi) q[1];\nu3(3.5088928194921896*pi,3.43530412273343*pi,2.4905926142899824*pi) q[2];\nu3(3.5033543936388574*pi,-0.3328237100242636*pi,1.2413325849386272*pi) q[4];\nu3(3.582022664159816*pi,0.7942417607638004*pi,1.1634727586099887*pi) q[5];\nu3(3.0128599943008907*pi,2.2771456333884457*pi,2.196962562281156*pi) q[6];\nu3(3.6366423313461596*pi,2.305393540444702*pi,1.1666360167749474*pi) q[7];\nu3(3.414775428468709*pi,2.005348538691933*pi,0.5895495416544212*pi) q[8];\nu3(3.29626507069982*pi,-0.2779128280484236*pi,0.6949719587120737*pi) q[9];\nu3(3.5339208977878145*pi,1.0550438627570609*pi,1.4292413783511388*pi) q[10];\nu3(3.4657176267726095*pi,2.8539733629382082*pi,3.788687001818709*pi) q[11];\nu3(3.254869543126934*pi,-0.20373017243229385*pi,0.7150578098731644*pi) q[12];\nu3(3.1584253126144093*pi,3.1038212487531207*pi,1.1500117727338401*pi) q[13];\nu3(3.359157667996329*pi,-0.37191172709678966*pi,4.3708572839677995*pi) q[14];\nu3(3.3867570530722*pi,-0.28558883061265233*pi,0.9835340294824917*pi) q[15];\nu3(3.5882445216787415*pi,2.7886218219240186*pi,1.265148918776971*pi) q[16];\nRxxyyzz(0.4465913205883627*pi,0.4363620994353972*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4642323305348396*pi,0.16823970984141046*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.3368576939089145*pi,0.29250065896047595*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.2729764616057802*pi,0.18646298373792947*pi,0.07112152398942939*pi) q[3],q[11];\nRxxyyzz(0.4590575674122901*pi,0.3583781831931439*pi,0.12222874346212499*pi) q[7],q[4];\nRxxyyzz(0.39091514863283017*pi,0.04335933215470211*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4016675849712401*pi,0.20342174357451848*pi,0.07513025983558469*pi) q[6],q[13];\nRxxyyzz(0.4761959620213402*pi,0.13142354881987162*pi,0.0*pi) q[15],q[12];\nu3(3.7555922083323328*pi,1.2913163451673504*pi,1.2421878198371425*pi) q[0];\nu3(3.2060692407392883*pi,-0.0019240920893078828*pi,1.3709759986904482*pi) q[1];\nu3(3.7033522850006064*pi,2.6683074174654107*pi,1.5452627330008173*pi) q[2];\nu3(3.136045027925395*pi,3.068507477882845*pi,1.4635608664340687*pi) q[3];\nu3(3.182766839618794*pi,2.517489583186283*pi,1.0739792923974298*pi) q[4];\nu3(3.3726661487406013*pi,0.959063712442616*pi,1.2916459635803532*pi) q[5];\nu3(3.1880096543550986*pi,3.371265925008812*pi,3.502356183264167*pi) q[6];\nu3(3.4057798024133623*pi,1.1364895582589811*pi,1.7622287541414479*pi) q[7];\nu3(3.6355940352928267*pi,-0.1036741369058577*pi,0.738184916580991*pi) q[8];\nu3(3.693467672962776*pi,2.547683837625754*pi,2.447511840315572*pi) q[10];\nu3(3.1582469747958632*pi,0.6879956496203792*pi,0.697362431055475*pi) q[11];\nu3(3.1949676304559502*pi,0.9599496292433309*pi,1.1555263876338997*pi) q[12];\nu3(3.9807721765139057*pi,2.521710954016971*pi,3.773702403078646*pi) q[13];\nu3(3.810249647132574*pi,3.0601181988397395*pi,2.3806038768606648*pi) q[14];\nu3(3.7223629529792133*pi,-0.08314626917515222*pi,1.2780740643043467*pi) q[15];\nu3(3.5263406003097946*pi,3.2821618036422926*pi,4.115400159649267*pi) q[16];\nRxxyyzz(0.37572005568747974*pi,0.35273095713872216*pi,0.10993170611008496*pi) q[1],q[14];\nRxxyyzz(0.3488235674260114*pi,0.23537507189226492*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3311786484375896*pi,0.27671183823704726*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.45194176217133697*pi,0.23383981206051896*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4329352662745096*pi,0.3819558547151729*pi,3.8227024151501805*pi) q[5],q[11];\nRxxyyzz(0.3526832015497301*pi,0.33012117558646104*pi,3.9558440848405496*pi) q[6],q[7];\nRxxyyzz(0.3715483331258894*pi,0.09795809950042189*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.38730450400772*pi,0.163463926551628*pi,0.0*pi) q[15],q[13];\nu3(3.172105938281682*pi,0.7629338887130503*pi,3.998716548722226*pi) q[1];\nu3(3.64128421722769*pi,2.3212318820397853*pi,1.6961785985571982*pi) q[2];\nu3(3.582384667460956*pi,0.04287920536119538*pi,4.226219681959384*pi) q[3];\nu3(3.8135258741671993*pi,0.6775351068570816*pi,1.7964293172432588*pi) q[4];\nu3(3.526619237716692*pi,3.404508489684792*pi,4.135314134437811*pi) q[5];\nu3(3.715591860936688*pi,2.817344696399811*pi,3.7888587916212577*pi) q[6];\nu3(3.3635970139534974*pi,-0.25095693763416715*pi,2.200474157148502*pi) q[7];\nu3(3.5886686760584796*pi,-0.4132322297883716*pi,1.3234496146552486*pi) q[8];\nu3(3.9004782468735306*pi,3.1452615736339187*pi,2.2254969873091546*pi) q[9];\nu3(3.623147278347601*pi,2.6285817512667466*pi,2.070894725611234*pi) q[10];\nu3(3.274144358131169*pi,2.450564442452758*pi,0.5871614106292732*pi) q[11];\nu3(3.275712333300364*pi,3.074205738894694*pi,1.9129262764117814*pi) q[12];\nu3(3.8344135592137976*pi,3.1907915926917942*pi,0.7695296311318911*pi) q[13];\nu3(3.4340336072245274*pi,1.26667211542902*pi,1.6519687531476615*pi) q[14];\nu3(3.2346096226836543*pi,0.27637248131398695*pi,1.474361572530729*pi) q[15];\nu3(3.568092515069554*pi,2.817507824468994*pi,2.327547065207946*pi) q[16];\nRxxyyzz(0.3599312267382696*pi,0.22047357151261926*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4258906966780298*pi,0.2806234689344879*pi,0.11528162255323328*pi) q[6],q[1];\nRxxyyzz(0.4200530090527598*pi,0.23755586203185963*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.40761224885229996*pi,0.2998412249973539*pi,3.81289425530248*pi) q[3],q[11];\nRxxyyzz(0.3702714503514999*pi,0.11041724389787509*pi,0.03997090620094293*pi) q[9],q[5];\nRxxyyzz(0.33557153078771906*pi,0.25220323937091793*pi,0.060802334231231825*pi) q[8],q[7];\nRxxyyzz(0.3457640236241001*pi,0.15462178463032317*pi,0.0*pi) q[12],q[15];\nRxxyyzz(0.3604604508285778*pi,0.19471567107679943*pi,0.0*pi) q[13],q[14];\nu3(3.908414330605828*pi,-0.27209537775337306*pi,2.079931538472195*pi) q[0];\nu3(3.7595733288869333*pi,2.735197621672789*pi,4.071977614538767*pi) q[1];\nu3(3.70117874261371*pi,1.2058046746100537*pi,0.6708730193046306*pi) q[2];\nu3(3.4702904819429565*pi,0.05795831517751737*pi,2.058070232997125*pi) q[3];\nu3(3.7834167923708684*pi,2.918666783043843*pi,0.5689472483631618*pi) q[5];\nu3(3.7366806552279814*pi,1.7467312090461906*pi,0.7192808137268731*pi) q[6];\nu3(2.62256156100105*pi,-0.47136860506741*pi,4.22578770625646*pi) q[7];\nu3(3.460933982696923*pi,2.525083612352419*pi,1.9141912371399328*pi) q[8];\nu3(3.8001638615132483*pi,3.456291875932322*pi,0.8871886269709381*pi) q[9];\nu3(3.3258739145320844*pi,3.2391508011912182*pi,1.1528440797924766*pi) q[10];\nu3(3.4166687831509366*pi,1.8572558631323428*pi,0.7778538985002328*pi) q[11];\nu3(3.250418816139374*pi,3.01645109796781*pi,3.8197659709004004*pi) q[12];\nu3(0.3850505322664858*pi,3.228525115340589*pi,1.107750403710809*pi) q[13];\nu3(1.786555179172452*pi,3.015208968726318*pi,0.5076796606536653*pi) q[14];\nu3(3.192992720166591*pi,0.528979984718265*pi,0.5364453657137498*pi) q[15];\nu3(3.8214021505196056*pi,-0.47582405611970824*pi,1.353623500256764*pi) q[16];\nmeasure q[16] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[14] -> c[10];\nmeasure q[8] -> c[12];\nmeasure q[7] -> c[14];\nRxxyyzz(0.45463343334879325*pi,0.3263524371768334*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.35816797742814*pi,0.1472174051213725*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.3948370725973306*pi,0.29870419626322864*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.45467396921312986*pi,0.34963523808129826*pi,3.9498876816052295*pi) q[6],q[4];\nRxxyyzz(0.3786188694030495*pi,0.3352088347930869*pi,3.8654396330667*pi) q[5],q[11];\nRxxyyzz(0.3048604676869803*pi,0.27860209636698896*pi,0.0*pi) q[9],q[15];\nu3(3.3613131775221143*pi,0.12280193924578386*pi,1.5811030487113513*pi) q[0];\nu3(0.15295035331789203*pi,-0.36181391911526783*pi,2.0043252229136774*pi) q[1];\nu3(1.5674700977360017*pi,2.901836691100296*pi,1.2399729827546417*pi) q[2];\nu3(3.81650044525953*pi,2.5754419625977327*pi,1.658511886168206*pi) q[3];\nu3(3.7715925436199953*pi,2.5096958941184346*pi,1.6256792190625955*pi) q[4];\nu3(3.2292780449156875*pi,2.1419127335339985*pi,0.6569941501794938*pi) q[5];\nu3(3.74665092280186*pi,2.573084207669186*pi,0.644620318906278*pi) q[6];\nu3(0.5325889306454871*pi,3.3544760377047678*pi,4.183043743199956*pi) q[9];\nu3(3.693029419161367*pi,3.0963336288273213*pi,0.9612612344858107*pi) q[10];\nu3(3.756135946440763*pi,1.669910876204991*pi,0.5703304723470755*pi) q[11];\nu3(3.2361450701900907*pi,-0.2776543090558934*pi,4.178621966716673*pi) q[12];\nu3(3.4525711562340744*pi,3.445478144590761*pi,0.9930130686186552*pi) q[15];\nmeasure q[6] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[10] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[15] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[5] -> c[9];\nmeasure q[11] -> c[11];\nmeasure q[12] -> c[13];\nmeasure q[9] -> c[15];\nmeasure q[4] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.7064021739134345*pi,-0.05596560832576969*pi,1.1426242038989902*pi) q[0];\nu3(3.7330950118198296*pi,0.7048902865091569*pi,0.8545536691835649*pi) q[1];\nu3(3.222481586065755*pi,0.7847807227258823*pi,4.272965678750005*pi) q[2];\nu3(3.325339761098095*pi,-0.22274987151538722*pi,1.3124603437006197*pi) q[3];\nu3(3.583075562550095*pi,-0.3963614109570144*pi,0.8940696183147219*pi) q[4];\nu3(3.4211233818531355*pi,3.018714568393222*pi,1.7674782748392954*pi) q[5];\nu3(3.4714769746074037*pi,2.4564371670869254*pi,1.7854949930205435*pi) q[6];\nu3(3.816224072463428*pi,0.919559027197375*pi,1.8300883132096497*pi) q[7];\nu3(3.568514473108742*pi,-0.21901817065297458*pi,0.8349051659708799*pi) q[8];\nu3(3.562214165969915*pi,3.2485155859594217*pi,3.867267216706937*pi) q[9];\nu3(3.763623587852808*pi,3.3630414110932003*pi,3.820762879077976*pi) q[10];\nu3(3.4991122095474005*pi,2.9719911980896763*pi,0.8599130463606681*pi) q[11];\nu3(3.3011838942205456*pi,3.4016049014769862*pi,2.818087484245983*pi) q[12];\nu3(3.8498159923940563*pi,0.1284201969738833*pi,3.422123062009511*pi) q[13];\nu3(3.111539567485533*pi,2.736138348747958*pi,3.1568372916640124*pi) q[14];\nu3(3.3594636479107485*pi,2.775096285482462*pi,4.225224153195659*pi) q[15];\nu3(3.3737863333813154*pi,-0.4757880602040146*pi,1.8553843515294104*pi) q[16];\nRxxyyzz(0.3442606225659102*pi,0.2674168247809341*pi,3.89407193318135*pi) q[0],q[13];\nRxxyyzz(0.4535902206456095*pi,0.2870055634630667*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.4962807604034284*pi,0.12530797701364094*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.35855723247152926*pi,0.16945464363809304*pi,3.92172530692776*pi) q[3],q[8];\nRxxyyzz(0.4158940017002929*pi,0.2054845863990502*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4144930846734596*pi,0.23680549802476258*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.36874499972701946*pi,0.21183648060298133*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4301662045808201*pi,0.31328876161474306*pi,0.0*pi) q[10],q[16];\nu3(3.86213063466063*pi,3.404900863496124*pi,3.5397490967175025*pi) q[0];\nu3(3.7100461666992106*pi,2.772015422129405*pi,4.27169009293376*pi) q[1];\nu3(3.9451681256518114*pi,2.798589670819207*pi,4.414214997553479*pi) q[2];\nu3(3.198070023333059*pi,2.825442022277554*pi,1.1999418985429247*pi) q[3];\nu3(3.5346958225124454*pi,0.016555633590159213*pi,1.1709569873797112*pi) q[4];\nu3(3.3279353414088186*pi,0.4130337470512945*pi,0.8725568463739378*pi) q[5];\nu3(3.6639140243310497*pi,3.4859964893186692*pi,0.9593273979023427*pi) q[6];\nu3(3.8535048232624898*pi,0.0020387294099886155*pi,2.417454449105409*pi) q[8];\nu3(3.5039823735258864*pi,0.14666487355356606*pi,2.4195864470941153*pi) q[9];\nu3(3.913329259245157*pi,0.5097231427621596*pi,1.9591597165175627*pi) q[10];\nu3(3.2271126994309087*pi,3.2340451586741477*pi,3.8690747037692637*pi) q[11];\nu3(3.7873893274146155*pi,2.402345877727127*pi,0.6899788069245957*pi) q[12];\nu3(3.7238024843147786*pi,2.981998388267844*pi,4.452274841540841*pi) q[13];\nu3(3.7152607354297893*pi,-0.3203696669688354*pi,4.167697133090519*pi) q[14];\nu3(3.569269639462161*pi,-0.195185886328479*pi,2.0416245798058528*pi) q[15];\nu3(3.194862438509194*pi,0.273934025529766*pi,4.471095253471255*pi) q[16];\nRxxyyzz(0.43996702614196975*pi,0.3405444559575441*pi,3.92540339676679*pi) q[0],q[1];\nRxxyyzz(0.45237438830550974*pi,0.31873518762351827*pi,0.09866147526967928*pi) q[2],q[11];\nRxxyyzz(0.3828612148638899*pi,0.14497352800608795*pi,0.04496556272699305*pi) q[3],q[7];\nRxxyyzz(0.42758176180513996*pi,0.204716815096319*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.48297108525144106*pi,0.2835328747704403*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4578619118995996*pi,0.11658390401778494*pi,3.92988183632614*pi) q[14],q[8];\nRxxyyzz(0.43847837239911025*pi,0.21928181698195928*pi,0.10082436232673744*pi) q[9],q[13];\nRxxyyzz(0.3485410106869653*pi,0.15168402567923878*pi,0.0*pi) q[12],q[15];\nu3(3.4573180395639063*pi,-0.39598948924271504*pi,2.173336216683838*pi) q[0];\nu3(3.534926154017563*pi,0.43220606310680176*pi,1.3380065166613542*pi) q[1];\nu3(3.544176217446608*pi,-0.1848686318421469*pi,3.1973158744497487*pi) q[2];\nu3(3.215131073096301*pi,-0.17085115115417282*pi,3.109603777614864*pi) q[3];\nu3(3.483087853255292*pi,3.3778272472803237*pi,0.6319437581602418*pi) q[4];\nu3(3.4480694479427294*pi,0.2529561145436512*pi,0.5975378085909497*pi) q[5];\nu3(3.630630438434669*pi,0.27788883799889086*pi,4.317008213232043*pi) q[6];\nu3(3.5532811730940987*pi,0.3020287428608682*pi,0.6694401040079947*pi) q[7];\nu3(3.2891742943709814*pi,-0.4996132107948339*pi,2.1971743853872185*pi) q[8];\nu3(3.311412119650226*pi,0.6604252693015524*pi,0.7585048512662615*pi) q[9];\nu3(3.3152138051919193*pi,1.665647082227315*pi,0.574137684833086*pi) q[11];\nu3(3.3962646374204972*pi,-0.23661229403558415*pi,2.1522155656979565*pi) q[12];\nu3(3.771382252636564*pi,-0.32422360046560506*pi,3.1596729785730777*pi) q[13];\nu3(3.604621966799197*pi,3.3732864142565417*pi,0.6543956498273666*pi) q[14];\nu3(3.4282001559416244*pi,-0.1933839552743355*pi,1.8113059383567363*pi) q[15];\nu3(3.17876239690145*pi,0.7787286602786032*pi,1.2434555880368074*pi) q[16];\nRxxyyzz(0.43191631891235993*pi,0.27066010391533624*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.45914907378938974*pi,0.2624225177979135*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.43418929509499016*pi,0.17931182608063967*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.41932092922129016*pi,0.2945605233225175*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.46324691950572416*pi,0.24845611203485263*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.4353054084982997*pi,0.37137712826802316*pi,3.83113608047048*pi) q[6],q[5];\nRxxyyzz(0.4431087095645801*pi,0.2586739818038546*pi,0.11732471772542748*pi) q[8],q[12];\nRxxyyzz(0.4468564281384202*pi,0.3931887796020994*pi,0.07517164937950938*pi) q[9],q[14];\nu3(3.721603379625057*pi,3.182452938163154*pi,4.208076381816999*pi) q[0];\nu3(3.7812895830420006*pi,3.283102455612424*pi,1.4299381030791487*pi) q[1];\nu3(3.6073262260511*pi,2.462666149227888*pi,0.5789846584082922*pi) q[2];\nu3(3.7801262600619983*pi,3.447434435103904*pi,4.398194962148667*pi) q[3];\nu3(3.703163627288216*pi,2.7158956714861344*pi,0.5089069081953612*pi) q[4];\nu3(3.4391688873392203*pi,0.2962126884640406*pi,4.3804160401364705*pi) q[5];\nu3(3.3841586802649877*pi,2.9170413672550106*pi,0.8125213642735145*pi) q[6];\nu3(3.461234388021186*pi,2.1890056647903027*pi,1.154873565592442*pi) q[8];\nu3(3.7163172269129054*pi,-0.2244835485928957*pi,0.7303459128184313*pi) q[9];\nu3(3.0735078927921093*pi,0.8997643848276891*pi,1.2511500398248447*pi) q[10];\nu3(3.4658594255816806*pi,-0.39536142048990075*pi,1.7388298003949436*pi) q[11];\nu3(3.5807592587945134*pi,0.661091367568146*pi,0.792228482966549*pi) q[12];\nu3(3.071488864253399*pi,0.39289530332469536*pi,4.159059130638147*pi) q[13];\nu3(3.616764997199138*pi,-0.27600897061500396*pi,3.8517759019214317*pi) q[14];\nu3(3.446914635990481*pi,2.924421234679368*pi,1.7982817092770786*pi) q[15];\nu3(3.5418390492423293*pi,0.0035963768390064876*pi,1.36803009083478*pi) q[16];\nRxxyyzz(0.3865908079646996*pi,0.13313186864886567*pi,3.9196141644980393*pi) q[0],q[5];\nRxxyyzz(0.27241664143473*pi,0.10648396032335983*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3321472635363398*pi,0.27751549452568147*pi,3.7996857942130298*pi) q[2],q[11];\nRxxyyzz(0.39955907069645014*pi,0.22298718686760052*pi,0.12684587351481774*pi) q[3],q[4];\nRxxyyzz(0.44835481739369004*pi,0.22391296552528464*pi,0.2082308661197985*pi) q[10],q[6];\nRxxyyzz(0.38117791424241954*pi,0.24114961850247385*pi,3.8501973519177604*pi) q[16],q[7];\nRxxyyzz(0.4093222606102921*pi,0.19798220325882143*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.43880828686336926*pi,0.20501014095853076*pi,0.0*pi) q[9],q[15];\nu3(3.7873363690703647*pi,3.2339638334466243*pi,0.8586405935802772*pi) q[0];\nu3(3.1371350235963056*pi,-0.27348555932841945*pi,4.32311432336296*pi) q[1];\nu3(3.3042567570296453*pi,2.8104075246763895*pi,1.0675147223391148*pi) q[2];\nu3(3.54490227618557*pi,2.4058529049620807*pi,0.9614972848518775*pi) q[3];\nu3(3.6281312076408354*pi,0.5109632576772636*pi,3.591472002972904*pi) q[4];\nu3(3.663960229733389*pi,2.5231165378549054*pi,0.8170633499184294*pi) q[5];\nu3(3.937331025993441*pi,1.6691562055327172*pi,0.552134033798383*pi) q[6];\nu3(3.2266027329029887*pi,-0.24117184050260493*pi,2.093234353993078*pi) q[7];\nu3(3.5335986029526545*pi,2.963706201293575*pi,1.8736871838896096*pi) q[8];\nu3(3.360523040153154*pi,1.8823891324332136*pi,1.317035775702732*pi) q[9];\nu3(3.5094136025552745*pi,0.8832860179843043*pi,4.147442221751538*pi) q[10];\nu3(3.1498861300249184*pi,3.0487628366605595*pi,1.942943941966335*pi) q[11];\nu3(3.2482259574289074*pi,-0.06426402414924665*pi,0.9244129085504609*pi) q[13];\nu3(3.34555410058785*pi,0.5264338317451793*pi,1.264560449367021*pi) q[14];\nu3(3.4886934825013203*pi,3.090135857211963*pi,1.592378223609579*pi) q[15];\nu3(3.5942690942267927*pi,-0.3197452943816839*pi,1.6481463461959738*pi) q[16];\nRxxyyzz(0.4535482387316302*pi,0.27199476543013595*pi,3.9591552473426397*pi) q[3],q[0];\nRxxyyzz(0.3353229326924102*pi,0.2928095181720132*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.42995352706618944*pi,0.12545370951182602*pi,0.08572248918089231*pi) q[15],q[2];\nRxxyyzz(0.4165130902113299*pi,0.2910294841371235*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3168884367133896*pi,0.12620114826490625*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.40487228922863*pi,0.22481206615730986*pi,0.05244488602929453*pi) q[7],q[10];\nRxxyyzz(0.47040431090854984*pi,0.240249802152958*pi,0.0*pi) q[13],q[12];\nu3(3.5901121587679534*pi,1.2166645718445883*pi,0.5627844666838024*pi) q[0];\nu3(3.7299477460479356*pi,0.4640210776122715*pi,0.7152079911102707*pi) q[1];\nu3(3.6899182777821773*pi,0.07000302400105285*pi,1.2183250608724117*pi) q[2];\nu3(3.2035964565367645*pi,1.1749093257218575*pi,0.5518355406743884*pi) q[3];\nu3(3.4907044951722734*pi,0.3972168263462592*pi,1.0705724070255498*pi) q[4];\nu3(3.21465586425429*pi,3.3692586324031226*pi,1.8163661465829222*pi) q[5];\nu3(3.631874485389146*pi,2.811442587087769*pi,0.6936596529729981*pi) q[6];\nu3(3.088546275274261*pi,3.1091588932281624*pi,3.533602124226058*pi) q[7];\nu3(3.588844950313086*pi,2.4453615831933533*pi,2.2920500230286986*pi) q[9];\nu3(3.608315329777597*pi,3.032326202822935*pi,1.561705745464765*pi) q[10];\nu3(3.4015122356515706*pi,2.737474543084068*pi,3.9027606641910157*pi) q[12];\nu3(3.6590522531390066*pi,2.7490488794463754*pi,1.4374685445381794*pi) q[13];\nu3(3.4141309368208663*pi,0.8109410810481803*pi,4.388687325791144*pi) q[15];\nu3(3.5857307390161277*pi,2.587969689427714*pi,0.8124663958924145*pi) q[16];\nRxxyyzz(0.23320100587428316*pi,0.20956946114618424*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4451383663287303*pi,0.2090470648109246*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.40253207386884915*pi,0.21058834175452112*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4232391718886165*pi,0.1028810943921582*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.3532743316001196*pi,0.161160214753155*pi,0.040628014742697616*pi) q[7],q[12];\nRxxyyzz(0.24132467018684967*pi,0.15105919239836885*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.3634310988949095*pi,0.23066365239759684*pi,3.8717952639761997*pi) q[11],q[16];\nRxxyyzz(0.3172318170206595*pi,0.1749032669077445*pi,0.0*pi) q[13],q[15];\nu3(3.87940802258807*pi,3.1579953810405583*pi,1.3874163485469166*pi) q[1];\nu3(3.163539255459029*pi,3.2113191159242085*pi,1.963971227038771*pi) q[2];\nu3(3.3870278338069975*pi,2.8037217856531886*pi,0.6654982632607648*pi) q[3];\nu3(3.23974614863893*pi,2.9346291247374374*pi,4.1742798227515605*pi) q[4];\nu3(3.756922940723292*pi,0.9150140367551618*pi,0.9183311763219263*pi) q[5];\nu3(3.5032493577704478*pi,2.013997570834687*pi,1.9832221119448477*pi) q[6];\nu3(3.377324086167095*pi,3.3734902865700485*pi,0.7408805971507304*pi) q[7];\nu3(3.546344034761515*pi,3.0962890630793485*pi,1.6032890256874377*pi) q[8];\nu3(3.860026852298149*pi,2.352552421460854*pi,1.3883899663083958*pi) q[9];\nu3(3.245817051307656*pi,2.1531393917907655*pi,1.881048034113572*pi) q[10];\nu3(3.4856428436586215*pi,0.790745926874231*pi,0.5059882760057186*pi) q[11];\nu3(3.3876559342973667*pi,3.1083359518036344*pi,3.807534478105858*pi) q[12];\nu3(3.488712299028025*pi,-0.48044062040457525*pi,0.5902690032653868*pi) q[13];\nu3(3.163303451790072*pi,2.4986761987421753*pi,1.5282067112331748*pi) q[14];\nu3(3.759950376940025*pi,2.2181467682024527*pi,1.754713670939024*pi) q[15];\nu3(3.446247108937158*pi,1.1605582620671742*pi,0.5312923426009606*pi) q[16];\nRxxyyzz(0.4437697938699232*pi,0.21665982334480394*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4350465300876102*pi,0.2751314548511754*pi,0.061217968642648744*pi) q[6],q[1];\nRxxyyzz(0.37034554998696023*pi,0.21781195574597934*pi,3.960427912894041*pi) q[5],q[2];\nRxxyyzz(0.2875150227432895*pi,0.22486039886073206*pi,0.11125154168043849*pi) q[7],q[3];\nRxxyyzz(0.4217282946379699*pi,0.2041288016307464*pi,0.10688206186723316*pi) q[13],q[4];\nRxxyyzz(0.44703508801481007*pi,0.30598223028633165*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.38118100532303*pi,0.28217539571892014*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.4453568528729201*pi,0.3113484708049092*pi,0.06006221897838591*pi) q[14],q[15];\nu3(3.319320197320395*pi,2.5242358462237755*pi,2.2386861623469576*pi) q[0];\nu3(3.5996496185675437*pi,2.8570236476526407*pi,0.9017200026778556*pi) q[1];\nu3(3.3058828543371623*pi,3.2610355037956884*pi,2.0045760777278723*pi) q[2];\nu3(3.522831209435624*pi,2.723579944929421*pi,3.5066881644891774*pi) q[3];\nu3(3.6564459009117987*pi,0.5438965155151347*pi,3.588631466575322*pi) q[4];\nu3(3.587595153376028*pi,1.0109552224634326*pi,0.6715194364813919*pi) q[5];\nu3(3.7877570112758625*pi,0.38758628409742824*pi,4.165312928238981*pi) q[6];\nu3(3.3991343171404655*pi,0.4656849616290115*pi,4.206158833510305*pi) q[7];\nu3(3.7925251180374113*pi,0.22303004281770167*pi,1.8122372401106772*pi) q[8];\nu3(3.4896238189215736*pi,-0.20759590301549757*pi,4.37309087647437*pi) q[9];\nu3(3.7409203332654872*pi,0.376958485167061*pi,2.1688262512618275*pi) q[11];\nu3(3.22289092477275*pi,-0.009421370118473604*pi,1.1334122818986578*pi) q[12];\nu3(3.7088351386644844*pi,0.4954200147611588*pi,1.0078929149230866*pi) q[13];\nu3(3.7187793970330985*pi,3.378717344430328*pi,1.7105046386993408*pi) q[14];\nu3(3.602906013153917*pi,1.1123059413672776*pi,0.8546413499575859*pi) q[15];\nu3(3.4492056645375153*pi,2.7667233165997525*pi,1.4989058576526135*pi) q[16];\nRxxyyzz(0.39877217964813916*pi,0.26947609786963406*pi,3.9099609304381904*pi) q[0],q[16];\nRxxyyzz(0.41740851231793996*pi,0.3560706622844473*pi,3.8688877625379394*pi) q[9],q[1];\nRxxyyzz(0.3898704219742105*pi,0.2400539238640782*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4258651639790596*pi,0.36972899963253525*pi,3.9441613365523605*pi) q[14],q[3];\nRxxyyzz(0.41502563628796013*pi,0.16787246468082717*pi,0.1610970840012712*pi) q[4],q[12];\nRxxyyzz(0.3697601512219595*pi,0.2909582648835509*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.44898834902347406*pi,0.1865878817299409*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.4039808109502957*pi,0.12455419244760102*pi,0.0*pi) q[13],q[15];\nu3(3.854046842071135*pi,-0.12929422263957335*pi,1.0441982764495337*pi) q[0];\nu3(3.4070883273654915*pi,3.078132250457634*pi,2.2406103530510855*pi) q[1];\nu3(3.428675375321801*pi,2.8621890061144177*pi,0.587821910509263*pi) q[2];\nu3(3.4577340670782037*pi,2.5327961184353818*pi,1.7119500738282651*pi) q[3];\nu3(3.3837842704871113*pi,2.857520863539528*pi,3.319387601029278*pi) q[4];\nu3(3.426868463750443*pi,0.7718714086093645*pi,1.966316216032096*pi) q[6];\nu3(3.53461982257624*pi,-0.17180573440737623*pi,4.05121509546459*pi) q[7];\nu3(3.4268577540024716*pi,2.6386322840256926*pi,2.248189819129138*pi) q[8];\nu3(3.3067240041798103*pi,-0.3792340613473515*pi,2.0275606733472435*pi) q[9];\nu3(3.168972693445133*pi,0.5198120335928507*pi,2.1629783306024235*pi) q[10];\nu3(3.363990821831244*pi,3.113076620234537*pi,0.9246675597747666*pi) q[11];\nu3(3.423868124120058*pi,0.7354401188156601*pi,1.2494273315950135*pi) q[12];\nu3(3.0327058476191*pi,3.4778147113782936*pi,0.6226836913707722*pi) q[13];\nu3(3.709519753440014*pi,2.5741581289373796*pi,4.4715708534821665*pi) q[14];\nu3(3.307698172191005*pi,2.5225805899450515*pi,1.1793789376668915*pi) q[15];\nu3(3.3399661689873366*pi,-0.22644836948710712*pi,1.0207877361758146*pi) q[16];\nRxxyyzz(0.4422517456841307*pi,0.2584833265039561*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.2993987229222741*pi,0.15966288768270331*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.35817499710715994*pi,0.25759533810458923*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.43466283081578005*pi,0.32504843969031866*pi,3.75430824546421*pi) q[5],q[4];\nRxxyyzz(0.45273325308261503*pi,0.3475973051329484*pi,0.16023793765948594*pi) q[7],q[10];\nRxxyyzz(0.4007025383064499*pi,0.23494828600937193*pi,0.060807621249841404*pi) q[9],q[12];\nRxxyyzz(0.40056725278200034*pi,0.16335208698708759*pi,0.0*pi) q[13],q[16];\nu3(3.450146319855888*pi,-0.3695315699468847*pi,4.416895108799704*pi) q[0];\nu3(3.4018396134731246*pi,3.005710557902895*pi,1.5214528009118915*pi) q[1];\nu3(3.364146834210176*pi,3.033079537168473*pi,1.4296381825237061*pi) q[2];\nu3(3.091914735042079*pi,3.353827844857588*pi,1.1167356507635438*pi) q[3];\nu3(3.5717882228629274*pi,2.9088988303686634*pi,0.9462621831801636*pi) q[4];\nu3(3.7006573847170836*pi,-0.4411454617359005*pi,1.1267068525844746*pi) q[5];\nu3(3.694112449905903*pi,0.5803706450490398*pi,1.2326537329859484*pi) q[7];\nu3(3.190595356091291*pi,0.4140607561369253*pi,4.038295995480451*pi) q[9];\nu3(3.6196686184150693*pi,-0.29734955623702447*pi,3.450473339590734*pi) q[10];\nu3(3.296561623736775*pi,0.4462379891052759*pi,1.2997166960920812*pi) q[12];\nu3(3.924621414535889*pi,0.9414472151854105*pi,1.7888482880820233*pi) q[13];\nu3(3.4178367983714866*pi,2.325559798675635*pi,2.47039761177695*pi) q[14];\nu3(3.812746141046145*pi,0.3925623391755835*pi,1.587183295497519*pi) q[15];\nu3(3.406840313754902*pi,2.6423283005013727*pi,0.615455445598295*pi) q[16];\nRxxyyzz(0.3969848525231997*pi,0.25263793453572436*pi,3.9519879942665685*pi) q[0],q[2];\nRxxyyzz(0.4016990188635692*pi,0.29077259717409903*pi,3.8982162410462706*pi) q[14],q[1];\nRxxyyzz(0.4282393865913*pi,0.22453467134646776*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.2700428821362297*pi,0.18716288000072856*pi,3.94552346231535*pi) q[4],q[12];\nRxxyyzz(0.44954630137591933*pi,0.30477376155401736*pi,0.1698136197086119*pi) q[5],q[16];\nRxxyyzz(0.3941997848235508*pi,0.16853831744563874*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.40645584460635986*pi,0.1586977579143598*pi,0.0*pi) q[11],q[9];\nu3(3.6682026808769557*pi,2.7341005599275205*pi,0.7203801635526306*pi) q[0];\nu3(3.1401217267436494*pi,2.264290571130001*pi,2.4038881728117136*pi) q[1];\nu3(3.606196996854606*pi,3.407909972623797*pi,1.7060964613056333*pi) q[2];\nu3(3.342794140412421*pi,3.216545076588414*pi,1.1290704768692197*pi) q[3];\nu3(3.127073049243044*pi,-0.3506254655399127*pi,3.172882493596199*pi) q[4];\nu3(3.3839512899387247*pi,0.9013665031891049*pi,0.5336674238971132*pi) q[5];\nu3(3.3863820231562096*pi,1.1950323865037422*pi,1.754103289994846*pi) q[6];\nu3(3.6261067368031084*pi,-0.43882586052437667*pi,0.6938167235271955*pi) q[9];\nu3(3.5880800407230313*pi,0.683783627281568*pi,1.3468506865186043*pi) q[11];\nu3(3.680070165178342*pi,3.1001835170518923*pi,0.6093777207621929*pi) q[12];\nu3(3.5470880664300495*pi,0.20409374648553524*pi,0.6346444217261054*pi) q[13];\nu3(3.740941616057936*pi,-0.24274943818664896*pi,1.6088539674087334*pi) q[14];\nu3(3.7196770032466877*pi,-0.45399460791318*pi,1.7068097623385903*pi) q[15];\nu3(3.87274863975024*pi,0.03033775473671596*pi,0.8915551998182798*pi) q[16];\nRxxyyzz(0.42879880604188*pi,0.2443183010606492*pi,3.95605418986302*pi) q[10],q[2];\nRxxyyzz(0.21915076869610953*pi,0.192995541733457*pi,0.08329971044748952*pi) q[6],q[3];\nRxxyyzz(0.4202798634338301*pi,0.23560414649755002*pi,3.91293785827077*pi) q[4],q[15];\nRxxyyzz(0.3077348981516498*pi,0.14057687539604702*pi,3.9507190023908993*pi) q[5],q[11];\nRxxyyzz(0.39016107260852995*pi,0.16246568996959354*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.44221737336543987*pi,0.20221709051610137*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.40040094542917964*pi,0.23536351884786244*pi,0.08443379765245823*pi) q[13],q[14];\nu3(3.8197817222169235*pi,-0.3309161900356824*pi,0.7586914458670333*pi) q[2];\nu3(3.78741708823396*pi,0.22170236248889807*pi,4.410079192211027*pi) q[3];\nu3(3.601676526225518*pi,0.08359788893449804*pi,1.3154036974370409*pi) q[4];\nu3(3.6023681003448558*pi,2.667723543558848*pi,4.238918338883661*pi) q[5];\nu3(3.4148411960011997*pi,0.4406082577172119*pi,1.415911080028093*pi) q[6];\nu3(3.4068504650397005*pi,3.430891462976199*pi,2.020588765961907*pi) q[8];\nu3(3.5564875562768994*pi,0.2986228012222236*pi,0.5162705823008817*pi) q[9];\nu3(3.590284012453303*pi,2.811594771732006*pi,1.4232556686422466*pi) q[10];\nu3(3.463984415346483*pi,2.7698480982094957*pi,2.269511199412576*pi) q[11];\nu3(3.701038424911429*pi,1.7799131018948646*pi,1.2527130696948499*pi) q[12];\nu3(3.1266127667985506*pi,2.2971730666446772*pi,0.6567025398658162*pi) q[13];\nu3(3.365820874368206*pi,3.1523312744460505*pi,1.896820619964131*pi) q[14];\nu3(3.4078443802800313*pi,0.1869859624563155*pi,1.5079915128480443*pi) q[15];\nu3(3.8013970652835942*pi,2.703376607664327*pi,1.520434280714641*pi) q[16];\nRxxyyzz(0.40900157564183004*pi,0.2938977381368456*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.35315680519674064*pi,0.13019361146295072*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.42680710376192876*pi,0.24509554503443898*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.46079070059414906*pi,0.06090802208149641*pi,0.05808944650375714*pi) q[6],q[12];\nRxxyyzz(0.46738061692225985*pi,0.13864397165314135*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.2592476774963598*pi,0.18409555329588323*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3847265216427199*pi,0.3701232394414997*pi,3.7532396228044593*pi) q[16],q[15];\nu3(3.4071354253110493*pi,0.27449062686146297*pi,4.378547056431794*pi) q[0];\nu3(3.471073172298752*pi,0.7515846659108056*pi,0.7476715186988292*pi) q[1];\nu3(3.5562878251125305*pi,-0.22913741450956104*pi,2.0554229252733416*pi) q[3];\nu3(3.5275163809508823*pi,2.865565987327163*pi,4.486408100471438*pi) q[4];\nu3(3.509951175228802*pi,2.4353978422256235*pi,1.0851764367527719*pi) q[6];\nu3(3.769194291689783*pi,3.247137966479035*pi,0.7204406204001634*pi) q[7];\nu3(3.4419726133851496*pi,0.1181308416693796*pi,2.134166812049595*pi) q[8];\nu3(3.1470841699594465*pi,0.2467963786992462*pi,1.35117513056074*pi) q[9];\nu3(3.52442214688696*pi,3.3934205541474878*pi,4.078593874631132*pi) q[11];\nu3(3.162181674112479*pi,3.2615044932045776*pi,0.7903045932958737*pi) q[12];\nu3(3.630736847966334*pi,-0.06415947999000238*pi,0.520253414768562*pi) q[13];\nu3(3.41865316545305*pi,3.4146663709993383*pi,4.3041016504051655*pi) q[14];\nu3(3.24536960248781*pi,-0.02185386362781977*pi,1.0847327741214583*pi) q[15];\nu3(3.2941721732998244*pi,2.661150868296664*pi,1.523786057101133*pi) q[16];\nRxxyyzz(0.4056306069242603*pi,0.28993317734749086*pi,0.14110178931507952*pi) q[0],q[2];\nRxxyyzz(0.4090670882735302*pi,0.3264429000322408*pi,0.05335727490254856*pi) q[5],q[3];\nRxxyyzz(0.4378912962176167*pi,0.18483640532355095*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.39154628635015587*pi,0.15006789087747796*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.3972250755076204*pi,0.2852656384582133*pi,3.8958676000220906*pi) q[7],q[12];\nRxxyyzz(0.43707401214788033*pi,0.20926459198984093*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.3362205408436596*pi,0.16495387919264126*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.38047640938073934*pi,0.37494942608442916*pi,0.0*pi) q[13],q[11];\nu3(3.6652234309561043*pi,0.4711370397337902*pi,0.736920514125079*pi) q[0];\nu3(3.4988927879093734*pi,1.3257788925376268*pi,3.5416765459175115*pi) q[2];\nu3(3.192573406238536*pi,3.0182029841707627*pi,1.3122215926636143*pi) q[3];\nu3(3.200615001307775*pi,2.6937240422682276*pi,1.8154215840618066*pi) q[4];\nu3(3.2976007743409115*pi,0.7141582067679666*pi,0.7685899801219684*pi) q[5];\nu3(3.4328524244913834*pi,3.3373907300647865*pi,0.7299180090729133*pi) q[6];\nu3(3.5599165591296855*pi,0.014882079807104098*pi,1.31856741878206*pi) q[7];\nu3(3.3728406963182853*pi,0.5829690483037835*pi,0.7895098345629229*pi) q[8];\nu3(3.2875690739049253*pi,3.146680380183228*pi,1.1525256082803261*pi) q[9];\nu3(3.5185623350709863*pi,2.487071911871019*pi,0.6056580057741705*pi) q[10];\nu3(3.4270153012800066*pi,2.9363598931795036*pi,0.8976474982381559*pi) q[11];\nu3(3.393835095168308*pi,0.7425740193214891*pi,1.055093226517478*pi) q[12];\nu3(3.5439596463441014*pi,-0.08242508121415348*pi,1.312625621176954*pi) q[13];\nu3(3.822226891523995*pi,0.8724939199760193*pi,1.5049576830956921*pi) q[14];\nu3(3.5719920778804277*pi,0.17944431961236218*pi,2.061193459665898*pi) q[15];\nu3(3.543490896238418*pi,2.1133134662227735*pi,1.078583770244756*pi) q[16];\nRxxyyzz(0.3873170872052595*pi,0.3128627713110881*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.3554938876412403*pi,0.27119185511275745*pi,0.08807326909694879*pi) q[1],q[10];\nRxxyyzz(0.34529511348611003*pi,0.2024213240369912*pi,0.08509471105646815*pi) q[16],q[2];\nRxxyyzz(0.41963789462409995*pi,0.25111145860224227*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.38799358917297944*pi,0.27255696987187905*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.43903516250970975*pi,0.20187310902754874*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.42505229560743996*pi,0.33027114784560524*pi,3.9353925407685395*pi) q[13],q[9];\nu3(3.4169320854716543*pi,0.16320159280888002*pi,1.2714846786501413*pi) q[0];\nu3(3.6061440998272967*pi,3.313950574903223*pi,2.152730693436997*pi) q[1];\nu3(3.5570454168969348*pi,0.17885268264958498*pi,4.116064353486436*pi) q[2];\nu3(3.6414379141145368*pi,-0.42362605526757857*pi,1.1938429275046967*pi) q[3];\nu3(3.5713536404866884*pi,0.9193216378969169*pi,0.9730504028255358*pi) q[4];\nu3(3.683989600954119*pi,-0.16261614881219616*pi,1.614003596312336*pi) q[5];\nu3(3.6398551580077667*pi,-0.22977932916177402*pi,0.8280350415732887*pi) q[6];\nu3(3.4662567906208412*pi,3.4545702991232843*pi,1.734541602861201*pi) q[8];\nu3(3.5559715456950682*pi,2.530429159485979*pi,2.272110858478497*pi) q[9];\nu3(3.3703438565489154*pi,2.6580321854629627*pi,3.6730962353191265*pi) q[10];\nu3(3.585066875354123*pi,2.2065150943274605*pi,1.579917607491364*pi) q[11];\nu3(3.6767270352165977*pi,3.445050142523084*pi,1.6909023667414473*pi) q[13];\nu3(3.54514300960315*pi,-0.4143435661197771*pi,1.2166001889939186*pi) q[15];\nu3(3.4645413365721676*pi,0.9998289750392753*pi,0.9923212480830588*pi) q[16];\nRxxyyzz(0.2919134406466196*pi,0.18437002410751502*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4029863158965502*pi,0.12573995396531745*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.33995710248496*pi,0.3183390898088865*pi,0.05290465269154154*pi) q[8],q[3];\nRxxyyzz(0.38359651430040054*pi,0.19937669056757734*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.31722758096455983*pi,0.26598950290353685*pi,3.94725546147214*pi) q[5],q[9];\nRxxyyzz(0.3739248841584293*pi,0.24579191962943497*pi,3.83611238385844*pi) q[6],q[10];\nRxxyyzz(0.2880940015657303*pi,0.2443752733332999*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.34587385777586843*pi,0.17655537651974518*pi,0.0*pi) q[16],q[13];\nu3(3.2970502297712825*pi,2.254104998367554*pi,0.7163102967782358*pi) q[0];\nu3(3.7356662271101673*pi,2.644880442167879*pi,0.5206352288454471*pi) q[2];\nu3(3.2843820278217413*pi,0.13330241154674183*pi,0.5599318741604287*pi) q[3];\nu3(3.8223064289521025*pi,3.2621103256188806*pi,0.8861541970323326*pi) q[4];\nu3(3.555395476687005*pi,0.42513533573328843*pi,4.182082716454439*pi) q[5];\nu3(3.6956855504370885*pi,-0.040552238616517855*pi,1.576244528276197*pi) q[6];\nu3(3.5651899736845856*pi,0.1739829498294091*pi,1.7935816747932225*pi) q[7];\nu3(3.7994714266368064*pi,2.4377619448869314*pi,1.1639775412504283*pi) q[8];\nu3(3.038192433652058*pi,2.700715795867122*pi,0.9329060711193029*pi) q[9];\nu3(3.625047241460005*pi,-0.16182433707475108*pi,0.6560426478911889*pi) q[10];\nu3(3.6254777852532616*pi,3.204016830007392*pi,4.425056422218456*pi) q[11];\nu3(3.495532606186951*pi,2.668342332156584*pi,2.1634245927616753*pi) q[12];\nu3(3.3779041570470274*pi,2.408736106464405*pi,1.965041255425377*pi) q[13];\nu3(3.781510175931553*pi,1.2193648817365301*pi,1.247731570593507*pi) q[14];\nu3(3.603544935792097*pi,0.8093804320132809*pi,1.2111727883905112*pi) q[15];\nu3(3.7833840719945915*pi,2.2973230546327548*pi,2.2104803454419915*pi) q[16];\nRxxyyzz(0.45391288040484035*pi,0.33698071836117727*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4165286099939703*pi,0.2501832203301079*pi,0.1339585795820744*pi) q[1],q[3];\nRxxyyzz(0.42147144810100995*pi,0.3329060708722288*pi,0.1098656070209879*pi) q[8],q[2];\nRxxyyzz(0.42415871260704596*pi,0.33961428698921936*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3869788558303592*pi,0.15409535953287837*pi,0.06819383293336816*pi) q[5],q[7];\nRxxyyzz(0.4501084885056895*pi,0.06611236612152893*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.4110477131770677*pi,0.12754783473685027*pi,0.0*pi) q[15],q[11];\nRxxyyzz(0.451144431239179*pi,0.1552582957355615*pi,0.0*pi) q[13],q[12];\nu3(3.7094588833501354*pi,0.21978893826639256*pi,1.7723901169036*pi) q[0];\nu3(3.7239808051495578*pi,3.0282523576394587*pi,1.7642156410022736*pi) q[1];\nu3(3.7016560799574862*pi,-0.484898040220913*pi,3.463477020495698*pi) q[2];\nu3(3.5709128403200685*pi,-0.1083318622234003*pi,1.2836042391140225*pi) q[3];\nu3(3.1523484004178575*pi,0.39052559275084464*pi,2.25953914724595*pi) q[4];\nu3(3.7275367589494293*pi,1.1022678729489936*pi,4.387508093602802*pi) q[5];\nu3(3.659285685021337*pi,-0.4404851595459881*pi,2.2974810545689284*pi) q[6];\nu3(3.3452790568433057*pi,2.40052236571545*pi,1.032328717160119*pi) q[7];\nu3(3.150032695768619*pi,3.450914045664269*pi,3.8746523614912487*pi) q[8];\nu3(3.5902070559829804*pi,-0.04209074309584998*pi,4.493106523886326*pi) q[9];\nu3(3.2943521952671246*pi,3.3280400054594406*pi,2.137970439318181*pi) q[10];\nu3(3.786421048016547*pi,2.9286960695423523*pi,2.3906154766097494*pi) q[11];\nu3(3.568877891559768*pi,3.349561231772193*pi,1.6630002890077136*pi) q[12];\nu3(3.849369028415518*pi,2.720468155408722*pi,1.64693090728724*pi) q[13];\nu3(3.324058101946192*pi,2.6429743598508164*pi,0.5896900769737263*pi) q[14];\nu3(3.6010229341280255*pi,3.425358881065882*pi,3.8197209318878467*pi) q[15];\nmeasure q[3] -> c[16];\nRxxyyzz(0.4252268646612198*pi,0.2910323266021562*pi,0.2529311742974387*pi) q[11],q[0];\nRxxyyzz(0.4322498564459698*pi,0.36793155906070485*pi,3.89847683681076*pi) q[1],q[4];\nRxxyyzz(0.38351822238209177*pi,0.2370112806016753*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4602444752272198*pi,0.38334944341994326*pi,3.8167853677261308*pi) q[5],q[13];\nRxxyyzz(0.46015694877815966*pi,0.17292783340180043*pi,0.046416808869435854*pi) q[12],q[7];\nRxxyyzz(0.4335304233515599*pi,0.23969400796589735*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4396788618897196*pi,0.23471272592852088*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.44254578561325003*pi,0.29833737618961675*pi,0.17534885981289658*pi) q[16],q[15];\nu3(3.5840759816848733*pi,0.5427657202641232*pi,3.1045724226254663*pi) q[0];\nu3(3.6852921367518077*pi,2.054051945038829*pi,1.3945372042024318*pi) q[1];\nu3(3.22124898194778*pi,2.822431729977004*pi,0.9665179139480881*pi) q[2];\nu3(3.9319655773603692*pi,0.727244208430232*pi,1.2500676385900578*pi) q[4];\nu3(3.4410355106751473*pi,0.07098758903382396*pi,1.62782427537525*pi) q[5];\nu3(3.6060428313557056*pi,-0.17435513866986824*pi,0.7875518694100081*pi) q[6];\nu3(3.7238232911156697*pi,0.46409021485254365*pi,3.032836235874949*pi) q[7];\nu3(3.418315350607939*pi,1.3947833172499302*pi,4.135947477955108*pi) q[8];\nu3(3.2999761179640075*pi,1.0701192744422867*pi,1.6263806704912724*pi) q[9];\nu3(3.0766845696191862*pi,-0.45814320498420846*pi,2.108745266819109*pi) q[10];\nu3(3.4320943677732085*pi,1.151401307400532*pi,0.8408260051850363*pi) q[11];\nu3(3.4902159257586165*pi,1.055606034024339*pi,4.280677836364237*pi) q[12];\nu3(3.519605594185876*pi,-0.06752018829494355*pi,0.9670937459759743*pi) q[13];\nu3(3.7867428912259*pi,3.0164760013643335*pi,1.3648672451701596*pi) q[14];\nu3(3.552089414484164*pi,2.5908222627817077*pi,4.3723099144707405*pi) q[15];\nu3(3.262170654113368*pi,-0.30084595507204304*pi,4.076761114220345*pi) q[16];\nmeasure q[5] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[10] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[14] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[6] -> c[14];\nmeasure q[15] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.563112282159505*pi,2.6070040939666757*pi,3.1336653502339105*pi) q[0];\nu3(3.384935317921688*pi,0.1823932393107206*pi,2.282469573724938*pi) q[1];\nu3(3.9683351810972898*pi,3.3449137693876714*pi,3.112426463427173*pi) q[2];\nu3(3.3444431468271776*pi,1.11058365692588*pi,3.6070402748533437*pi) q[3];\nu3(3.6592807709731128*pi,2.2388198282533494*pi,2.725254544491733*pi) q[4];\nu3(3.754977371921565*pi,3.4339669453837196*pi,2.3132706862904193*pi) q[5];\nu3(3.7977451527952235*pi,2.46148931134911*pi,4.482023997200804*pi) q[6];\nu3(3.5923107350988213*pi,3.3279244220830986*pi,2.3036530278313183*pi) q[7];\nu3(3.241881266184671*pi,2.0315897435417316*pi,4.33196966994689*pi) q[8];\nu3(3.701301154552185*pi,3.1774307089689153*pi,2.289087001755074*pi) q[9];\nu3(3.2882238384412403*pi,2.5465276288932994*pi,1.6219744574247401*pi) q[10];\nu3(3.2023032008231986*pi,-0.1883743646681959*pi,0.8550472202853321*pi) q[11];\nu3(3.477618822718372*pi,2.2589112444482593*pi,1.2035123420176794*pi) q[12];\nu3(3.8693011752950133*pi,-0.49029645437413905*pi,4.409514139928128*pi) q[13];\nu3(3.4637843969757145*pi,3.442679716791029*pi,0.8497658776434682*pi) q[14];\nu3(3.8859164710861402*pi,0.15351273173657332*pi,3.0591295368220432*pi) q[15];\nu3(3.6277111513131746*pi,3.384594283214463*pi,3.403379150380151*pi) q[16];\nRxxyyzz(0.4271431989588698*pi,0.2843126451074789*pi,3.76376494575835*pi) q[0],q[16];\nRxxyyzz(0.41885804277484007*pi,0.13285651358378214*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.25852092372301994*pi,0.1900059908537931*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.32008711261732004*pi,0.2348329698055842*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.36336872128838904*pi,0.0898874918565975*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4308834776820195*pi,0.09953962986092801*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3545121990550495*pi,0.15246824381916313*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4402506914375397*pi,0.19468881527469395*pi,0.0*pi) q[13],q[14];\nu3(3.803268641858098*pi,1.798860151332855*pi,0.5339167875459436*pi) q[0];\nu3(3.821828967007956*pi,-0.0939736618394873*pi,2.163355623806499*pi) q[1];\nu3(3.6658103149464023*pi,-0.42351780951663476*pi,0.624774559117808*pi) q[2];\nu3(3.70056518408795*pi,3.3033497353808006*pi,1.1681294898478547*pi) q[3];\nu3(3.097755550129383*pi,0.22006380550165006*pi,2.128349433758941*pi) q[4];\nu3(3.588117279043551*pi,3.1726833939931587*pi,4.384561867967926*pi) q[5];\nu3(3.4832180045456007*pi,-0.3006717037570444*pi,2.2308361339692153*pi) q[6];\nu3(3.345147001662217*pi,3.22409538977416*pi,2.13329610629327*pi) q[7];\nu3(3.7135626407504727*pi,2.685792476016875*pi,1.7873255307164226*pi) q[8];\nu3(3.2748869697892777*pi,3.381897987162768*pi,3.746086857885224*pi) q[10];\nu3(3.540458905679752*pi,3.427131861795206*pi,0.5986945589913213*pi) q[11];\nu3(3.250262491530999*pi,0.9758371207705654*pi,1.9356132763142249*pi) q[12];\nu3(3.297412442514222*pi,3.0194694275242804*pi,2.3344865874986023*pi) q[13];\nu3(3.1498360104054854*pi,-0.3542163456163552*pi,1.0299043462362196*pi) q[14];\nu3(3.682858590339176*pi,2.9103010756124474*pi,4.110906515962966*pi) q[15];\nu3(3.7869682300283762*pi,1.8218982122104928*pi,1.765848286960345*pi) q[16];\nRxxyyzz(0.42774535739316033*pi,0.26344378203533353*pi,0.18873461000737432*pi) q[0],q[14];\nRxxyyzz(0.43168932981764996*pi,0.188004669009497*pi,0.06169861123042494*pi) q[3],q[1];\nRxxyyzz(0.4385635448565266*pi,0.34040983659675694*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.42044111306326004*pi,0.33310431699053944*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.47220716352026004*pi,0.1935905721491331*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.44167072096272897*pi,0.24746362264629163*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.4415908945927099*pi,0.23079358357167704*pi,3.9316091104969098*pi) q[9],q[13];\nRxxyyzz(0.35057192037522344*pi,0.28130653598827593*pi,0.0*pi) q[11],q[16];\nu3(3.6196536111044626*pi,-0.2632230636483802*pi,4.4240864966093305*pi) q[0];\nu3(3.6744158976750265*pi,3.4776228217466567*pi,1.3085722236810338*pi) q[1];\nu3(3.3255339990678685*pi,3.183963355798043*pi,1.116947680944881*pi) q[2];\nu3(3.879267533204295*pi,-0.30234741721659225*pi,1.2672323198231192*pi) q[3];\nu3(3.431325298272006*pi,1.5931202090336658*pi,1.4838291906189016*pi) q[4];\nu3(3.7357030938386133*pi,-0.05029863662286088*pi,0.5435674293100727*pi) q[5];\nu3(3.4350104306428046*pi,0.6353635862221276*pi,1.2900126040735858*pi) q[6];\nu3(3.143376539571158*pi,2.01748498140099*pi,1.7591961088283938*pi) q[7];\nu3(3.6959684720493806*pi,0.8179626124135035*pi,1.3558333368383209*pi) q[8];\nu3(3.7139154586504803*pi,2.7972765804612365*pi,1.0968159550884122*pi) q[9];\nu3(3.4736997505710585*pi,2.541433054334641*pi,1.1174496242822856*pi) q[11];\nu3(3.3962784635762833*pi,0.9403610302374408*pi,1.3316560985293795*pi) q[12];\nu3(3.286035594519394*pi,2.007012830045204*pi,0.8103850832936006*pi) q[13];\nu3(3.478719224757987*pi,-0.48408535823203014*pi,1.104744442956806*pi) q[14];\nu3(3.032943264387145*pi,-0.15196292916398974*pi,0.5704309492405597*pi) q[15];\nu3(3.4840293932299087*pi,0.29499447159522474*pi,0.5339366436638562*pi) q[16];\nRxxyyzz(0.4191349394718299*pi,0.18816411031976518*pi,3.928682264260781*pi) q[8],q[1];\nRxxyyzz(0.4674513994851299*pi,0.18908897995324558*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4634139373384434*pi,0.2845555586045405*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.41653317671325024*pi,0.17943258378211818*pi,3.831130056288881*pi) q[5],q[4];\nRxxyyzz(0.46669450266104007*pi,0.299766049682733*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3703711728732021*pi,0.28076680637952645*pi,0.10084017792278102*pi) q[7],q[14];\nRxxyyzz(0.49023035689776007*pi,0.3355920410796829*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.38655602205116024*pi,0.2471127958430891*pi,0.0*pi) q[15],q[12];\nu3(3.2932110048071976*pi,3.0561283430695863*pi,2.489195747420114*pi) q[1];\nu3(3.479109844432159*pi,-0.17945412412114414*pi,4.41187987225692*pi) q[2];\nu3(3.5740547491754215*pi,0.061666176970461284*pi,2.2373453411014523*pi) q[3];\nu3(3.41288541107593*pi,3.35902327191296*pi,1.9501952851601811*pi) q[4];\nu3(3.6866399015508713*pi,2.7353657874063204*pi,1.9690415491897828*pi) q[5];\nu3(3.5625317550903977*pi,3.1689896537651174*pi,0.900127291392181*pi) q[6];\nu3(3.6102505201462622*pi,2.7166144323133894*pi,3.666019646451909*pi) q[7];\nu3(3.2496262763091783*pi,3.0946165903671035*pi,1.8253474316790337*pi) q[8];\nu3(3.672529749873752*pi,1.9684189434440134*pi,1.7770834406181852*pi) q[9];\nu3(3.5074503101175964*pi,2.613825818600339*pi,0.8621084737967605*pi) q[10];\nu3(3.4047426843943938*pi,2.6805801911595832*pi,1.5821058353819204*pi) q[11];\nu3(3.50539979187484*pi,0.2096496405503968*pi,2.1217665331002333*pi) q[12];\nu3(3.6660537008594005*pi,0.6923077373792252*pi,1.480746070983567*pi) q[13];\nu3(3.670818830094004*pi,0.23472676654789937*pi,1.5696099550703093*pi) q[14];\nu3(3.7251973351196868*pi,-0.22729282737759782*pi,1.4423797290947868*pi) q[15];\nu3(3.716094405082411*pi,-0.33874155349398016*pi,1.1457258409315938*pi) q[16];\nRxxyyzz(0.37881070702414193*pi,0.2418689925782567*pi,0.06891409092363922*pi) q[0],q[4];\nRxxyyzz(0.31494997226407906*pi,0.2672447257042698*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4100801156476299*pi,0.14870494304202614*pi,0.11640122562895511*pi) q[2],q[8];\nRxxyyzz(0.40920415324873977*pi,0.2221331224069791*pi,0.13996990989382455*pi) q[5],q[12];\nRxxyyzz(0.48367619632219994*pi,0.3555166760271078*pi,0.0*pi) q[16],q[11];\nRxxyyzz(0.42115151911328996*pi,0.14972034329660944*pi,0.0*pi) q[15],q[13];\nu3(3.6719653236934877*pi,0.9958911091282543*pi,4.161273386205049*pi) q[0];\nu3(3.4570271153963983*pi,2.6305730086195713*pi,1.656943786209988*pi) q[1];\nu3(3.7324365715011867*pi,2.848710029179715*pi,0.6444656575179237*pi) q[2];\nu3(3.476295847314074*pi,2.7388058161126403*pi,4.327495441949769*pi) q[4];\nu3(3.477504366553953*pi,0.041663247749778254*pi,4.223648017626154*pi) q[5];\nu3(3.4662903379552974*pi,-0.015353881560125293*pi,0.7149391622799124*pi) q[6];\nu3(3.7013477834541195*pi,2.9083422451781713*pi,3.7975422747633196*pi) q[8];\nu3(3.108682594918962*pi,0.955010032349727*pi,1.8697988004890542*pi) q[11];\nu3(3.7822428525373337*pi,-0.42439796314990474*pi,3.9149369076787064*pi) q[12];\nu3(3.6353174585255013*pi,1.3063233230234204*pi,1.6162878207407612*pi) q[13];\nu3(3.2108327391845792*pi,-0.13627490956325577*pi,2.305116216129152*pi) q[15];\nu3(3.2387035348602202*pi,3.1177502614096775*pi,4.497418851468145*pi) q[16];\nRxxyyzz(0.43065789599312*pi,0.23678047969035654*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4044886367391597*pi,0.26657507578284445*pi,3.793764514291629*pi) q[7],q[2];\nRxxyyzz(0.4762316217530089*pi,0.24539595564242012*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.33255879766100005*pi,0.12530485401451785*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.45755882149734983*pi,0.30744832564176916*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.42358651993120033*pi,0.22577902886189816*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.4403246161257002*pi,0.40469677580980834*pi,0.053598368219130776*pi) q[14],q[13];\nu3(3.2274117722244107*pi,-0.20031794829257316*pi,1.2440334985014774*pi) q[1];\nu3(3.3570165550053153*pi,3.1331190578524653*pi,0.760999418050182*pi) q[2];\nu3(3.05227040149311*pi,0.6032993697324052*pi,1.1745645225899912*pi) q[3];\nu3(3.5708272177581373*pi,2.8895921314363675*pi,0.9169773324337158*pi) q[5];\nu3(3.632776670573708*pi,3.079588159280547*pi,0.9086145527674145*pi) q[6];\nu3(3.4767983264554627*pi,0.4532946479219887*pi,0.6011389504648914*pi) q[7];\nu3(3.6812869572240174*pi,-0.31129452605032437*pi,1.183687102224754*pi) q[8];\nu3(3.841090416094485*pi,3.411179381392459*pi,0.6425502956995399*pi) q[9];\nu3(3.529340884809174*pi,3.1068963808794496*pi,0.9180865429121612*pi) q[11];\nu3(3.7950063761895403*pi,-0.04656561474694754*pi,4.184171833012487*pi) q[12];\nu3(3.945364590995049*pi,2.3615277214289376*pi,1.1881706384903858*pi) q[13];\nu3(3.55035951589424*pi,3.4621438308556844*pi,0.8212681026007509*pi) q[14];\nu3(3.854374650474562*pi,1.3558226177510044*pi,1.0412950598545112*pi) q[15];\nu3(3.5480066790001556*pi,-0.2045203108960093*pi,2.0050458662601196*pi) q[16];\nRxxyyzz(0.33645696456931595*pi,0.15187150657822102*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4394639502869976*pi,0.24514813263150714*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.4420176134398499*pi,0.38567969278127023*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.39963849123480977*pi,0.20608697581710023*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4367770902545804*pi,0.1170499198330322*pi,0.05299188071291379*pi) q[4],q[6];\nRxxyyzz(0.39921738806148005*pi,0.18786102101819513*pi,0.045014332004723885*pi) q[8],q[5];\nRxxyyzz(0.42715041423207933*pi,0.12168510658213061*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.3521002340543703*pi,0.23436040534094005*pi,0.1768452310658013*pi) q[11],q[12];\nu3(3.53250067675188*pi,0.4155935695040037*pi,3.676152748037135*pi) q[0];\nu3(3.803893160805947*pi,2.8398779268326293*pi,1.0953197510176758*pi) q[1];\nu3(3.256095780453367*pi,0.6242912491983079*pi,4.196616053913527*pi) q[2];\nu3(3.5930063802173513*pi,0.19675787067622919*pi,0.7354103004759214*pi) q[3];\nu3(3.1803348140641794*pi,-0.2128466361717556*pi,2.822143962249695*pi) q[4];\nu3(3.497057266894959*pi,2.34780015376517*pi,1.1124374302180198*pi) q[5];\nu3(3.2301939100701116*pi,3.435846742953338*pi,2.7481387630639715*pi) q[6];\nu3(3.549306471185243*pi,2.9765126639293404*pi,0.8020371210054231*pi) q[7];\nu3(3.1896711711608927*pi,0.7853688615301868*pi,4.217998425958543*pi) q[8];\nu3(3.783399075120847*pi,3.2139445242897398*pi,0.5730403913887362*pi) q[9];\nu3(3.3335986638107604*pi,-0.029295675505957686*pi,1.3248408629787554*pi) q[10];\nu3(3.8712161414763995*pi,3.493876087689878*pi,0.7791859703737343*pi) q[11];\nu3(3.3008025524956914*pi,3.043903988206017*pi,1.4528345465089498*pi) q[12];\nu3(3.3503957032987914*pi,0.5836172000486153*pi,0.763518692769156*pi) q[13];\nu3(3.5239346705005716*pi,0.21831031274358925*pi,4.245978685400708*pi) q[15];\nu3(3.179855233080182*pi,3.4505522089640883*pi,2.9764231403436554*pi) q[16];\nRxxyyzz(0.4067727614562473*pi,0.18102981430085308*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.44095265853469023*pi,0.2689238576992611*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.4286854081343191*pi,0.295914970440069*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.40440167331551014*pi,0.25367079888020777*pi,0.12496049322841934*pi) q[4],q[8];\nRxxyyzz(0.44179147232908006*pi,0.3116160546021999*pi,0.1401892558547208*pi) q[6],q[5];\nRxxyyzz(0.3842353095280604*pi,0.2790249038293837*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.31123375189257996*pi,0.20645237487478263*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.4479804598691909*pi,0.09604820553350446*pi,0.0*pi) q[11],q[16];\nu3(3.4970186422095346*pi,2.6288395508467937*pi,1.210191637178991*pi) q[0];\nu3(3.547458912111178*pi,-0.1314633235140083*pi,1.9658387693529586*pi) q[1];\nu3(3.395939093685169*pi,-0.2996737624229196*pi,1.3749202463457866*pi) q[2];\nu3(3.6718529619509983*pi,2.3880912213222776*pi,3.675619555967258*pi) q[3];\nu3(3.4572702414169902*pi,-0.12845045596334315*pi,4.285713685079105*pi) q[4];\nu3(3.593460651925821*pi,2.069077755240526*pi,0.8787246121026142*pi) q[5];\nu3(3.616744542894766*pi,0.28684503497717717*pi,1.2814288546568051*pi) q[6];\nu3(3.744514585462331*pi,3.4529767221217327*pi,3.586768240754415*pi) q[7];\nu3(3.264678234861465*pi,-0.38396186457436177*pi,4.0817371432987635*pi) q[8];\nu3(3.2815898781227864*pi,1.9210572655365419*pi,1.6038961560265912*pi) q[9];\nu3(3.100749347631342*pi,-0.20731717497603097*pi,0.9609728965250239*pi) q[10];\nu3(3.3006559726354245*pi,0.02419309525118951*pi,4.319424144487587*pi) q[11];\nu3(3.461367280109417*pi,3.1661293970000726*pi,3.6170916187676787*pi) q[12];\nu3(3.124655202533984*pi,3.204672405726999*pi,0.5890752269540391*pi) q[14];\nu3(3.3344915662096923*pi,3.4839079455018833*pi,0.8274370609340357*pi) q[15];\nu3(3.8755839113411956*pi,2.465447233615705*pi,1.5633119132590532*pi) q[16];\nRxxyyzz(0.4294907773024703*pi,0.21174032776062668*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.35165291287069794*pi,0.15563547605142025*pi,0.09691473700843733*pi) q[1],q[3];\nRxxyyzz(0.44168304593655966*pi,0.2944750779923599*pi,0.07124083242151874*pi) q[16],q[2];\nRxxyyzz(0.38991298327503043*pi,0.061809597793697546*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.45871244859128013*pi,0.26067370207040064*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.43842690576626*pi,0.22860634625668474*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4334542534540805*pi,0.22950340638469602*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.43965037654871986*pi,0.18934000659331762*pi,0.0*pi) q[15],q[14];\nu3(3.302137143029827*pi,2.064922509132137*pi,1.599162682359724*pi) q[0];\nu3(3.6815136353532036*pi,2.1325269213193616*pi,1.322792392473037*pi) q[1];\nu3(3.688779432796997*pi,1.626568519469708*pi,0.5872100675366567*pi) q[2];\nu3(3.7618910995637433*pi,-0.4268303451014802*pi,1.8210689947665664*pi) q[3];\nu3(3.6232912276545366*pi,0.11829731915500885*pi,2.267087983746293*pi) q[4];\nu3(3.2628651021783335*pi,2.494459998515403*pi,2.0669057579427514*pi) q[5];\nu3(3.11330046681153*pi,3.0692543451601084*pi,1.6647184081584447*pi) q[6];\nu3(3.6549227370394526*pi,2.209799856237319*pi,0.9975378797021524*pi) q[7];\nu3(3.5169436249667085*pi,2.1308850731043965*pi,1.4774336412206543*pi) q[8];\nu3(3.513093349453787*pi,0.6690422988235774*pi,2.293724506862732*pi) q[9];\nu3(3.737969701950369*pi,-0.25155811738874106*pi,1.1774195701958614*pi) q[10];\nu3(3.6169039009320496*pi,0.4122526831842138*pi,0.7270672340215102*pi) q[12];\nu3(3.7046156217762403*pi,3.4156228083037914*pi,4.164611844953782*pi) q[13];\nu3(3.4356930154205623*pi,1.0095182328888317*pi,1.8303665625071934*pi) q[14];\nu3(3.6161978877852907*pi,0.6074620645953734*pi,0.760701172347345*pi) q[15];\nu3(3.567355976888918*pi,-0.3368647288712898*pi,1.5072079773874405*pi) q[16];\nRxxyyzz(0.36847238318787007*pi,0.11195032334421694*pi,3.948007727393449*pi) q[11],q[0];\nRxxyyzz(0.4458599531526799*pi,0.31899787922990713*pi,0.1910568986126609*pi) q[10],q[2];\nRxxyyzz(0.4818663337783198*pi,0.2538882299262204*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4592950968075703*pi,0.1863893352714776*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.34342331832718*pi,0.27276462099090004*pi,3.8692822869029104*pi) q[13],q[7];\nRxxyyzz(0.4557572650969098*pi,0.3232255752255826*pi,0.1531358239784852*pi) q[14],q[12];\nRxxyyzz(0.38061710880533084*pi,0.0723933429004564*pi,0.0*pi) q[15],q[16];\nu3(3.7186252502673853*pi,1.9929770701000273*pi,0.8098681688883582*pi) q[0];\nu3(3.4340704697923248*pi,1.7257817165910954*pi,4.302702067040887*pi) q[2];\nu3(3.3843210431074375*pi,0.6119396144695397*pi,1.2631666261649874*pi) q[4];\nu3(3.3952220643632494*pi,0.45243394381310587*pi,1.7202314615502314*pi) q[6];\nu3(3.5715545788657974*pi,-0.15183564785521053*pi,1.5749503152406765*pi) q[7];\nu3(3.134978286569651*pi,2.7404752666421874*pi,1.377795198080937*pi) q[8];\nu3(3.5875581414267175*pi,2.9498281015392465*pi,0.6269278948776429*pi) q[9];\nu3(3.6970271083279136*pi,1.385150962449408*pi,0.9118967528038749*pi) q[10];\nu3(3.804988491492446*pi,-0.09784375229524594*pi,1.1838996849808923*pi) q[11];\nu3(3.1572292853317387*pi,2.927518893256069*pi,0.5220779744111419*pi) q[12];\nu3(3.2079337136587314*pi,2.9278398806265447*pi,1.2815404435782458*pi) q[13];\nu3(3.5918373145828983*pi,1.0655785896589554*pi,0.7115601510895125*pi) q[14];\nu3(3.2123434397652946*pi,-0.4542933653729719*pi,1.831701951063321*pi) q[15];\nu3(3.469047449397535*pi,-0.30522703712211097*pi,4.154156911170509*pi) q[16];\nRxxyyzz(0.4557462000504199*pi,0.3374568584809476*pi,0.18509151724249484*pi) q[7],q[0];\nRxxyyzz(0.43881211737279113*pi,0.33551995440575333*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.4488991047886992*pi,0.16093471833379258*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.28921918370273947*pi,0.07071591614544115*pi,3.94557719212*pi) q[16],q[4];\nRxxyyzz(0.4603349458675746*pi,0.2664089991430503*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.30049474211301597*pi,0.15405339772631477*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.2865487343012996*pi,0.10935215152549915*pi,3.9156471262553794*pi) q[13],q[9];\nRxxyyzz(0.38663522961819025*pi,0.23743635100972582*pi,0.04813616229588074*pi) q[11],q[12];\nu3(3.6349792149388716*pi,3.412189256015894*pi,4.3102440266673945*pi) q[0];\nu3(3.839186143896947*pi,3.2235228255286543*pi,2.037639976243362*pi) q[1];\nu3(3.8644016836344193*pi,0.7792668362271638*pi,0.8296366390750536*pi) q[2];\nu3(3.8500388246112762*pi,-0.15258028836868753*pi,1.0695973840231892*pi) q[3];\nu3(3.409823245593228*pi,0.8663686512240387*pi,1.5990051320907464*pi) q[4];\nu3(3.8912143027951402*pi,-0.1692626632837398*pi,0.6347975605891305*pi) q[6];\nu3(3.7219854859150105*pi,0.057024498025009196*pi,3.16630873524569*pi) q[7];\nu3(3.0737313822716494*pi,2.382755315988574*pi,0.5882467058716014*pi) q[8];\nu3(3.7125706772614513*pi,2.785623414799584*pi,2.1529025195294387*pi) q[9];\nu3(3.3283197995417786*pi,-0.47817687922938523*pi,2.382762574150423*pi) q[10];\nu3(3.8557353065214497*pi,0.26383016719135854*pi,4.092534484307503*pi) q[11];\nu3(3.552392790828334*pi,2.7083371711053643*pi,3.6025717654540794*pi) q[12];\nu3(3.330272466143881*pi,3.3022297709672204*pi,3.3234362193000155*pi) q[13];\nu3(3.6146005288227165*pi,-0.15735675960099077*pi,1.0556856846721119*pi) q[14];\nu3(3.5236844615476763*pi,2.9116280824522898*pi,1.5693227105603065*pi) q[15];\nu3(3.468399405674449*pi,1.011694596208062*pi,0.8653119848447637*pi) q[16];\nRxxyyzz(0.4464138449656696*pi,0.3453275383834188*pi,3.78750022132923*pi) q[2],q[0];\nRxxyyzz(0.42254606067978007*pi,0.3441343449234744*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3874033372036898*pi,0.1960412657073186*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.2443018907088889*pi,0.13193226232014865*pi,0.06527745060858825*pi) q[15],q[4];\nRxxyyzz(0.4417091306769897*pi,0.15998737824812803*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4563309082685596*pi,0.17185495909507242*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4608798439277697*pi,0.19092833488950942*pi,0.046370905871432194*pi) q[16],q[7];\nRxxyyzz(0.37641628113558*pi,0.16077674251029817*pi,0.0*pi) q[14],q[8];\nu3(3.599263793323095*pi,-0.49845284225153386*pi,3.51936636689886*pi) q[0];\nu3(3.5597679881135464*pi,2.3842004640333707*pi,1.984939929315566*pi) q[1];\nu3(3.7136420088350537*pi,0.08184880619221957*pi,2.382439158411021*pi) q[2];\nu3(3.1866866106737386*pi,0.4335453443077346*pi,0.7934385945524105*pi) q[3];\nu3(3.473810726886468*pi,3.4764367956340214*pi,2.635078235394004*pi) q[4];\nu3(3.316246217617406*pi,0.08830988524416239*pi,2.471383989303147*pi) q[5];\nu3(3.7734719241927137*pi,-0.024185993373384118*pi,1.344382482243196*pi) q[6];\nu3(3.1928450208945964*pi,0.14574627196389267*pi,0.8001477122743853*pi) q[7];\nu3(3.497607496754225*pi,2.294814522557985*pi,0.8845360792300518*pi) q[8];\nu3(3.250907945524158*pi,-0.20641399052677084*pi,2.3678054275185634*pi) q[10];\nu3(3.3652833458224762*pi,1.0171696726585502*pi,1.1665410394004145*pi) q[11];\nu3(3.8638062255685197*pi,2.032145455044331*pi,1.3943319974856025*pi) q[12];\nu3(3.662964852426632*pi,-0.4410650353124346*pi,1.9488211244510567*pi) q[13];\nu3(3.8856310758208075*pi,2.4363706347625262*pi,0.6601388302760662*pi) q[14];\nu3(3.351437725755366*pi,0.32879334696061147*pi,4.044944537111082*pi) q[15];\nu3(3.4852079437071417*pi,0.24886980223251698*pi,3.834403491792158*pi) q[16];\nRxxyyzz(0.40439302377727987*pi,0.23889727799856164*pi,3.9026030302253205*pi) q[4],q[0];\nRxxyyzz(0.39920961167078417*pi,0.3653224755874633*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3514065242636999*pi,0.21349617729412684*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4356042229871997*pi,0.25345906607665913*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.42269240998209*pi,0.17905804707966988*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3302034357652396*pi,0.24475532806083855*pi,0.1506934338423349*pi) q[10],q[7];\nRxxyyzz(0.4714267726701511*pi,0.2114211229400298*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.4291522304516935*pi,0.3689143335487773*pi,0.0*pi) q[16],q[14];\nu3(3.6673229498713216*pi,-0.4219203220577823*pi,0.641352339179921*pi) q[0];\nu3(3.7951116034377197*pi,0.4006419173758573*pi,0.989750229749059*pi) q[1];\nu3(3.416715651958949*pi,0.9096709044805658*pi,1.5300005918132784*pi) q[2];\nu3(3.6809808295381283*pi,-0.0021557243099989964*pi,1.660333405884848*pi) q[3];\nu3(3.2554255165639265*pi,-0.45295540780703436*pi,0.7628237688726232*pi) q[4];\nu3(3.724793037518854*pi,2.0215198550204536*pi,1.9354515551348608*pi) q[5];\nu3(3.478783080669244*pi,2.561937224517796*pi,2.416456348311117*pi) q[6];\nu3(3.618546943448964*pi,-0.41607008655321054*pi,4.291698167897552*pi) q[7];\nu3(3.303649007832052*pi,-0.2707268440956281*pi,0.9013087872737797*pi) q[8];\nu3(3.250707037464972*pi,2.9576057034823093*pi,1.9275595483152814*pi) q[9];\nu3(3.5094032491156923*pi,3.4046189813869403*pi,2.3675407820106913*pi) q[10];\nu3(3.317719882237215*pi,2.105726421807888*pi,1.8672698695346273*pi) q[12];\nu3(3.8628604097975106*pi,-0.12480342585662035*pi,0.6275107141390586*pi) q[13];\nu3(3.574316885137195*pi,0.7524697547540613*pi,3.926647832838456*pi) q[14];\nu3(3.633178554772696*pi,3.164031074820373*pi,0.7841393171602414*pi) q[15];\nu3(3.6155864653705487*pi,3.492122473196252*pi,2.601906761736089*pi) q[16];\nRxxyyzz(0.40954715876852976*pi,0.28379336575094705*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.3776272202884797*pi,0.24146761478352016*pi,0.13524622538036069*pi) q[1],q[2];\nRxxyyzz(0.3887696849122202*pi,0.2292408243096722*pi,3.9240919618858308*pi) q[15],q[3];\nRxxyyzz(0.44685205993353977*pi,0.2957484657394448*pi,3.81245589367395*pi) q[13],q[4];\nRxxyyzz(0.44588528779601033*pi,0.2806807783271046*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.35608335242113964*pi,0.1280699359163231*pi,3.9211910598071906*pi) q[8],q[7];\nRxxyyzz(0.37009588850659986*pi,0.23260301360202904*pi,0.04213473515018132*pi) q[9],q[10];\nRxxyyzz(0.40623832673998944*pi,0.2065802620949278*pi,3.94400142373368*pi) q[14],q[12];\nu3(3.164177070177036*pi,1.9489948315434145*pi,1.6189514157752236*pi) q[0];\nu3(3.489395874444179*pi,0.9046514436823159*pi,1.0357673452079987*pi) q[1];\nu3(3.7608755508290312*pi,-0.25020810057049614*pi,1.2088861935217152*pi) q[2];\nu3(3.5063360245236437*pi,2.6976261701167514*pi,0.7093433505355176*pi) q[3];\nu3(3.855747444355731*pi,-0.28139607905404695*pi,1.2648697774404574*pi) q[4];\nu3(3.511220546241339*pi,0.27618907900049017*pi,4.448092140903111*pi) q[5];\nu3(3.7014497954114027*pi,2.757238442788326*pi,1.5693494719101002*pi) q[6];\nu3(3.357860518517942*pi,2.876840834986937*pi,1.1299342146827533*pi) q[7];\nu3(3.4383724760848304*pi,0.958341652739116*pi,1.1995990228526954*pi) q[8];\nu3(3.266218922600198*pi,3.1033697157020845*pi,3.8895344626680792*pi) q[9];\nu3(3.6489642128137687*pi,1.6495010492227524*pi,4.39322270692341*pi) q[10];\nu3(3.717153439794395*pi,-0.08500820566598799*pi,0.6162915148496559*pi) q[11];\nu3(3.2098483490357683*pi,1.9571997452706307*pi,2.3378647530964*pi) q[12];\nu3(3.864038119592627*pi,0.7429351570990534*pi,0.6768893828211633*pi) q[13];\nu3(3.253678391488225*pi,-0.28121253634337884*pi,1.361582924221746*pi) q[14];\nu3(3.6525502442176956*pi,3.3523835787342673*pi,2.3441126225913553*pi) q[15];\nRxxyyzz(0.47277573751303015*pi,0.2234798842478246*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.3950597298123698*pi,0.10971872446854791*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.47374375904316013*pi,0.3268459421272514*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3959201855699396*pi,0.2450648558041042*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.3943597499645599*pi,0.37719641079268307*pi,0.23882952428659876*pi) q[9],q[5];\nRxxyyzz(0.41413242205315*pi,0.2643740028430242*pi,3.9300452734455096*pi) q[7],q[12];\nRxxyyzz(0.4596066464966997*pi,0.16391720659672204*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3991895691047898*pi,0.34315721754558126*pi,3.800251396664569*pi) q[14],q[10];\nu3(3.3297714450939795*pi,2.7974738704985196*pi,2.310276685624675*pi) q[0];\nu3(3.83360183704372*pi,0.9556402097238745*pi,1.0190555708698803*pi) q[1];\nu3(3.3878136992149415*pi,3.0480468241733387*pi,1.9342320988525055*pi) q[2];\nu3(3.7421294847640514*pi,-0.3207451156611807*pi,4.301733777095826*pi) q[4];\nu3(3.720518095603854*pi,-0.3000080361793056*pi,3.269430937001026*pi) q[5];\nu3(3.11024033552067*pi,3.1779840393847754*pi,2.427363633671811*pi) q[6];\nu3(3.307176433819178*pi,-0.14107645348864434*pi,2.0105369922995044*pi) q[7];\nu3(3.8779805768648905*pi,-0.1665246021456328*pi,1.011943526080549*pi) q[8];\nu3(3.7422472966903455*pi,3.4103068930802083*pi,2.4032165306815383*pi) q[9];\nu3(3.6259392988179546*pi,0.14743868511243619*pi,1.9921713876491385*pi) q[10];\nu3(3.3122711075142988*pi,0.9694662340859734*pi,1.4553359402059747*pi) q[11];\nu3(3.645324315984556*pi,3.07901630691753*pi,1.4422060727302057*pi) q[12];\nu3(3.4885526166667864*pi,-0.05249127675756654*pi,4.172265362015278*pi) q[13];\nu3(3.258407231228128*pi,3.3297474364783826*pi,2.3726431262656975*pi) q[14];\nu3(3.354488343345829*pi,3.3890480726885945*pi,1.2004171731033302*pi) q[15];\nu3(3.6414290660896502*pi,-0.1368505622969925*pi,2.255658797328609*pi) q[16];\nRxxyyzz(0.45095330040780013*pi,0.23876813531136287*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.42474727013634983*pi,0.1787423906201585*pi,3.93720036271775*pi) q[1],q[3];\nRxxyyzz(0.3023401477269252*pi,0.2556158270072554*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.39393235967684964*pi,0.1346021828229742*pi,0.08817733413044332*pi) q[7],q[5];\nRxxyyzz(0.44656103467512664*pi,0.3009637729642505*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.37822925103749994*pi,0.22892438835605822*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4594143428221998*pi,0.27465928308450593*pi,0.08405290143651806*pi) q[12],q[16];\nu3(3.4349690176578713*pi,0.12077540763325523*pi,0.5126908741964462*pi) q[0];\nu3(3.7487141909546295*pi,0.2713191475413793*pi,1.4836560765157945*pi) q[1];\nu3(3.4925999882537804*pi,0.995685423213714*pi,2.3893630813916404*pi) q[3];\nu3(3.762258352480618*pi,2.7301869173485946*pi,2.453918493793832*pi) q[4];\nu3(3.8176473498636376*pi,1.984015479147946*pi,3.212011888339364*pi) q[5];\nu3(3.318004225346693*pi,0.009926920153268681*pi,1.5918578156904195*pi) q[6];\nu3(3.2863932019047*pi,3.2128721454158455*pi,0.8251830339032269*pi) q[7];\nu3(3.5943074162920428*pi,-0.36681228603087446*pi,4.012598863777758*pi) q[9];\nu3(3.524065143633701*pi,2.0089195953893277*pi,1.6192996609054064*pi) q[10];\nu3(3.586759594503204*pi,3.4507376216087042*pi,4.100939219228516*pi) q[11];\nu3(3.7821877747467023*pi,0.3764349525395132*pi,4.330919177824224*pi) q[12];\nu3(3.6651475408090626*pi,-0.3516553453928108*pi,1.8344381011376636*pi) q[13];\nu3(3.4086569258090647*pi,2.898175367472327*pi,0.6747848774648042*pi) q[14];\nu3(3.2802271682775*pi,2.9665657848401326*pi,4.476849825434757*pi) q[16];\nRxxyyzz(0.39447016437158*pi,0.34136028064143525*pi,3.9543803000066298*pi) q[4],q[0];\nRxxyyzz(0.37822791671039996*pi,0.32999232965295067*pi,0.05700974728244886*pi) q[7],q[2];\nRxxyyzz(0.3628636234088597*pi,0.22427347745516923*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.34595475560786926*pi,0.2599003052914268*pi,3.93460270886011*pi) q[11],q[5];\nRxxyyzz(0.3102737299833498*pi,0.26104055850199526*pi,3.95149438650383*pi) q[6],q[8];\nRxxyyzz(0.40787762510715986*pi,0.3222078355000418*pi,0.15266573802249514*pi) q[9],q[12];\nRxxyyzz(0.43775864965875044*pi,0.21207101965273795*pi,3.8290245053823497*pi) q[10],q[15];\nRxxyyzz(0.47103506859243316*pi,0.4105312171482299*pi,0.0*pi) q[14],q[16];\nu3(3.751816416568279*pi,3.4563989002979056*pi,1.9097469365614475*pi) q[0];\nu3(3.2378306589899295*pi,2.6149109033060864*pi,3.7107880542829004*pi) q[2];\nu3(3.5251959592614317*pi,0.952224217051298*pi,1.1996127439349422*pi) q[3];\nu3(3.799879487426488*pi,0.8543049503903362*pi,1.9726609524615089*pi) q[4];\nu3(3.4630000454897227*pi,3.2437624761265758*pi,2.3370872390120754*pi) q[5];\nu3(3.7587137461294664*pi,0.0302805909604853*pi,2.004878529289912*pi) q[6];\nu3(3.532166996350186*pi,3.4269109052437208*pi,4.063965387975594*pi) q[7];\nu3(3.3808089325091846*pi,0.456372143575428*pi,2.3510861306972*pi) q[8];\nu3(3.324566263259506*pi,3.266784304990276*pi,0.8155547637101397*pi) q[9];\nu3(3.2362427686844075*pi,-0.4721205234072613*pi,0.7356572184256702*pi) q[10];\nu3(3.5192338240415917*pi,2.91923184759255*pi,1.0428834969613316*pi) q[11];\nu3(3.529879462168939*pi,-0.46488877540575485*pi,1.557693717464538*pi) q[12];\nu3(3.339253548463461*pi,0.9317445290889745*pi,1.717865982404199*pi) q[13];\nu3(3.6463218326460423*pi,1.1295719560746251*pi,0.7020778301620109*pi) q[14];\nu3(3.266199403382612*pi,2.82797771342333*pi,0.5496677936927208*pi) q[15];\nu3(3.3303394693825012*pi,0.21810391933618467*pi,4.357891568260992*pi) q[16];\nmeasure q[12] -> c[10];\nRxxyyzz(0.40896604684696*pi,0.22280051023767058*pi,0.12659484005856272*pi) q[1],q[0];\nRxxyyzz(0.46959237975184165*pi,0.3060193486087154*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.33238206374532986*pi,0.2455938783134477*pi,0.12972224023528156*pi) q[4],q[14];\nRxxyyzz(0.40226868581429004*pi,0.34638218494491135*pi,0.1235405143414523*pi) q[7],q[5];\nRxxyyzz(0.4936070060089399*pi,0.25517160242095915*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.45896024743024005*pi,0.2990526881428739*pi,3.81170756488698*pi) q[13],q[8];\nRxxyyzz(0.4370348695104901*pi,0.3103256960453419*pi,3.9202087301135204*pi) q[9],q[15];\nRxxyyzz(0.3225899305576289*pi,0.21386773667682712*pi,3.8812902655895094*pi) q[11],q[16];\nu3(3.3929059225939877*pi,0.2857504616294303*pi,3.0900374201210448*pi) q[0];\nu3(3.1497164952032097*pi,2.025880261737006*pi,0.7341576408677408*pi) q[1];\nu3(3.181177502014918*pi,0.44869442284377525*pi,4.3827802279011445*pi) q[2];\nu3(3.5127594051189943*pi,-0.46369062418454665*pi,2.2020076494538303*pi) q[3];\nu3(1.7289942333873467*pi,0.2288897896986104*pi,4.292544140342068*pi) q[4];\nu3(3.1425358091093196*pi,-0.20925084109925107*pi,3.4025141201688593*pi) q[5];\nu3(3.140608924909036*pi,-0.4045037399896386*pi,0.7453993484538497*pi) q[6];\nu3(3.4260786766221725*pi,-0.010892171298995557*pi,1.598995268922609*pi) q[7];\nu3(3.7282158052325087*pi,-0.4680220572059306*pi,2.3078929059916136*pi) q[8];\nu3(3.7696297913400554*pi,2.3662631247512254*pi,1.6487324693241714*pi) q[9];\nu3(3.143376859190506*pi,-0.3712249135221073*pi,0.6587805746551156*pi) q[10];\nu3(3.035827403863901*pi,0.13861716888917708*pi,1.725879327612596*pi) q[11];\nu3(3.2339171489795*pi,2.4152218597200226*pi,1.8387929944533123*pi) q[13];\nu3(0.6551626102089723*pi,3.015380258272031*pi,1.1478117795684608*pi) q[14];\nu3(3.5362608922923138*pi,1.2818710544782324*pi,2.225260543315268*pi) q[15];\nu3(2.645596920878011*pi,3.180307623695244*pi,1.2275980966895288*pi) q[16];\nmeasure q[4] -> c[0];\nmeasure q[13] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[6] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[11] -> c[5];\nmeasure q[1] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[16] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[5] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[14] -> c[13];\nmeasure q[0] -> c[14];\nmeasure q[15] -> c[15];\nmeasure q[2] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3831116492112825*pi,-0.29589347540179955*pi,4.401663789584392*pi) q[0];\nu3(3.5598255402309666*pi,-0.2896763250164536*pi,1.0737536566065082*pi) q[1];\nu3(3.603261279607968*pi,2.5921401931764967*pi,2.3956821061818117*pi) q[2];\nu3(3.1750961997980083*pi,-0.16140925901901987*pi,4.449032703311846*pi) q[3];\nu3(3.6421253580437347*pi,-0.20717074286746728*pi,4.1906165555941275*pi) q[4];\nu3(3.196480332002215*pi,3.063152375127708*pi,1.0941071412327323*pi) q[5];\nu3(3.6889040329831344*pi,2.5337504823463908*pi,1.082692097713735*pi) q[6];\nu3(3.440618317122373*pi,0.11765698511001044*pi,2.8169304631952166*pi) q[7];\nu3(3.118687064039582*pi,3.3491967257279764*pi,3.3611764576832264*pi) q[8];\nu3(3.31015724659192*pi,-0.27512081300331614*pi,2.3763940562768124*pi) q[9];\nu3(3.670822389123476*pi,3.468967742869608*pi,2.2464163769860708*pi) q[10];\nu3(3.2535164408723265*pi,3.250942231294766*pi,1.147600204198645*pi) q[11];\nu3(3.6261114452831227*pi,2.0795666683253176*pi,1.4438619441172738*pi) q[12];\nu3(3.4393378614063552*pi,-0.013326318747188426*pi,2.007567838411059*pi) q[13];\nu3(3.7948091191680113*pi,-0.037680380491047105*pi,0.7723081193712078*pi) q[14];\nu3(3.7550845039942207*pi,0.9693205880938232*pi,1.3731702731124718*pi) q[15];\nu3(3.3257465229988314*pi,-0.47948158451419937*pi,2.10047353391662*pi) q[16];\nRxxyyzz(0.4424222718040398*pi,0.2108949192932741*pi,0.10467158105373435*pi) q[0],q[7];\nRxxyyzz(0.3726753425478012*pi,0.23548599596539366*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.44861618026002015*pi,0.41216986848907*pi,3.8752014057372097*pi) q[2],q[12];\nRxxyyzz(0.43416333089029946*pi,0.25667534360619854*pi,3.9296034862254103*pi) q[3],q[15];\nRxxyyzz(0.39808251456785937*pi,0.2532033137378098*pi,0.09841173555485826*pi) q[4],q[8];\nRxxyyzz(0.48431778707085016*pi,0.15967496288321403*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.38588413493385954*pi,0.23284720546996518*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.43029321140131005*pi,0.29129845036411983*pi,3.8947721417474*pi) q[14],q[16];\nu3(3.4285409370869933*pi,2.1388111588354723*pi,1.0341933653697182*pi) q[0];\nu3(3.3511982318738376*pi,1.3762842015832626*pi,1.6142524575335693*pi) q[1];\nu3(3.794679989647338*pi,3.125338721742584*pi,4.126722329433077*pi) q[2];\nu3(3.776947080628074*pi,0.5373926004243739*pi,0.9774749351611245*pi) q[3];\nu3(3.4064002507367976*pi,1.9755302805753145*pi,0.6543595517763114*pi) q[4];\nu3(3.872888055237373*pi,2.290640560794966*pi,0.8215420404732845*pi) q[5];\nu3(3.3301901223906833*pi,-0.47353459410998844*pi,1.625021453388059*pi) q[6];\nu3(3.69833190322206*pi,0.7744314560658354*pi,1.0083991085775843*pi) q[7];\nu3(3.802865148617624*pi,-0.4673766830293439*pi,3.8342126099222567*pi) q[8];\nu3(3.4183071398681495*pi,0.19050098550954586*pi,1.4864308648125961*pi) q[9];\nu3(3.667246348724478*pi,-0.016165198773313905*pi,0.8144309241681844*pi) q[10];\nu3(3.720380341808675*pi,-0.16266940431262433*pi,4.07473042830528*pi) q[11];\nu3(3.3731949381310384*pi,3.148031853553766*pi,2.2075160460558045*pi) q[12];\nu3(3.5872033529598113*pi,1.8820324594098352*pi,1.2494193781142489*pi) q[14];\nu3(3.3276239887894716*pi,-0.323788735710953*pi,0.6980015722014481*pi) q[15];\nu3(3.249016636458826*pi,2.3257105634765876*pi,1.0818611902495991*pi) q[16];\nRxxyyzz(0.4447272645883308*pi,0.2511393402988331*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.30536378596587005*pi,0.2604837778116882*pi,3.8913128185851207*pi) q[2],q[6];\nRxxyyzz(0.3553971547715874*pi,0.13941249941135636*pi,0.054165697661243684*pi) q[3],q[8];\nRxxyyzz(0.4511667808322101*pi,0.2593444665435549*pi,3.9408730630318995*pi) q[4],q[16];\nRxxyyzz(0.32682043016645856*pi,0.2154514623178252*pi,3.9387783273200654*pi) q[5],q[12];\nRxxyyzz(0.44768189791031976*pi,0.2244106522687743*pi,0.05488348624048808*pi) q[7],q[15];\nRxxyyzz(0.16695958543511924*pi,0.14910522094025058*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.395706032532*pi,0.18048237787622323*pi,0.0*pi) q[11],q[13];\nu3(3.7265119164266847*pi,0.010941121050569547*pi,4.441989063362833*pi) q[1];\nu3(3.144545657706038*pi,2.9561522384809393*pi,4.499974308752757*pi) q[2];\nu3(3.6908644913247466*pi,0.4029857461014982*pi,4.142290459668478*pi) q[3];\nu3(3.531788895936394*pi,-0.4455049752143809*pi,0.6742561894703112*pi) q[4];\nu3(3.692901012718844*pi,3.1018120217216656*pi,1.104037810784047*pi) q[5];\nu3(3.4021438136735753*pi,-0.3257828872468479*pi,1.7669594273946614*pi) q[6];\nu3(3.341264148395907*pi,-0.08693976921042945*pi,3.1370122419842352*pi) q[7];\nu3(3.898729645358025*pi,2.541324406239446*pi,3.6698658880663757*pi) q[8];\nu3(3.2494215683925116*pi,0.2303490356382919*pi,0.8025549963583772*pi) q[9];\nu3(3.5351377801260124*pi,2.135575062988296*pi,1.0798205847209552*pi) q[10];\nu3(3.1709973325601006*pi,2.0146811856637568*pi,1.3130964773661187*pi) q[11];\nu3(3.4634150075306525*pi,3.4865521506561943*pi,2.4185329125768322*pi) q[12];\nu3(3.1438918460126386*pi,-0.41327321248485915*pi,3.6099645591402467*pi) q[13];\nu3(3.692849601883461*pi,-0.10022442888265598*pi,1.9426828531944738*pi) q[14];\nu3(3.8447458038713704*pi,0.9849301095982379*pi,0.8432686564045901*pi) q[15];\nu3(3.4816633342369974*pi,1.195899656525162*pi,1.4666927062108632*pi) q[16];\nRxxyyzz(0.44725565882592916*pi,0.2732497061135301*pi,3.84393595528934*pi) q[0],q[13];\nRxxyyzz(0.33702747823930934*pi,0.24650948681455542*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4167314560125899*pi,0.3638894051965271*pi,0.20451865028978666*pi) q[2],q[15];\nRxxyyzz(0.43110715862772025*pi,0.3120899794667442*pi,0.1472515640311145*pi) q[4],q[6];\nRxxyyzz(0.3570754077238054*pi,0.1298719888120986*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.4104919125589097*pi,0.3158894503512242*pi,3.90632726721436*pi) q[10],q[11];\nu3(3.2791159873795115*pi,2.968748501059028*pi,1.5091419807601527*pi) q[0];\nu3(3.124171448914096*pi,3.196660331006818*pi,4.385223235344708*pi) q[1];\nu3(3.1610986961320062*pi,0.06180589470934139*pi,4.275906112066561*pi) q[2];\nu3(3.4363214365714603*pi,3.4397927207306522*pi,2.309332900877563*pi) q[4];\nu3(3.9005216380910626*pi,0.5905357561073237*pi,4.005800329098536*pi) q[6];\nu3(3.806538430951678*pi,0.10364215082288952*pi,0.9321811957971677*pi) q[7];\nu3(3.416383355737683*pi,2.125511050136784*pi,1.9993220120827013*pi) q[9];\nu3(3.7183662725885287*pi,0.08834514213729572*pi,1.5504727930066595*pi) q[10];\nu3(3.4714837736305135*pi,0.06335128272511925*pi,1.1708662395072629*pi) q[11];\nu3(3.3293852429808695*pi,-0.11361269893951986*pi,0.9810242642865883*pi) q[13];\nu3(3.164334498167407*pi,0.14145285790533246*pi,4.257739292625976*pi) q[15];\nu3(3.3035862892115913*pi,-0.2761181499931471*pi,1.8337101518931285*pi) q[16];\nRxxyyzz(0.43477047342869046*pi,0.3356294747156605*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.3697937586847396*pi,0.1346810782753588*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.29789299434936944*pi,0.22083708660648593*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4736180391615896*pi,0.42515759071554887*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.29966769691995016*pi,0.25258177139376947*pi,0.20229865566010297*pi) q[5],q[16];\nRxxyyzz(0.362913596113258*pi,0.12744809350837016*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.39756745952163003*pi,0.1699750015562902*pi,3.9561295291752803*pi) q[7],q[11];\nRxxyyzz(0.4611052391778797*pi,0.14318192352376435*pi,0.0*pi) q[13],q[9];\nu3(3.749000096035845*pi,0.24423852616598296*pi,0.9852303047542381*pi) q[0];\nu3(3.1646043827210293*pi,2.6939456010520524*pi,1.887209437047559*pi) q[1];\nu3(3.853281258629377*pi,-0.12748289073628627*pi,1.6329611135133524*pi) q[2];\nu3(3.5229108400011473*pi,0.34779638716309014*pi,0.5672287313120679*pi) q[3];\nu3(3.482722664975463*pi,2.69254146778757*pi,4.132042380243783*pi) q[5];\nu3(3.785878809500171*pi,-0.3875809804595154*pi,1.2892295652217767*pi) q[6];\nu3(3.550444077353391*pi,2.766278396434435*pi,2.170181805079107*pi) q[7];\nu3(3.712484422806663*pi,-0.38138469494070437*pi,0.7223037734951232*pi) q[8];\nu3(3.59825391245698*pi,0.8153871597587719*pi,1.4127899795814196*pi) q[9];\nu3(3.6278284064309236*pi,3.3941522760122185*pi,4.103699776569746*pi) q[10];\nu3(3.3130120605047613*pi,0.12084560148243506*pi,0.6035445821144911*pi) q[11];\nu3(3.7269002670578466*pi,2.789517229890868*pi,0.8669592704239169*pi) q[12];\nu3(3.2618340404457227*pi,0.5130903770000423*pi,1.50732047476951*pi) q[13];\nu3(3.427188452862434*pi,1.050026015215408*pi,1.2139846373644805*pi) q[14];\nu3(3.345168525867885*pi,0.1426912736230993*pi,2.2767764029409876*pi) q[15];\nu3(3.43273688523287*pi,3.0833509044857994*pi,4.318304187910869*pi) q[16];\nRxxyyzz(0.4559188746986696*pi,0.2792652560145589*pi,3.8772867688458597*pi) q[1],q[0];\nRxxyyzz(0.4006250621880199*pi,0.3330643675142793*pi,3.8871469778994907*pi) q[2],q[5];\nRxxyyzz(0.23096037165561967*pi,0.07335021325497515*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.469587154592111*pi,0.2678695356819196*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4232534551102593*pi,0.3190130226937482*pi,3.950491480150541*pi) q[7],q[9];\nRxxyyzz(0.45843716550050595*pi,0.15603073350128405*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.41616048020642005*pi,0.3687219530613013*pi,3.92192794000011*pi) q[15],q[10];\nRxxyyzz(0.1999322485451902*pi,0.0895859121793291*pi,0.0*pi) q[16],q[11];\nu3(3.3788280915322546*pi,0.1688002104521824*pi,2.099592541200897*pi) q[0];\nu3(3.8191867252549088*pi,3.394082137320556*pi,1.2851809299058776*pi) q[1];\nu3(3.944312098822979*pi,2.743364021641785*pi,2.4258385643671176*pi) q[2];\nu3(3.3964933554998438*pi,3.4990734307726874*pi,1.8867872677294026*pi) q[3];\nu3(3.5073339069194525*pi,2.5558050694700665*pi,1.5780130204144815*pi) q[4];\nu3(3.722723336790538*pi,2.852192400437446*pi,1.219760504709916*pi) q[5];\nu3(3.342296557278427*pi,3.017480380893128*pi,2.436503322176597*pi) q[7];\nu3(3.638568412199405*pi,2.7664427807790943*pi,2.254953617157958*pi) q[8];\nu3(3.639259615035298*pi,2.485439824315518*pi,0.7984056828751172*pi) q[9];\nu3(3.8531218572911805*pi,1.9912615730386776*pi,1.6657815587477425*pi) q[10];\nu3(3.5127922204353608*pi,2.5963317325376183*pi,1.239779474411675*pi) q[11];\nu3(3.293092896052534*pi,-0.37643367188586613*pi,0.8033709518264576*pi) q[12];\nu3(3.284818250096259*pi,0.6205711333323962*pi,2.3122067914810813*pi) q[13];\nu3(3.410453963193973*pi,3.135649486273934*pi,2.4808983007435867*pi) q[14];\nu3(3.5163688946028833*pi,3.0418294513933097*pi,0.7816654808290435*pi) q[15];\nu3(3.3111550056542356*pi,3.116471358978976*pi,0.7680078041046805*pi) q[16];\nRxxyyzz(0.3201233361753095*pi,0.09577018885049604*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.454449983052049*pi,0.30055147038346375*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.38631029126309957*pi,0.20797483090507551*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.457355021174791*pi,0.18478499112275226*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4416669629289594*pi,0.283214343879235*pi,3.92443330462997*pi) q[15],q[4];\nRxxyyzz(0.3832365890563497*pi,0.16689042798838383*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4394015240361112*pi,0.261515162747892*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.44739848085226985*pi,0.294773873857022*pi,3.7987962832448297*pi) q[13],q[16];\nu3(3.5771061336452314*pi,2.7686781652457286*pi,4.467758173139051*pi) q[0];\nu3(3.307793815307771*pi,-0.16392367662760254*pi,0.9286309866239231*pi) q[1];\nu3(3.6365681372220204*pi,2.0615729037535573*pi,1.2630348756733238*pi) q[2];\nu3(3.6223978306796103*pi,3.173164720276426*pi,1.1449925332558784*pi) q[3];\nu3(3.491515412156111*pi,-0.29868473968344134*pi,1.049370977677256*pi) q[4];\nu3(3.623700549955818*pi,2.4428893598653527*pi,0.6374610078090108*pi) q[5];\nu3(3.761107490807917*pi,0.6895473500886138*pi,1.3560785207119919*pi) q[6];\nu3(3.050507298616779*pi,0.17328550420883226*pi,2.3993884278918127*pi) q[8];\nu3(3.590736799588537*pi,-0.24208771484358538*pi,1.0002654929826686*pi) q[9];\nu3(3.849302224036587*pi,0.04705964436718213*pi,2.1341450886114557*pi) q[10];\nu3(3.2409691385237127*pi,-0.08526354627026744*pi,3.5160810002856575*pi) q[11];\nu3(3.674629134056329*pi,-0.13166205539820075*pi,1.570177821487172*pi) q[12];\nu3(3.682183244710311*pi,-0.4978034871688116*pi,2.4084672994914964*pi) q[13];\nu3(3.5942674385000974*pi,3.0556150394704287*pi,1.3101265754953704*pi) q[14];\nu3(3.489660963991739*pi,3.2328349455455596*pi,0.981874805770524*pi) q[15];\nu3(3.1140845689532357*pi,-0.40895024159871346*pi,2.0021388639085025*pi) q[16];\nRxxyyzz(0.4723550948786577*pi,0.21617363381122545*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.3470167445383793*pi,0.20388571103972197*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.48451925880406954*pi,0.2534834018980662*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.4483710147250002*pi,0.2699951866554694*pi,3.8241692204177107*pi) q[13],q[4];\nRxxyyzz(0.2758702802740509*pi,0.17542842101766354*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4548573532725896*pi,0.21970208586622297*pi,0.1541497835406459*pi) q[7],q[6];\nRxxyyzz(0.4316385148906997*pi,0.1627453175702902*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.3694209474819794*pi,0.09425466059357579*pi,0.0*pi) q[12],q[11];\nu3(3.935814861910033*pi,-0.47449901494320645*pi,1.1050135332558382*pi) q[0];\nu3(3.1531697975826622*pi,-0.3829576601001701*pi,1.4375497600053058*pi) q[1];\nu3(3.7561270138340097*pi,2.386704720878024*pi,1.6468212962103213*pi) q[2];\nu3(3.209316949214375*pi,-0.16519009010833463*pi,2.212101257895509*pi) q[3];\nu3(3.3489131732736004*pi,0.7946202089355849*pi,2.348455744357384*pi) q[4];\nu3(3.7268637152876254*pi,3.1888634533809315*pi,3.5172413059050083*pi) q[5];\nu3(3.31017974300059*pi,3.366169619453006*pi,2.855035873180952*pi) q[6];\nu3(3.759085685026496*pi,3.0392778049397693*pi,3.1156399772119334*pi) q[7];\nu3(3.660491402930192*pi,-0.4549939091127331*pi,0.8437429896693929*pi) q[8];\nu3(3.492965444712183*pi,0.016818479625905547*pi,4.160086733300979*pi) q[10];\nu3(3.3091192497654816*pi,2.1195515311638378*pi,1.2386354428625883*pi) q[11];\nu3(3.714883684719722*pi,3.1305800444834517*pi,0.8322311253379318*pi) q[12];\nu3(3.2252795596842514*pi,0.575702096872537*pi,2.0872839717421283*pi) q[13];\nu3(3.162368962532966*pi,0.5311578825804588*pi,1.066011486464153*pi) q[14];\nu3(3.117800775911205*pi,2.7936586149822005*pi,1.3335134000358089*pi) q[15];\nu3(3.839825121985236*pi,2.661998789267769*pi,1.2994914192576785*pi) q[16];\nRxxyyzz(0.4265206390818709*pi,0.19543940453694475*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.3662468425053902*pi,0.30213603236492936*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4770016392879288*pi,0.40352874557621676*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.45113093251319986*pi,0.20397955333897905*pi,3.93533139695524*pi) q[4],q[6];\nRxxyyzz(0.41625055674678973*pi,0.2355603605335932*pi,0.09872136702283986*pi) q[14],q[5];\nRxxyyzz(0.4359967460542701*pi,0.2897789948280156*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.45819139886892996*pi,0.3088421359995226*pi,3.92997090463618*pi) q[13],q[8];\nu3(3.32473105508223*pi,3.171579153770164*pi,0.8094583769220041*pi) q[1];\nu3(3.7603587437402335*pi,2.703607948082541*pi,0.6362185086754515*pi) q[2];\nu3(3.134783811376007*pi,3.103182094307134*pi,3.944517449029756*pi) q[3];\nu3(3.1496368340034904*pi,0.961418112450521*pi,0.8065364821547467*pi) q[4];\nu3(3.756519441362713*pi,2.1574292593990623*pi,3.2912079997261454*pi) q[5];\nu3(3.4996080759395625*pi,3.214433903641817*pi,1.7690785252181787*pi) q[6];\nu3(3.4471672295309377*pi,0.03143364782276681*pi,0.6390742679173373*pi) q[7];\nu3(3.771776645389431*pi,2.212166819924034*pi,2.0754887063267087*pi) q[8];\nu3(3.7817409254587107*pi,0.30081924553235484*pi,3.466352786673978*pi) q[9];\nu3(3.7647427306538077*pi,2.7354721939201037*pi,0.6008190351376976*pi) q[10];\nu3(3.903278944007221*pi,3.4404942948764954*pi,2.0684394393633125*pi) q[11];\nu3(3.432810319132065*pi,0.5342497630982144*pi,1.244521572595664*pi) q[13];\nu3(3.3848836852845383*pi,-0.1355216086859149*pi,3.631444061699545*pi) q[14];\nu3(3.307783508724734*pi,0.7337942828598214*pi,0.8295267828322401*pi) q[16];\nRxxyyzz(0.45289860959032957*pi,0.4215832134399247*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4326376192436896*pi,0.154812769994813*pi,0.0939656947452201*pi) q[16],q[4];\nRxxyyzz(0.3469681052674094*pi,0.22319708465257593*pi,3.9411088269289802*pi) q[12],q[5];\nRxxyyzz(0.35842906413495645*pi,0.19180336529231168*pi,3.9070898601288047*pi) q[9],q[6];\nRxxyyzz(0.3828326819946213*pi,0.28161716110504476*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4302254562595903*pi,0.23162559667413213*pi,0.13112158692737746*pi) q[14],q[8];\nRxxyyzz(0.40385390143191735*pi,0.2615972995243434*pi,0.0*pi) q[13],q[10];\nu3(3.418454773763836*pi,3.4877300842602503*pi,4.000086407110501*pi) q[2];\nu3(3.188277270442704*pi,3.4512654641265286*pi,1.1346837422223248*pi) q[3];\nu3(3.3931031246266476*pi,0.857509522226295*pi,4.239227622555923*pi) q[4];\nu3(3.4073307581530283*pi,3.4519429481263915*pi,2.22571169903204*pi) q[5];\nu3(3.1292029262030603*pi,2.6960951761387726*pi,2.0550437968366646*pi) q[6];\nu3(3.7275775312137513*pi,1.1855584126332217*pi,1.422909596095053*pi) q[7];\nu3(3.1716276748277075*pi,2.3677545538412894*pi,4.153538476575104*pi) q[8];\nu3(3.7315527436202376*pi,1.8926598816321047*pi,1.089168517986272*pi) q[9];\nu3(3.51514591471288*pi,1.3168626903416896*pi,1.3561130059089206*pi) q[10];\nu3(3.693212166996844*pi,0.8316513637829028*pi,1.9603349124774936*pi) q[11];\nu3(3.708580223138159*pi,-0.49011604877198045*pi,4.26433647116278*pi) q[12];\nu3(3.70397406648688*pi,2.420550303847295*pi,0.980938867020934*pi) q[13];\nu3(3.511070659189643*pi,3.3230992490335303*pi,1.1264497179283655*pi) q[14];\nu3(3.445800427437935*pi,3.348768975496701*pi,1.8639286457223352*pi) q[16];\nRxxyyzz(0.46759845202154005*pi,0.35166195859437765*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4305212483773103*pi,0.30432276761817245*pi,0.09441036695770823*pi) q[2],q[1];\nRxxyyzz(0.45712169442973927*pi,0.32296969690960786*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.41791056735806*pi,0.342744965867829*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.485745821788819*pi,0.3058804567229104*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4756019532033091*pi,0.21113632106602065*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.38854807199090047*pi,0.22907013097937026*pi,0.08283942455610466*pi) q[12],q[13];\nu3(3.480571313956735*pi,-0.3138436150615395*pi,1.0186066937506917*pi) q[0];\nu3(3.4693387412576095*pi,2.55932212471329*pi,1.1175733843700009*pi) q[1];\nu3(3.310410314892543*pi,-0.35960278864630246*pi,3.7950994794840183*pi) q[2];\nu3(3.612720607097426*pi,-0.21813754933759216*pi,4.383343232286344*pi) q[3];\nu3(3.9209551204827813*pi,-0.2217725615805567*pi,4.195470774814245*pi) q[4];\nu3(3.7818754382313067*pi,3.3176530623944487*pi,0.9493012546179598*pi) q[5];\nu3(3.449139731008043*pi,2.364550776914175*pi,1.855628937404496*pi) q[7];\nu3(3.5217036544676246*pi,0.19127093167564757*pi,4.39779048189475*pi) q[8];\nu3(3.7397767106578557*pi,2.086950442120047*pi,1.3128716121282837*pi) q[10];\nu3(3.5923084990947016*pi,3.3271701457008316*pi,3.1322680613717884*pi) q[12];\nu3(3.4107299753929627*pi,-0.09738845623890519*pi,3.216220871984529*pi) q[13];\nu3(3.373824509150837*pi,0.7860424928699588*pi,0.9096885098383347*pi) q[14];\nu3(3.758429499797398*pi,0.045328422293940296*pi,0.6324396993207246*pi) q[15];\nu3(3.5627007694411077*pi,2.636693781977261*pi,1.8608127264010914*pi) q[16];\nRxxyyzz(0.44457062356332044*pi,0.09273974045904299*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3285113705906597*pi,0.20935104852412612*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.44110683421124985*pi,0.2783306995239881*pi,3.873738387851161*pi) q[2],q[10];\nRxxyyzz(0.3996179257939294*pi,0.21666391123561857*pi,0.05485287006181111*pi) q[3],q[12];\nRxxyyzz(0.37057881793167996*pi,0.29170885370205446*pi,0.05220194506008545*pi) q[4],q[8];\nRxxyyzz(0.30283800664180965*pi,0.27357240169344443*pi,3.9458355910896*pi) q[7],q[11];\nRxxyyzz(0.39671171983310005*pi,0.33174814082062504*pi,3.8157822311353105*pi) q[15],q[9];\nRxxyyzz(0.4353947489089549*pi,0.3184451325612546*pi,0.0*pi) q[16],q[14];\nu3(3.543230225168788*pi,-0.0861358755850164*pi,2.1296673825608794*pi) q[0];\nu3(3.600329396115999*pi,-0.4607919092109916*pi,0.7986278139035767*pi) q[1];\nu3(3.7454431592188095*pi,0.20625159493180323*pi,0.8217814775134245*pi) q[2];\nu3(3.252379072074161*pi,2.536415665337494*pi,4.124497218414616*pi) q[3];\nu3(3.2687467736590365*pi,-0.4352295149600053*pi,1.5661068586898041*pi) q[4];\nu3(3.689741186219214*pi,0.1226177293700288*pi,1.8233885543424198*pi) q[5];\nu3(3.8339940561274513*pi,-0.35438009512415647*pi,1.6432609906436029*pi) q[6];\nu3(3.353289508588505*pi,2.7637429964648774*pi,0.6699686810340795*pi) q[7];\nu3(3.5504091958287565*pi,3.019024666881427*pi,3.286262530943747*pi) q[8];\nu3(3.488620476569227*pi,3.2722890076470827*pi,1.6550597751772298*pi) q[9];\nu3(3.2013969379054017*pi,1.365655665008933*pi,2.440897065513985*pi) q[10];\nu3(3.25321672154272*pi,-0.09684415314976746*pi,1.0265377693499*pi) q[11];\nu3(3.3941685893095124*pi,0.3301055576054954*pi,4.353961175605697*pi) q[12];\nu3(3.4268804825768187*pi,0.7952044837691299*pi,1.2225314579668642*pi) q[14];\nu3(3.742282018202483*pi,-0.01517815366770181*pi,0.759379351643565*pi) q[15];\nu3(3.5057845259067975*pi,2.910775460720519*pi,1.7674652451185355*pi) q[16];\nRxxyyzz(0.49033614358361044*pi,0.23458208541059045*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4794444056213898*pi,0.3758963304282013*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4132126349772255*pi,0.23608355397826597*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.34350406562769986*pi,0.21430051598962685*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3636179292608599*pi,0.11518643928859607*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.3789008790108296*pi,0.228725955729896*pi,3.9606541825025308*pi) q[16],q[6];\nRxxyyzz(0.36782038311087983*pi,0.15843945002710091*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4352033197620999*pi,0.36802112147281507*pi,0.12224746505323125*pi) q[15],q[10];\nu3(3.601819998499428*pi,3.225182318154358*pi,1.0666841036885288*pi) q[0];\nu3(3.412366918703273*pi,2.32994462095512*pi,1.2845754566353838*pi) q[1];\nu3(3.335870576201108*pi,0.6632381717929043*pi,2.269945094148584*pi) q[2];\nu3(3.8863935784247987*pi,-0.328759505538579*pi,4.057666067940051*pi) q[3];\nu3(3.438539242616333*pi,-0.17846927371598775*pi,3.1851641448961674*pi) q[4];\nu3(3.559299966751494*pi,0.670719115026027*pi,1.0871114729840734*pi) q[5];\nu3(3.6387760058469163*pi,0.025804551706465784*pi,1.9136061440395693*pi) q[6];\nu3(3.4752969495019865*pi,2.333694425027938*pi,1.272807697025466*pi) q[7];\nu3(3.4285577867468158*pi,0.7367575522334964*pi,2.2509878631440037*pi) q[8];\nu3(3.679881938675118*pi,3.2469366618176485*pi,3.67877870707614*pi) q[10];\nu3(3.188268117019479*pi,1.0206556261402748*pi,1.516469910973519*pi) q[11];\nu3(3.1874635961493913*pi,3.0926509320921305*pi,2.092188984683134*pi) q[12];\nu3(3.722187853419652*pi,-0.13062434078001028*pi,1.3195428759291978*pi) q[13];\nu3(3.2188551817704476*pi,3.28987213563938*pi,1.7844114058989144*pi) q[14];\nu3(3.3130846947391337*pi,2.3600580182606743*pi,1.9635496257348533*pi) q[15];\nu3(3.6426506719131133*pi,3.1908704997368185*pi,0.8961200131657316*pi) q[16];\nRxxyyzz(0.4458301486658299*pi,0.23345881707115237*pi,0.14848324430878768*pi) q[9],q[0];\nRxxyyzz(0.3544775525144336*pi,0.24497838186420362*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.3817765791635695*pi,0.27551982743864845*pi,3.88783137709839*pi) q[13],q[5];\nRxxyyzz(0.4496524059694495*pi,0.1655846281729754*pi,0.0726202778101434*pi) q[15],q[6];\nRxxyyzz(0.37480101014402983*pi,0.26745193170806353*pi,3.9443139764576696*pi) q[7],q[11];\nRxxyyzz(0.4309621621050095*pi,0.3685080344446858*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.3940326874539802*pi,0.19738443058838445*pi,3.930687305215621*pi) q[10],q[16];\nu3(3.398051081307191*pi,2.7499800803835988*pi,3.9419160248048906*pi) q[0];\nu3(3.4445402579285913*pi,1.7038927048209929*pi,1.5301368398579012*pi) q[4];\nu3(3.331294569314972*pi,-0.3524838443776412*pi,1.479126930930335*pi) q[5];\nu3(3.145490906237392*pi,0.6551795543728247*pi,4.074583494165525*pi) q[6];\nu3(3.302690106675277*pi,3.494178091769317*pi,0.7685444108160442*pi) q[7];\nu3(3.63861057667595*pi,0.7836163255049773*pi,3.991015915058049*pi) q[8];\nu3(3.5060980693854664*pi,2.467435017884472*pi,2.2739926981567127*pi) q[9];\nu3(3.128963601263545*pi,2.4378674175712742*pi,1.663194180017214*pi) q[10];\nu3(3.4604627132018426*pi,-0.044685886259993146*pi,0.9772256727844835*pi) q[11];\nu3(3.1567839578354695*pi,1.3291385343787305*pi,4.460308413772427*pi) q[12];\nu3(3.3595127500611537*pi,3.2100497984514784*pi,1.1186865986542243*pi) q[13];\nu3(3.1892962966530605*pi,0.8672762432591243*pi,1.3452464767832806*pi) q[14];\nu3(3.5328444390713356*pi,0.6578190339205519*pi,4.338735855368013*pi) q[15];\nu3(3.4743727702891722*pi,1.362110697185356*pi,1.7285472564024222*pi) q[16];\nRxxyyzz(0.2885793000844296*pi,0.19601502382743208*pi,0.1329978281965225*pi) q[2],q[0];\nRxxyyzz(0.44130312268170013*pi,0.10827914888194601*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.41203752180140973*pi,0.34605259581203907*pi,0.29793997913076087*pi) q[3],q[13];\nRxxyyzz(0.4494412066710797*pi,0.3267120468623453*pi,0.12640570342787957*pi) q[10],q[5];\nRxxyyzz(0.28880800985884936*pi,0.1015152971916421*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.3485325700726163*pi,0.12032167285801743*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.45000069402352016*pi,0.24703859957766458*pi,3.8664003744735105*pi) q[15],q[12];\nu3(3.7186116253875796*pi,-0.20276021234664227*pi,1.7800274290100218*pi) q[0];\nu3(3.5356802728836474*pi,2.481827646674867*pi,0.9145772390073585*pi) q[1];\nu3(3.584764812970497*pi,-0.047561275775147016*pi,1.2226221350940767*pi) q[2];\nu3(3.5280347715983527*pi,2.2325906521006447*pi,4.455661883887947*pi) q[3];\nu3(3.8962929643331448*pi,-0.2788309526231103*pi,2.990413108590528*pi) q[5];\nu3(3.5103931258351775*pi,-0.4336267282406575*pi,2.3611155392332757*pi) q[6];\nu3(3.2084765587828867*pi,3.4793783846594835*pi,0.6850752316301176*pi) q[7];\nu3(3.444139161244386*pi,-0.3572259712067958*pi,3.16468019490458*pi) q[8];\nu3(3.5252924478970726*pi,2.500236640898721*pi,2.145001860061496*pi) q[9];\nu3(3.495510226152174*pi,-0.24271399313569164*pi,2.7957524618058764*pi) q[10];\nu3(3.6419755794389927*pi,3.4520680820207055*pi,0.5910028805879302*pi) q[12];\nu3(3.901151397315518*pi,0.0679976299972389*pi,2.183607565430255*pi) q[13];\nu3(3.727796303162669*pi,3.3283193275738947*pi,1.4183285628122884*pi) q[15];\nu3(3.5328878614508503*pi,-0.4492779427088104*pi,1.1296197424638357*pi) q[16];\nRxxyyzz(0.4147880959358998*pi,0.2321861296504686*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4366119833142901*pi,0.14786533366374155*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.43319671568051366*pi,0.3846726361907311*pi,0.16285191696431411*pi) q[2],q[13];\nRxxyyzz(0.3533309653426612*pi,0.24912564059110798*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.40472070620720946*pi,0.2773291833078524*pi,3.9261699613472096*pi) q[15],q[4];\nRxxyyzz(0.40904930613754975*pi,0.20509925706823584*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.34301057150907*pi,0.1360603284842996*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.47192530806097643*pi,0.38310335804584605*pi,0.0*pi) q[12],q[16];\nu3(3.630859651323853*pi,2.2119591491227166*pi,1.562324434946614*pi) q[0];\nu3(3.3476807282855345*pi,0.1349760146785366*pi,1.8708735764353868*pi) q[1];\nu3(3.279469389458495*pi,3.1141062022850416*pi,0.5498934787420021*pi) q[2];\nu3(3.8233656762530535*pi,3.1119482119441146*pi,1.0157728482220776*pi) q[3];\nu3(3.684759476590308*pi,0.35844083335713695*pi,2.347988263205335*pi) q[4];\nu3(3.8093963150044967*pi,-0.32808531621007386*pi,2.068300601725628*pi) q[6];\nu3(3.224135680809206*pi,3.1093394775320786*pi,0.9819807076100227*pi) q[7];\nu3(3.3046896314537024*pi,-0.09186361265463061*pi,4.3443591877213965*pi) q[8];\nu3(3.33548775676657*pi,-0.42631457057090805*pi,1.5222222948770545*pi) q[9];\nu3(3.532640581711647*pi,0.026935673431247142*pi,2.0177512035240146*pi) q[10];\nu3(3.4493970116856985*pi,1.3268278091638046*pi,2.4192878542824143*pi) q[11];\nu3(3.897286027767434*pi,2.0771811958198785*pi,4.142720083472555*pi) q[12];\nu3(3.751342341608079*pi,3.098903556451038*pi,1.6021317866058806*pi) q[13];\nu3(3.539319922399371*pi,1.9134967658251467*pi,1.7263917498203079*pi) q[14];\nu3(3.363049526452545*pi,-0.08238348363409415*pi,2.2115416063691455*pi) q[15];\nu3(3.3745179288445515*pi,0.3386786348181423*pi,1.5517618878094483*pi) q[16];\nRxxyyzz(0.32048003351851*pi,0.2726126717916051*pi,0.14220414169130358*pi) q[15],q[0];\nRxxyyzz(0.35657514743636387*pi,0.13910811676202295*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.43887293732790006*pi,0.24588502123195122*pi,0.1274348973636705*pi) q[4],q[12];\nRxxyyzz(0.39246102089606005*pi,0.2562948346326889*pi,0.07770547530268852*pi) q[14],q[5];\nRxxyyzz(0.36171081358785*pi,0.10248825124953106*pi,0.09141440064980227*pi) q[16],q[6];\nRxxyyzz(0.4547039172000602*pi,0.2170775896864381*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.23977637620149958*pi,0.2150579107599433*pi,3.8442561756306795*pi) q[10],q[9];\nu3(3.585234379661157*pi,1.303461681414889*pi,0.70029396498806*pi) q[0];\nu3(3.3973535923538254*pi,2.3423215025687596*pi,0.7490295674753407*pi) q[1];\nu3(3.4989533544446543*pi,-0.018262648883785815*pi,4.448492009619904*pi) q[4];\nu3(3.3029810456857858*pi,1.9860894056993001*pi,0.5000016713267307*pi) q[5];\nu3(3.2353346131776055*pi,-0.4842026419992252*pi,3.9867681384735505*pi) q[6];\nu3(3.513603030999096*pi,1.709562724793222*pi,1.5343943148210013*pi) q[7];\nu3(3.4167374052147803*pi,2.509788779446238*pi,1.2398901845280346*pi) q[8];\nu3(3.159751570960333*pi,-0.236198434285542*pi,1.5361723524874358*pi) q[9];\nu3(3.615862249452381*pi,2.616451723585772*pi,0.9642752361303817*pi) q[10];\nu3(3.1614714073727903*pi,3.334694237956876*pi,1.0191203863572738*pi) q[11];\nu3(3.4361074513373433*pi,3.2857453537981067*pi,1.6317526570346093*pi) q[12];\nu3(3.424577505006158*pi,0.2586923240000699*pi,1.7000779397812935*pi) q[14];\nu3(3.648864883798537*pi,3.153939314293776*pi,2.4677860479939584*pi) q[15];\nu3(3.4055244074019435*pi,-0.0013596200922828539*pi,0.6353518666688518*pi) q[16];\nmeasure q[4] -> c[1];\nRxxyyzz(0.32871761628994023*pi,0.2599661174500546*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.35802700946300003*pi,0.17143538882167575*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4557657816103902*pi,0.23611563863004648*pi,0.09480702215147269*pi) q[2],q[12];\nRxxyyzz(0.46078730058794987*pi,0.23398474985467946*pi,3.933079238188411*pi) q[3],q[8];\nRxxyyzz(0.39413511158304015*pi,0.2807491947567238*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4243911478592588*pi,0.08933753519235499*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4327902599303304*pi,0.17472975965769566*pi,0.0*pi) q[16],q[11];\nRxxyyzz(0.4548154192138243*pi,0.14771393961604584*pi,0.0*pi) q[15],q[14];\nu3(3.0675213229478238*pi,-0.035206281477161316*pi,1.504880991197872*pi) q[0];\nu3(3.4676160190890513*pi,-0.02266076030390962*pi,2.4978186546126495*pi) q[1];\nu3(3.8221399102242155*pi,-0.36590725294981796*pi,4.341922186199616*pi) q[2];\nu3(3.2724239550372607*pi,-0.2512845242050229*pi,1.040573737239212*pi) q[3];\nu3(3.8019294362840212*pi,1.4910024605972718*pi,1.3744151363462973*pi) q[5];\nu3(3.5691612075358043*pi,2.1392817218380964*pi,1.7189411212221626*pi) q[6];\nu3(0.04641055511897157*pi,-0.41975603576776843*pi,0.5268368173935585*pi) q[7];\nu3(3.5275123313535865*pi,2.9376965423918913*pi,0.786019928676545*pi) q[8];\nu3(0.13826980305182535*pi,0.5909120933692318*pi,0.6618892738821397*pi) q[9];\nu3(3.9324412391014265*pi,1.394686252179457*pi,1.6897164891100895*pi) q[10];\nu3(3.2153872643147943*pi,0.49574707249244554*pi,1.0890061190277684*pi) q[11];\nu3(3.8581132090812247*pi,-0.2350628565891863*pi,1.7676789377275601*pi) q[12];\nu3(3.278619112094548*pi,1.9114003812125593*pi,1.9272865628290714*pi) q[13];\nu3(3.640717346376733*pi,0.058496262254724485*pi,1.2107490638047849*pi) q[14];\nu3(3.6811250564785123*pi,0.7720314336400835*pi,4.029613785763613*pi) q[15];\nu3(3.4698344705503055*pi,2.673233370475706*pi,1.8303638943361606*pi) q[16];\nmeasure q[14] -> c[0];\nmeasure q[13] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[9] -> c[5];\nmeasure q[15] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[16] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[5] -> c[12];\nmeasure q[6] -> c[13];\nmeasure q[0] -> c[14];\nmeasure q[11] -> c[15];\nmeasure q[1] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6949989176534794*pi,0.7497644419275591*pi,3.971636875486897*pi) q[0];\nu3(3.301872306918985*pi,2.1072471940505553*pi,0.6481443876400963*pi) q[1];\nu3(3.7671068285905407*pi,-0.3900650198774237*pi,3.9475522374099095*pi) q[2];\nu3(3.915761129818293*pi,2.2193606241707085*pi,1.6436208108928643*pi) q[3];\nu3(3.4755189607963786*pi,3.068317108514772*pi,0.6071862489811242*pi) q[4];\nu3(3.6488791103808023*pi,3.238418415114057*pi,2.33451099485434*pi) q[5];\nu3(3.748096695839244*pi,3.4174496607521663*pi,1.9475090213847404*pi) q[6];\nu3(3.2597591788599436*pi,3.006139400323076*pi,1.0132457674284465*pi) q[7];\nu3(3.454453647038229*pi,-0.33760690566346563*pi,2.9284280286401323*pi) q[8];\nu3(3.380877679120579*pi,3.322771525508324*pi,1.0967629125885763*pi) q[9];\nu3(3.507011270519049*pi,3.0752879075531987*pi,3.476269171231305*pi) q[10];\nu3(3.5485183677493213*pi,-0.0021832709995498467*pi,0.8470356416754368*pi) q[11];\nu3(3.5794101194666084*pi,3.2854300468323823*pi,1.3976030803292896*pi) q[12];\nu3(3.8030214712729307*pi,0.7955239367805826*pi,1.3299138327104116*pi) q[13];\nu3(3.739103564717913*pi,3.2258872398636935*pi,4.281594795484649*pi) q[14];\nu3(3.509166908331069*pi,0.7026865726667382*pi,3.1779972582281615*pi) q[15];\nu3(3.2590142563662283*pi,-0.49660292179012433*pi,0.8526480239932952*pi) q[16];\nRxxyyzz(0.46012285594619984*pi,0.40569940043434316*pi,0.06680837003189177*pi) q[0],q[15];\nRxxyyzz(0.42987448917774024*pi,0.18410612306913207*pi,0.04637124466598906*pi) q[1],q[7];\nRxxyyzz(0.45847596492128995*pi,0.30703233991981665*pi,3.781084242791211*pi) q[2],q[12];\nRxxyyzz(0.4575760684196899*pi,0.21094512301399249*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.3957798788528395*pi,0.24067317637554186*pi,3.861227283882739*pi) q[4],q[14];\nRxxyyzz(0.4465556769305935*pi,0.2068764039637564*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.31373150412707007*pi,0.2852351054564939*pi,3.9476069844452795*pi) q[6],q[8];\nRxxyyzz(0.42515910021367054*pi,0.1543209888111261*pi,0.0*pi) q[10],q[16];\nu3(3.077762989093788*pi,2.725792774581641*pi,0.719541120859013*pi) q[0];\nu3(3.5244652760400457*pi,0.6735719645611153*pi,4.386692572896539*pi) q[1];\nu3(3.4407412162821873*pi,-0.20608625774196554*pi,2.308373308092569*pi) q[2];\nu3(3.2035669780774905*pi,2.3289760962222483*pi,2.23761959833596*pi) q[3];\nu3(3.667631765005652*pi,2.7708932409864593*pi,2.3018390063057286*pi) q[4];\nu3(3.434555168387461*pi,2.110506597906812*pi,1.6454930044265623*pi) q[5];\nu3(3.6531816233785857*pi,-0.4187597259869739*pi,2.048293111673883*pi) q[6];\nu3(3.6079770043826462*pi,0.002178184802415717*pi,1.1119766415626708*pi) q[7];\nu3(3.3772004527914743*pi,2.584106176227995*pi,1.334627343734331*pi) q[8];\nu3(3.2306099476712955*pi,-0.49173543657206176*pi,1.4302805100625577*pi) q[9];\nu3(3.508392015126157*pi,1.4380402841369118*pi,0.6690198579907842*pi) q[10];\nu3(3.9227224744736247*pi,2.852659999167799*pi,2.3520373482920167*pi) q[12];\nu3(3.717427179820503*pi,3.468263484826676*pi,1.4479095262555726*pi) q[13];\nu3(3.0715396626363214*pi,3.0672799366207517*pi,0.5800771431514367*pi) q[14];\nu3(3.420468797403352*pi,3.0163065918717002*pi,1.8196792004701994*pi) q[15];\nu3(3.7327754181450197*pi,2.8342376395357576*pi,2.4072671700614934*pi) q[16];\nRxxyyzz(0.49747163752453993*pi,0.21797498304543605*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.38886593880215614*pi,0.335583690322371*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4322452275518801*pi,0.15231140835365406*pi,0.0466891720147743*pi) q[2],q[7];\nRxxyyzz(0.35737609757621985*pi,0.2990280325845043*pi,0.061590662504716676*pi) q[3],q[10];\nRxxyyzz(0.45947618112013966*pi,0.2525335352944209*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4769721671768491*pi,0.2979922988349524*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.41969388936067054*pi,0.30645278149329525*pi,0.0*pi) q[16],q[15];\nu3(3.636543662812682*pi,2.8307206092777886*pi,1.856913676906066*pi) q[0];\nu3(3.87607114516138*pi,2.95596217761025*pi,4.078073561525198*pi) q[1];\nu3(3.9530960707699787*pi,-0.0909916808713882*pi,3.2178946314778925*pi) q[2];\nu3(3.471431427015534*pi,3.491972903888665*pi,0.6847918090418896*pi) q[3];\nu3(3.448093641280469*pi,2.8768195272817367*pi,1.693046024531832*pi) q[4];\nu3(3.77771279960087*pi,2.902922051797562*pi,0.5237118786711276*pi) q[6];\nu3(3.623474050385869*pi,0.217368003953744*pi,1.4774058366950085*pi) q[7];\nu3(3.4988227091773716*pi,1.3387920951562875*pi,1.412700030198816*pi) q[8];\nu3(3.336019537855415*pi,0.651830014567226*pi,1.145606009225955*pi) q[10];\nu3(3.413728367657095*pi,1.3091145292885873*pi,1.403940377498071*pi) q[11];\nu3(3.483919076319904*pi,-0.16227035036099968*pi,0.7674934513351943*pi) q[12];\nu3(3.54813394892504*pi,-0.4178285747934038*pi,2.0280205199998043*pi) q[13];\nu3(3.443825416889*pi,1.163266747180593*pi,1.408364355721592*pi) q[15];\nu3(3.561619284816924*pi,0.7532402748957008*pi,1.0622310023368788*pi) q[16];\nRxxyyzz(0.4273763771924002*pi,0.2950232070063594*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3381362391732594*pi,0.25265706610820304*pi,0.05824931498851171*pi) q[4],q[1];\nRxxyyzz(0.3868768100404697*pi,0.1360128885253644*pi,0.047390289900529924*pi) q[2],q[12];\nRxxyyzz(0.3980858951110503*pi,0.20213419370577054*pi,3.810999176892219*pi) q[5],q[7];\nRxxyyzz(0.36142679937376*pi,0.158753198380976*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4225253898131894*pi,0.3460912358803694*pi,0.049766173192499916*pi) q[8],q[11];\nRxxyyzz(0.4285533411738899*pi,0.31715737749629946*pi,0.04498932533386185*pi) q[9],q[13];\nRxxyyzz(0.4558157815937296*pi,0.3729023981312407*pi,0.0*pi) q[15],q[10];\nu3(3.461639796289007*pi,2.7835894618903554*pi,4.416823301869809*pi) q[0];\nu3(3.521957504344605*pi,0.8982295987949289*pi,0.8075272771041618*pi) q[1];\nu3(3.235911399995633*pi,2.4565491022598076*pi,3.7036075745112904*pi) q[2];\nu3(3.4448838760804352*pi,1.987045992910737*pi,1.2837373583738592*pi) q[4];\nu3(3.2277146666793324*pi,0.2509907650190195*pi,1.6510697436231818*pi) q[5];\nu3(3.0916894586599026*pi,0.7413477552948287*pi,0.8245915779165641*pi) q[6];\nu3(3.659015681082559*pi,0.31592495642020224*pi,0.6648987000185111*pi) q[7];\nu3(3.775455206184977*pi,2.337720065798618*pi,3.830811178269404*pi) q[8];\nu3(3.3456786676046875*pi,0.05287085477543996*pi,3.4172118252729518*pi) q[9];\nu3(3.4807595022521363*pi,3.4036294064958925*pi,3.6176446908928437*pi) q[10];\nu3(3.5588848718290773*pi,0.05815093513252101*pi,1.3533285364848808*pi) q[11];\nu3(3.660667810804641*pi,0.8144344957076797*pi,4.073022329276201*pi) q[12];\nu3(3.336460699133631*pi,1.243229407351829*pi,0.6330662023001764*pi) q[13];\nu3(3.588997583527774*pi,3.1165665965403395*pi,4.235518564872979*pi) q[14];\nu3(3.5842191496038045*pi,1.910089681828436*pi,4.477880599102182*pi) q[15];\nu3(3.584301435726123*pi,3.191601634709982*pi,0.9710375850781707*pi) q[16];\nRxxyyzz(0.4445928776952196*pi,0.3251837607600656*pi,3.8620826902920307*pi) q[0],q[1];\nRxxyyzz(0.4439390556253601*pi,0.2065164187824002*pi,0.18243133766719394*pi) q[2],q[14];\nRxxyyzz(0.40720704930014984*pi,0.16385697996711457*pi,0.1058547199838978*pi) q[3],q[9];\nRxxyyzz(0.43083124802204*pi,0.3560435773671934*pi,0.04116748863038109*pi) q[4],q[7];\nRxxyyzz(0.4305207991553701*pi,0.21556110027097258*pi,0.08690627008434133*pi) q[6],q[10];\nRxxyyzz(0.39861533912042035*pi,0.19297681153798618*pi,0.0*pi) q[12],q[15];\nRxxyyzz(0.47096308578791*pi,0.16425058654838953*pi,0.0*pi) q[16],q[13];\nu3(3.4122005629700154*pi,2.9125617485327013*pi,1.161713702189448*pi) q[0];\nu3(3.9376031031236183*pi,-0.32446161973940796*pi,2.076626174767386*pi) q[1];\nu3(3.843347898214157*pi,2.589420956275249*pi,3.4850553763132277*pi) q[2];\nu3(3.9147301132453087*pi,3.3042905211890385*pi,1.4294660830106345*pi) q[3];\nu3(3.3845908444293977*pi,0.8591671246427757*pi,4.106824978587533*pi) q[4];\nu3(3.6079747330675525*pi,2.324787836795062*pi,0.8730283590807593*pi) q[6];\nu3(3.4472509241298903*pi,-0.001245931696030711*pi,1.5836301638777337*pi) q[7];\nu3(3.2012090825719572*pi,3.442875386930305*pi,0.5748327104697979*pi) q[9];\nu3(3.5598506488049235*pi,2.9644292256753086*pi,3.1306568730957416*pi) q[10];\nu3(3.420492625019038*pi,0.2190249472585155*pi,1.8006698909912486*pi) q[12];\nu3(3.3417069149153735*pi,2.483352334667657*pi,1.5376520712999586*pi) q[13];\nu3(3.112291705242247*pi,2.0543011382674803*pi,0.8349189597327545*pi) q[14];\nu3(3.453393895822108*pi,2.090712243623103*pi,1.778524797986788*pi) q[15];\nu3(3.3912271979529685*pi,3.291667082763865*pi,1.8121758093750122*pi) q[16];\nRxxyyzz(0.41036595830190903*pi,0.35323613358764844*pi,3.814305906618239*pi) q[0],q[5];\nRxxyyzz(0.36571516823436007*pi,0.26984678769171644*pi,0.1286582404641883*pi) q[2],q[10];\nRxxyyzz(0.4763109723455594*pi,0.23573526900983244*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.45373011209954606*pi,0.19382882970146442*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.44770452801692573*pi,0.19853670293882708*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.42358463486311937*pi,0.28386942275945426*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.3164317153070567*pi,0.24596603095034486*pi,0.0*pi) q[14],q[12];\nRxxyyzz(0.45232564880157944*pi,0.3107565116277562*pi,3.8195646430276504*pi) q[15],q[16];\nu3(3.2957009981926513*pi,3.2712376184448337*pi,0.5819820465570062*pi) q[0];\nu3(3.571670424460715*pi,2.438146481008912*pi,0.5749557786805606*pi) q[2];\nu3(3.0924085985282366*pi,-0.2903895752458099*pi,0.869724536389338*pi) q[3];\nu3(3.968050061716922*pi,0.5170266659445799*pi,1.3040472102529563*pi) q[4];\nu3(3.4497518749158043*pi,-0.16821730319292733*pi,1.4585802412485145*pi) q[5];\nu3(3.643526452200142*pi,2.6042235913807623*pi,1.7700509950436907*pi) q[6];\nu3(3.3489703431045976*pi,0.6135197275121382*pi,1.2299396907343723*pi) q[7];\nu3(3.550883905915929*pi,3.339546612251926*pi,1.449249347891918*pi) q[8];\nu3(3.1830377483916314*pi,0.23623622408827005*pi,0.5524955489738002*pi) q[9];\nu3(3.7581139276628273*pi,0.15419030167058967*pi,3.3255794778999226*pi) q[10];\nu3(3.2443861603184407*pi,-0.0889975689593584*pi,1.161853333126845*pi) q[11];\nu3(3.153276952458819*pi,0.5456505824776643*pi,0.9450501324285694*pi) q[12];\nu3(3.6782383842353332*pi,0.9758932585372679*pi,1.6254449753400235*pi) q[13];\nu3(3.40176224659053*pi,0.8004393346718137*pi,0.9726383181012679*pi) q[14];\nu3(3.6581638550082736*pi,2.7874688117498354*pi,2.0889138719193023*pi) q[15];\nu3(3.6163380274712025*pi,3.49629549401135*pi,1.6504923825481017*pi) q[16];\nRxxyyzz(0.3806924953295391*pi,0.2972685144915219*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3421156919342804*pi,0.2177043315178253*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.39617198329874015*pi,0.26480747835242147*pi,0.17933648256073853*pi) q[3],q[12];\nRxxyyzz(0.4223232911752799*pi,0.30174335201825875*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3684419861738709*pi,0.2862799503641572*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4218842771297896*pi,0.25218800236078387*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.45687048060437974*pi,0.2282673200847385*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.37243345046969945*pi,0.2149412813710202*pi,0.06618463093448736*pi) q[15],q[14];\nu3(3.4027569415865595*pi,0.20133165444238044*pi,1.061550175032244*pi) q[1];\nu3(3.2273733272165313*pi,2.3072027505489427*pi,0.5494037718935467*pi) q[2];\nu3(3.670218398731943*pi,0.6979607852229088*pi,4.00209627069497*pi) q[3];\nu3(3.685879656599678*pi,2.5335573465700936*pi,1.0239905853992097*pi) q[4];\nu3(3.6970869679758165*pi,-0.04909787955101674*pi,2.288329068076119*pi) q[5];\nu3(3.4520338061755695*pi,-0.49024858190875564*pi,0.971554883144415*pi) q[6];\nu3(3.597143496142968*pi,-0.2715417613763749*pi,0.5682206330326869*pi) q[7];\nu3(3.211092305444466*pi,0.8988204758833866*pi,1.0329348790839528*pi) q[8];\nu3(3.240656735717791*pi,-0.37396921659083526*pi,1.5405083126666974*pi) q[9];\nu3(3.857793440190414*pi,0.9344452323807324*pi,1.7437282831969945*pi) q[10];\nu3(3.743621428659456*pi,3.438275169350823*pi,0.5359308551913153*pi) q[11];\nu3(3.135107719039782*pi,0.8047491793322639*pi,0.5159203888704287*pi) q[12];\nu3(3.2407199058375813*pi,0.14930820215406004*pi,1.2451360097233342*pi) q[13];\nu3(3.1311672162235213*pi,0.07595554017126349*pi,1.5291653252229302*pi) q[14];\nu3(3.334373628816543*pi,2.194021839603485*pi,0.7649207689080154*pi) q[15];\nu3(3.355798323681906*pi,0.2844740953693514*pi,1.9722540219872924*pi) q[16];\nRxxyyzz(0.45349267924423*pi,0.29770078196085326*pi,3.9528885664839604*pi) q[0],q[7];\nRxxyyzz(0.40623914400061667*pi,0.2567287495442703*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3307537131926893*pi,0.12386184403364198*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.31906725188039*pi,0.3014591040020189*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.3731513331935159*pi,0.18981871098002512*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.42247468463412996*pi,0.3128027307586852*pi,0.06470724022925696*pi) q[8],q[16];\nRxxyyzz(0.25393146552016*pi,0.16738174890084556*pi,0.07965721477540733*pi) q[10],q[14];\nRxxyyzz(0.2949679765221496*pi,0.22094478356760794*pi,3.95872484736093*pi) q[11],q[12];\nu3(3.4702177883384686*pi,-0.08340022041180672*pi,1.1458626159129928*pi) q[0];\nu3(3.3212885601551423*pi,2.21995872830015*pi,1.7902381541389571*pi) q[1];\nu3(3.579431372673261*pi,2.79194993482743*pi,1.9661058387078905*pi) q[2];\nu3(3.568500622013387*pi,-0.40018391550227417*pi,3.8819195186464133*pi) q[3];\nu3(3.624626862044827*pi,0.621043290610978*pi,3.8579998165802936*pi) q[4];\nu3(3.079153860859269*pi,0.7554233125956769*pi,2.227251688230388*pi) q[6];\nu3(3.438217696373072*pi,-0.1251929157652184*pi,1.0023797641528516*pi) q[7];\nu3(3.8569003182437385*pi,2.138215599764324*pi,0.7445033350571502*pi) q[8];\nu3(3.485946606574414*pi,3.413918658848471*pi,1.3160782631394112*pi) q[9];\nu3(3.6376051714137123*pi,3.4572931658830983*pi,2.4890420927118972*pi) q[10];\nu3(3.3484833902833087*pi,3.0333063037771004*pi,0.5657548676395852*pi) q[11];\nu3(3.6278682584068283*pi,0.1809000756575716*pi,2.4624859370560523*pi) q[12];\nu3(3.283657544420361*pi,0.3388347754939154*pi,1.0284798808637907*pi) q[13];\nu3(3.3526670207632154*pi,3.3834935033445817*pi,3.3513548080042446*pi) q[14];\nu3(3.700409421940388*pi,2.8679889776493535*pi,2.2204966947440683*pi) q[15];\nu3(3.3735438366466397*pi,-0.41794233276915493*pi,2.662666065135306*pi) q[16];\nRxxyyzz(0.42637867249706984*pi,0.16573087150580534*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3628306345969698*pi,0.2908454225094157*pi,0.10755201093768066*pi) q[2],q[12];\nRxxyyzz(0.3810500889994101*pi,0.17882687655653487*pi,0.0818649444917681*pi) q[3],q[5];\nRxxyyzz(0.35280568271473955*pi,0.2247904493573376*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4061395460565397*pi,0.28173049305512343*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.46923007543730055*pi,0.33595257883318097*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.4417068445318494*pi,0.21282307179212223*pi,3.87657288017714*pi) q[15],q[16];\nu3(3.4947541467693326*pi,3.363648263534713*pi,1.364639511553577*pi) q[0];\nu3(3.4327497942369845*pi,1.6393454704887822*pi,0.5507698850959961*pi) q[2];\nu3(3.6394531906795757*pi,1.9545159730634678*pi,4.2656463272073255*pi) q[3];\nu3(3.594485790854996*pi,2.585254549903271*pi,1.4581664940951993*pi) q[5];\nu3(3.6570918058773842*pi,0.8637248615956792*pi,0.8674015014193099*pi) q[7];\nu3(3.5667366620963645*pi,3.0258635819088084*pi,0.9977273036226846*pi) q[8];\nu3(3.327408803596569*pi,-0.3278975683695327*pi,0.6094437245308626*pi) q[9];\nu3(3.894078303697574*pi,-0.4867536079103463*pi,1.199935132539137*pi) q[10];\nu3(3.9219421227702482*pi,-0.21648056136734883*pi,1.7122409432612395*pi) q[11];\nu3(3.3568123537508585*pi,1.3143455533627943*pi,1.1826963934672463*pi) q[12];\nu3(3.5527812040665174*pi,-0.2219808756586616*pi,0.6270785080163574*pi) q[13];\nu3(3.4872570884922394*pi,3.1959328931248*pi,1.5904578489956904*pi) q[14];\nu3(3.386947575332774*pi,1.9689652289706352*pi,2.034653964501876*pi) q[15];\nu3(3.4147273816411974*pi,3.263722804076052*pi,1.5320214461275352*pi) q[16];\nRxxyyzz(0.3131589361403594*pi,0.2787943557020225*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.40648598553464965*pi,0.1763237047002283*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.45995330502139*pi,0.40602319041465057*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.42562168680274004*pi,0.24503293537346327*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.25838384913719037*pi,0.1591614078152095*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.41136233492580965*pi,0.22540448232546517*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.4625755937240026*pi,0.3617985119537883*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.43895039735689956*pi,0.16267426144039*pi,0.0*pi) q[10],q[16];\nu3(3.5695972638521827*pi,-0.06645287573700953*pi,2.381016727011099*pi) q[0];\nu3(3.61159422475352*pi,2.0481845017186857*pi,1.3400287280762715*pi) q[1];\nu3(3.428383479630635*pi,0.4279788391678562*pi,3.4845990615655418*pi) q[2];\nu3(3.6632874626782215*pi,-0.09145509224197279*pi,0.7223531296644978*pi) q[3];\nu3(3.023480658238281*pi,3.3343479464196*pi,1.6973568884481285*pi) q[5];\nu3(3.624815882790193*pi,0.005435945955255539*pi,2.219239890083734*pi) q[6];\nu3(3.3661621770700796*pi,3.465380960420482*pi,3.9256644341456006*pi) q[7];\nu3(3.5010852759291846*pi,-0.3114814852983117*pi,1.5350754229852628*pi) q[8];\nu3(3.304800508327558*pi,1.8060284072723483*pi,4.247840489874559*pi) q[9];\nu3(3.206805377344072*pi,3.0009363692885254*pi,1.6726157730710456*pi) q[10];\nu3(3.3314795798730885*pi,2.705038636888614*pi,0.5625624767563693*pi) q[11];\nu3(3.2113208216638682*pi,-0.1999518992252805*pi,0.6764554443465141*pi) q[12];\nu3(3.112570745447295*pi,3.182167008815265*pi,3.1227855808052345*pi) q[13];\nu3(3.387402470624726*pi,-0.4928316805846813*pi,1.3399018054288545*pi) q[14];\nu3(3.6767253373665154*pi,3.081401382107023*pi,2.1006251578549713*pi) q[15];\nu3(3.33240894242491*pi,2.4546987588777327*pi,2.062912687870508*pi) q[16];\nRxxyyzz(0.4101805998296598*pi,0.15811116107939283*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4038106446826699*pi,0.29768850796280016*pi,3.958142179505641*pi) q[3],q[1];\nRxxyyzz(0.37632996573282984*pi,0.15741310678024695*pi,3.9102724286692294*pi) q[2],q[7];\nRxxyyzz(0.310065942053269*pi,0.0753609220203586*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4625960188133199*pi,0.18851302843533235*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.41033579973796025*pi,0.2848986063260456*pi,3.9121961267343597*pi) q[8],q[12];\nRxxyyzz(0.4000403004907801*pi,0.3070199483711953*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.4182389887015998*pi,0.3709946656798755*pi,3.90334302652282*pi) q[15],q[13];\nu3(3.8383084227618878*pi,2.853562649578301*pi,2.4750752917550027*pi) q[0];\nu3(3.7902405475968157*pi,2.953490852834231*pi,2.3068434426992885*pi) q[1];\nu3(3.370467413424535*pi,2.7483432719658074*pi,1.3641080407620891*pi) q[2];\nu3(3.583952573663129*pi,2.7873893340890006*pi,1.3638890687286904*pi) q[3];\nu3(3.7617828285771835*pi,0.5617425270278975*pi,1.1301339872632337*pi) q[4];\nu3(3.2003070135099954*pi,3.230190701885605*pi,2.471927664070936*pi) q[5];\nu3(3.1975860649502694*pi,-0.04222554524809463*pi,0.9502366748809279*pi) q[6];\nu3(3.117470838423844*pi,0.5431716683735819*pi,1.640195742018831*pi) q[7];\nu3(3.502089683601966*pi,2.4085408978472427*pi,1.2543271770387108*pi) q[8];\nu3(3.62676118280278*pi,-0.10350156429144913*pi,2.484191524326566*pi) q[9];\nu3(3.279527666363432*pi,3.4631296540020333*pi,1.0892854961174399*pi) q[10];\nu3(3.8531638985433676*pi,0.6612091612924367*pi,1.871676630826669*pi) q[11];\nu3(3.3396432942780585*pi,0.5609323142716569*pi,1.8097385437833526*pi) q[12];\nu3(3.5321818225144828*pi,0.3573676230696001*pi,1.7809116549702873*pi) q[13];\nu3(3.369080481083717*pi,1.7280678622276353*pi,1.5834566807621766*pi) q[14];\nu3(3.489543902715999*pi,0.9418600463223545*pi,1.3134604162113255*pi) q[15];\nRxxyyzz(0.43308781675916963*pi,0.3809751980548911*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3808024840226496*pi,0.195845648671795*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4504368911173705*pi,0.208665451305581*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.39556262399838976*pi,0.26201970241857137*pi,3.928878452000239*pi) q[16],q[5];\nRxxyyzz(0.27460076509000003*pi,0.23256352606601505*pi,0.1882993815017162*pi) q[8],q[10];\nRxxyyzz(0.43706084069580076*pi,0.16229061155760183*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.4034920340475097*pi,0.19983858909590996*pi,0.04147020017712197*pi) q[13],q[11];\nRxxyyzz(0.4411790308285398*pi,0.10891995280038458*pi,0.0*pi) q[14],q[12];\nu3(3.5546741212812756*pi,0.22839406041860633*pi,4.052128668382731*pi) q[0];\nu3(3.237857368903773*pi,2.6747662283256344*pi,1.4934266925684874*pi) q[1];\nu3(3.576332654965302*pi,2.7622210495831703*pi,1.4821997347393663*pi) q[3];\nu3(3.6158399591177086*pi,3.0885656895917224*pi,1.8785640072633443*pi) q[4];\nu3(3.6012471229922243*pi,2.923221006542838*pi,0.5380948964061063*pi) q[5];\nu3(3.5362844716894957*pi,3.3221258680284684*pi,3.288581433167092*pi) q[6];\nu3(3.616324062050111*pi,1.5758949161415052*pi,1.5096601131047684*pi) q[7];\nu3(3.653622504199061*pi,-0.35991831788325934*pi,1.8090441289743007*pi) q[8];\nu3(3.87410659242394*pi,-0.3233888498710735*pi,2.39914018601591*pi) q[9];\nu3(3.3396860578341245*pi,3.1560744739733106*pi,3.376817771679686*pi) q[10];\nu3(3.756650771606161*pi,0.3201444113451094*pi,3.6927840390826043*pi) q[11];\nu3(3.750326717869081*pi,-0.29523797657916795*pi,2.0027614359408865*pi) q[12];\nu3(3.182500955180176*pi,0.44313929044632494*pi,1.696049132358058*pi) q[13];\nu3(3.361786816980562*pi,2.2185084719085113*pi,1.3513816268583034*pi) q[14];\nu3(3.742999925239173*pi,0.1274936250679506*pi,0.8482686657744649*pi) q[15];\nu3(3.6859606415299537*pi,2.567308073086037*pi,2.0728309033434247*pi) q[16];\nRxxyyzz(0.3315553240048795*pi,0.0747210749361229*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.34963172801758*pi,0.2040079860740983*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.3882546356285901*pi,0.1350320411876709*pi,0.07567447719992867*pi) q[3],q[10];\nRxxyyzz(0.43358800680448994*pi,0.29118356077815033*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.43770353727314826*pi,0.2720851222267997*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.2048632831573498*pi,0.06982955348902653*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3212728580303794*pi,0.11652372039568526*pi,0.09617370761449084*pi) q[16],q[12];\nu3(3.5054286732577498*pi,3.1932266308405484*pi,1.4141782890084613*pi) q[0];\nu3(3.524257767850964*pi,0.5812325378114529*pi,1.6315971459229175*pi) q[2];\nu3(3.3435844050768155*pi,2.496933447932693*pi,0.6007792749788152*pi) q[3];\nu3(3.691120111215377*pi,2.951310299158237*pi,1.9873959370784968*pi) q[4];\nu3(3.529109760466461*pi,3.191092929238221*pi,1.8174241477294906*pi) q[5];\nu3(3.385828364284698*pi,0.36532909259987*pi,1.6190844541487173*pi) q[6];\nu3(3.166215079152119*pi,0.3604131474515656*pi,0.7256962960489854*pi) q[7];\nu3(3.7426462088451657*pi,2.3372288929872065*pi,2.0437325588452095*pi) q[8];\nu3(3.235911617775132*pi,-0.1375393020528176*pi,3.269220810489246*pi) q[10];\nu3(3.5803242353781966*pi,2.9882993293047373*pi,0.956521488420941*pi) q[11];\nu3(3.463928901915411*pi,0.4016094271673576*pi,4.160457720347006*pi) q[12];\nu3(3.3467645217008304*pi,1.063591522311869*pi,1.2062641899942892*pi) q[13];\nu3(3.6761447007523222*pi,0.1884990916769298*pi,0.7428667890954284*pi) q[14];\nu3(3.7472991814368672*pi,1.1103004145358688*pi,0.8635222175734328*pi) q[16];\nRxxyyzz(0.4940980161181896*pi,0.3560892963551261*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.37895215273383026*pi,0.2975093174882301*pi,0.060211351951656666*pi) q[2],q[1];\nRxxyyzz(0.32574653466621084*pi,0.20041509781159705*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.43652236875319955*pi,0.2503791280095382*pi,0.16167437897657183*pi) q[4],q[9];\nRxxyyzz(0.3505599057212204*pi,0.1901682202786752*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4506122555199107*pi,0.2925752991758648*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.45376768398990996*pi,0.2859601173646684*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.44298431872412*pi,0.2794231245442353*pi,0.04794957100799753*pi) q[15],q[11];\nu3(3.3362406566786134*pi,-0.4595639031473494*pi,1.0578109130642506*pi) q[0];\nu3(3.9280248526339867*pi,0.09570181421856905*pi,4.49810152446755*pi) q[1];\nu3(3.627810193254707*pi,0.14422698471432838*pi,1.4473665901587651*pi) q[2];\nu3(3.55645734239396*pi,-0.0069441951264429536*pi,1.5843527698150206*pi) q[3];\nu3(3.880282909058434*pi,2.926259261797304*pi,3.11950909631955*pi) q[4];\nu3(3.443757214467208*pi,-0.28973964733958096*pi,2.0008932197358265*pi) q[5];\nu3(3.879742392016674*pi,-0.1023675419709017*pi,1.1937606032881547*pi) q[6];\nu3(3.261902809305311*pi,-0.4756406467149761*pi,1.965326262577415*pi) q[7];\nu3(3.368310365602075*pi,0.15441188769390635*pi,3.644204771755264*pi) q[9];\nu3(3.451503047895919*pi,3.1415289637924646*pi,0.5119134784647241*pi) q[10];\nu3(3.898671557475917*pi,-0.3094515406409327*pi,2.996858480711831*pi) q[11];\nu3(3.6078619845354907*pi,3.0485534194373534*pi,1.0747018697422437*pi) q[12];\nu3(3.452040391166074*pi,2.92955343011743*pi,0.844743009138339*pi) q[13];\nu3(3.2216666495936845*pi,3.382072124484041*pi,2.451148138862002*pi) q[14];\nu3(3.7918457673427333*pi,3.0459258509235467*pi,1.5706349690733545*pi) q[15];\nu3(3.742991944408133*pi,3.0664833129488667*pi,1.2745317448777507*pi) q[16];\nRxxyyzz(0.4109270902631095*pi,0.29054594376836657*pi,3.8090181815175495*pi) q[0],q[8];\nRxxyyzz(0.41281162516192*pi,0.13386350384952211*pi,0.09126523713617868*pi) q[4],q[2];\nRxxyyzz(0.4382911647659502*pi,0.3798161783921029*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.36425411066033175*pi,0.1823782230444222*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.3482739465764598*pi,0.2618769772176952*pi,0.1924409495295163*pi) q[6],q[7];\nRxxyyzz(0.33989577016131045*pi,0.12793739364046974*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.46803078987758073*pi,0.17653666394862721*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.36784523063541963*pi,0.21002690369921614*pi,3.89031463651742*pi) q[13],q[14];\nu3(3.5024438903864312*pi,1.7988195644210112*pi,2.3529078822802143*pi) q[0];\nu3(3.863258745573116*pi,2.2080908728459283*pi,0.7534086336179185*pi) q[2];\nu3(3.5135121543557797*pi,2.9509534547607177*pi,3.34814573563232*pi) q[3];\nu3(3.7054521693870455*pi,0.3485441788144701*pi,4.264455043118489*pi) q[4];\nu3(3.4381092737611088*pi,0.07318998209575911*pi,2.2652167052627727*pi) q[5];\nu3(3.8458059351806004*pi,3.1834384056948286*pi,1.4185509861606347*pi) q[6];\nu3(3.887613412483407*pi,-0.14811690506835773*pi,0.9289530874535725*pi) q[7];\nu3(3.4392157929945975*pi,-0.08304669849641932*pi,1.7196618550165592*pi) q[8];\nu3(3.44712827285694*pi,0.9016009329562289*pi,4.2877935910067055*pi) q[9];\nu3(3.2822326605706356*pi,0.017921752935998847*pi,4.333038237755773*pi) q[10];\nu3(3.2708062705175007*pi,3.491542333139345*pi,3.750220828081903*pi) q[11];\nu3(3.3768047887456536*pi,0.09834207472342804*pi,1.9051391903558508*pi) q[12];\nu3(3.805935565579216*pi,0.11802911736695942*pi,2.268340146275161*pi) q[13];\nu3(3.483438970912786*pi,3.239963965237817*pi,1.2818741105094098*pi) q[14];\nu3(3.5660566387932646*pi,3.3767590107017957*pi,0.8967027784455506*pi) q[15];\nu3(3.7888188053136145*pi,2.8295528499314417*pi,0.7919043540752115*pi) q[16];\nRxxyyzz(0.3114809956924995*pi,0.2128027377608377*pi,3.8998292742487894*pi) q[0],q[12];\nRxxyyzz(0.37090791613659035*pi,0.05807771090606928*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.42040515045118*pi,0.263628286949106*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.45713279220374997*pi,0.3261103270620342*pi,0.21177263630738039*pi) q[11],q[3];\nRxxyyzz(0.4447463979988098*pi,0.2288646758030507*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.40706893018222*pi,0.27395274260534486*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3577451633584796*pi,0.2994502405315773*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.42552008195375995*pi,0.24634019018618672*pi,3.95930653049286*pi) q[15],q[10];\nu3(3.268450509867061*pi,3.3666995786489546*pi,0.5336055208600835*pi) q[0];\nu3(3.7893105123507804*pi,-0.18433379445179*pi,0.5049796690224388*pi) q[1];\nu3(3.3745217284849462*pi,3.393597634529171*pi,1.9833474249072274*pi) q[2];\nu3(3.1714281597420833*pi,3.250811533014799*pi,0.9492228321925744*pi) q[3];\nu3(3.563654045491744*pi,2.298383032903769*pi,0.9712833203568947*pi) q[4];\nu3(3.7514721509571713*pi,-0.17422952363796562*pi,4.311849990333771*pi) q[5];\nu3(3.4166460529708025*pi,1.275744238618296*pi,1.5260632118186968*pi) q[6];\nu3(3.659952273969351*pi,-0.40666830263802317*pi,0.9287924370982241*pi) q[7];\nu3(3.2045710848197966*pi,-0.37425377210211214*pi,0.8137116466721077*pi) q[8];\nu3(3.3325867244150214*pi,0.1675484673936274*pi,0.5167953461126851*pi) q[9];\nu3(3.704725110033274*pi,0.350318746775077*pi,1.718729506146498*pi) q[10];\nu3(3.3338697853187043*pi,-0.4342329413919048*pi,4.2463375287573015*pi) q[11];\nu3(3.3674171377246997*pi,-0.30205961209885024*pi,0.513639867791873*pi) q[12];\nu3(3.3259171769490354*pi,-0.20838293741670677*pi,2.3050515992839475*pi) q[13];\nu3(3.332609251408765*pi,3.4238444473034284*pi,3.60227070236405*pi) q[14];\nu3(3.517135992128746*pi,3.2686044362821782*pi,1.2033856762391901*pi) q[15];\nRxxyyzz(0.4109640793235093*pi,0.2960347660687195*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.43429122776120976*pi,0.32435055811959224*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4221864620455902*pi,0.1948134639270922*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.37730843848497975*pi,0.21200103223967304*pi,3.9598452721566098*pi) q[6],q[3];\nRxxyyzz(0.4253406127552295*pi,0.36156964178756157*pi,0.14993251845506084*pi) q[11],q[4];\nRxxyyzz(0.4331953371622872*pi,0.22846561390770648*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.3854554032089799*pi,0.23973938890388738*pi,0.1738717867866918*pi) q[12],q[10];\nRxxyyzz(0.3852444997064003*pi,0.17558678078931877*pi,0.0*pi) q[16],q[14];\nu3(3.6731978519596264*pi,3.492482477828746*pi,0.5423438055013268*pi) q[0];\nu3(3.2350675440218595*pi,0.19373169845113836*pi,0.9958584196690927*pi) q[1];\nu3(3.737379873060517*pi,3.3251287346358183*pi,2.4326807961536483*pi) q[2];\nu3(3.706224271198599*pi,2.8400230269137787*pi,1.98685412912271*pi) q[3];\nu3(3.5684041367764707*pi,0.5160435519465683*pi,0.6014487643354647*pi) q[4];\nu3(3.352031658787099*pi,3.0103041242616673*pi,0.528488393968194*pi) q[5];\nu3(3.1041987416485903*pi,1.30731382983401*pi,2.3526163288512727*pi) q[6];\nu3(3.3497257758181007*pi,3.2989423102036515*pi,1.2548302554473776*pi) q[8];\nu3(3.2780585359786962*pi,2.9567156296784134*pi,2.3380859039274413*pi) q[9];\nu3(3.260361038492162*pi,2.998726808598087*pi,1.1997551311585637*pi) q[10];\nu3(3.5233300351543013*pi,-0.1928014029588847*pi,1.6177865010486374*pi) q[11];\nu3(3.637635947802798*pi,3.0814549995665486*pi,4.041020429703156*pi) q[12];\nu3(3.6366445289558254*pi,3.0623319829469353*pi,1.2096418532094244*pi) q[13];\nu3(3.203755026652891*pi,3.139625540129442*pi,0.5327082137869612*pi) q[14];\nu3(3.8472947070429626*pi,3.1046602690619496*pi,1.7800757469409954*pi) q[15];\nu3(3.5639579284866594*pi,0.6502269583156788*pi,1.6128150251160553*pi) q[16];\nmeasure q[11] -> c[3];\nmeasure q[3] -> c[8];\nmeasure q[4] -> c[11];\nRxxyyzz(0.38848301072194014*pi,0.2610875759497895*pi,0.050164711478173835*pi) q[0],q[9];\nRxxyyzz(0.42229563663593006*pi,0.14716991471250296*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4788725215868297*pi,0.1374829036563865*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3824673513718002*pi,0.1724160917934061*pi,0.13984247888294973*pi) q[8],q[5];\nRxxyyzz(0.3016691372236595*pi,0.21741487250768832*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.45258872563912*pi,0.28972974939872653*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.40666707554278947*pi,0.1928788284173759*pi,0.0*pi) q[16],q[15];\nu3(3.652154713832387*pi,2.1861794210152605*pi,4.365383991189248*pi) q[0];\nu3(3.339458896214919*pi,0.39042611073104205*pi,1.9850800017284125*pi) q[1];\nu3(3.089149902590154*pi,1.2773541166515558*pi,1.3278391033133325*pi) q[2];\nu3(3.4198056642578845*pi,-0.02730078296511007*pi,1.9614845283895368*pi) q[5];\nu3(0.8008319587748755*pi,0.013387929599923076*pi,2.0336366800453067*pi) q[6];\nu3(3.505493407488184*pi,-0.10140863236849951*pi,2.211796928988175*pi) q[7];\nu3(3.627403471802909*pi,-0.2949680890625279*pi,4.017856773467244*pi) q[8];\nu3(3.8222160576560453*pi,0.19037898854473667*pi,3.1051371273123367*pi) q[9];\nu3(3.8158563114519315*pi,0.40230415890940674*pi,1.092602456260837*pi) q[10];\nu3(3.665607649032174*pi,-0.1777964579263403*pi,0.5196527431326214*pi) q[12];\nu3(3.4000463057307804*pi,1.7692142207377572*pi,1.8444527091236218*pi) q[13];\nu3(1.4870558220065937*pi,0.09704187130025532*pi,0.8007159326757192*pi) q[14];\nu3(3.522437207347232*pi,0.8752187250375141*pi,1.4624332746585171*pi) q[15];\nu3(3.2465672338767377*pi,0.39908577348152674*pi,1.1628871176344862*pi) q[16];\nmeasure q[13] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[2] -> c[4];\nmeasure q[16] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[12] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[8] -> c[12];\nmeasure q[5] -> c[13];\nmeasure q[15] -> c[14];\nmeasure q[10] -> c[15];\nmeasure q[9] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.1338118574719767*pi,2.1072349208974286*pi,4.2319900340776595*pi) q[0];\nu3(3.591863669810656*pi,-0.4441550780439101*pi,2.418762297731692*pi) q[1];\nu3(3.4068841194579136*pi,0.49227509821756543*pi,0.5954033518707926*pi) q[2];\nu3(3.3659107291060364*pi,2.488517789016952*pi,3.48206911681175*pi) q[3];\nu3(3.6622293608825376*pi,0.08140702576489633*pi,4.186301581323553*pi) q[4];\nu3(3.709103401922323*pi,2.6522615235296843*pi,1.5690137370167214*pi) q[5];\nu3(3.6075435991598734*pi,3.3880374950522*pi,1.1770020121850133*pi) q[6];\nu3(3.5693355462070926*pi,-0.42933087763409755*pi,0.7180715853042682*pi) q[7];\nu3(3.641519540081496*pi,-0.08675218623801911*pi,3.003316816488821*pi) q[8];\nu3(3.4824268476428992*pi,2.921234811501141*pi,1.5168407262028403*pi) q[9];\nu3(3.7208259332507025*pi,2.234457158725431*pi,4.2122497857671926*pi) q[10];\nu3(3.4081837048073664*pi,0.007228760258411682*pi,0.8120110987232543*pi) q[11];\nu3(3.380991668409953*pi,2.433460954642478*pi,1.9724065101548411*pi) q[12];\nu3(3.5733799355210087*pi,-0.1419785220899702*pi,0.864735809773931*pi) q[13];\nu3(3.5658691237090947*pi,-0.43262517437658954*pi,2.2726040713419557*pi) q[14];\nu3(3.558712236968024*pi,0.6765255257033285*pi,1.8670537634488937*pi) q[15];\nu3(3.460822578625525*pi,3.1133406135044703*pi,3.689168660683591*pi) q[16];\nRxxyyzz(0.43605609332246936*pi,0.20404215007563137*pi,0.05754660153689034*pi) q[0],q[4];\nRxxyyzz(0.35934047066721975*pi,0.22104175757704625*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3878093613524394*pi,0.3623566869465049*pi,3.9152902302319*pi) q[2],q[3];\nRxxyyzz(0.4592252182629488*pi,0.4012833077943532*pi,3.8412365168320304*pi) q[5],q[7];\nRxxyyzz(0.40575184473355064*pi,0.31294627595672175*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4327150319695398*pi,0.18737400997874282*pi,0.1039583634775134*pi) q[10],q[16];\nRxxyyzz(0.3697169634109299*pi,0.3039638707836671*pi,0.15981089780453417*pi) q[12],q[14];\nRxxyyzz(0.4890933642723302*pi,0.18317767704140897*pi,0.0*pi) q[13],q[15];\nu3(3.2958918330109177*pi,1.022586714406076*pi,0.6280160953949507*pi) q[0];\nu3(3.6382054297160034*pi,3.188051632669084*pi,3.9539081734525667*pi) q[1];\nu3(3.451789815426095*pi,3.360081029865456*pi,0.7130351274366253*pi) q[2];\nu3(3.5455918524385823*pi,1.0659730232331068*pi,1.1438815142019738*pi) q[3];\nu3(3.1904112308473453*pi,0.7077061042865322*pi,3.948996567168008*pi) q[4];\nu3(3.1463959371167203*pi,0.0399972258292457*pi,0.5424051849222957*pi) q[5];\nu3(3.0912987331659245*pi,2.9848173232858155*pi,0.8519457350798958*pi) q[6];\nu3(3.351377563269913*pi,-0.13571872482039982*pi,0.8152746773907783*pi) q[7];\nu3(3.444188476604917*pi,0.7833037357779016*pi,1.819945817935653*pi) q[8];\nu3(3.4372462694243837*pi,0.227425768228814*pi,1.8107376015200072*pi) q[9];\nu3(3.650048085386275*pi,3.3815087535844612*pi,4.255834795800387*pi) q[10];\nu3(3.8730647632945825*pi,2.3809280353712703*pi,4.1157802010911375*pi) q[12];\nu3(3.648994884804266*pi,2.998656742503816*pi,1.7950923681436515*pi) q[13];\nu3(3.357105749243555*pi,0.3124507913200242*pi,3.968605893143141*pi) q[14];\nu3(3.5419873721866026*pi,3.1351043177088282*pi,1.6475772111929188*pi) q[15];\nu3(3.7511606258872554*pi,-0.27720521139334253*pi,2.758935968969519*pi) q[16];\nRxxyyzz(0.4070175846377896*pi,0.12805294630553024*pi,3.9027406242790104*pi) q[0],q[6];\nRxxyyzz(0.4581731847527899*pi,0.23471251211306798*pi,3.9234772945836895*pi) q[1],q[5];\nRxxyyzz(0.44937986718798983*pi,0.34564361887350387*pi,3.9597567581501694*pi) q[2],q[7];\nRxxyyzz(0.46451558064213094*pi,0.1980742193532904*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.41457811073274*pi,0.20286982208950433*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4887670991394898*pi,0.23420373411226825*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.3923853530761097*pi,0.30231165778713315*pi,0.11295235435473003*pi) q[10],q[12];\nRxxyyzz(0.33895144513715025*pi,0.18851061639209687*pi,0.0*pi) q[11],q[15];\nu3(3.605851502941266*pi,-0.3938187499035354*pi,1.2890426465811538*pi) q[0];\nu3(3.24060886365569*pi,0.8122145411962811*pi,0.758169014915449*pi) q[1];\nu3(3.5684081560892986*pi,2.887703488047917*pi,1.8595550566342496*pi) q[2];\nu3(3.9800345057778985*pi,3.43879448057134*pi,1.0412011931469294*pi) q[3];\nu3(3.5494139415773027*pi,0.040751311474337415*pi,2.133666135163271*pi) q[4];\nu3(3.5007229843919108*pi,-0.3655114592641916*pi,0.9662225504419699*pi) q[5];\nu3(3.2913848924768*pi,3.279305603663787*pi,2.002892561895334*pi) q[6];\nu3(3.3833420007522856*pi,3.342602467409489*pi,1.721956748280034*pi) q[7];\nu3(3.7456621960438787*pi,2.847862451864761*pi,0.714895950243176*pi) q[8];\nu3(3.3311820897114006*pi,-0.44938424915316677*pi,0.9826462838670035*pi) q[9];\nu3(3.3165346187143814*pi,1.4904264833215188*pi,3.851291131349697*pi) q[10];\nu3(3.723189032351575*pi,0.3537651095779375*pi,0.9220917736242908*pi) q[11];\nu3(3.640723993185111*pi,-0.2020253208436451*pi,2.8458218899408583*pi) q[12];\nu3(3.6600436053259573*pi,3.288370084853673*pi,0.7528749370318537*pi) q[14];\nu3(3.8131846387279373*pi,0.14435105748807242*pi,2.1445352531169846*pi) q[15];\nu3(3.262908943181814*pi,-0.46311361411365654*pi,0.7129269198150252*pi) q[16];\nRxxyyzz(0.31776527013987993*pi,0.195226497934319*pi,3.9579399348181*pi) q[0],q[13];\nRxxyyzz(0.43721165232412107*pi,0.23932398747735706*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4519746782459404*pi,0.22806108607328712*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4397475580753992*pi,0.30935057647839614*pi,0.044668036318479036*pi) q[3],q[14];\nRxxyyzz(0.37971250762875197*pi,0.2515789079793189*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.3579996380124696*pi,0.1512890784415134*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4792888499004002*pi,0.06969658552736302*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3448907241248602*pi,0.1388839174465516*pi,0.0*pi) q[9],q[11];\nu3(3.3754161061543284*pi,3.434013175350607*pi,3.968644925071979*pi) q[0];\nu3(3.2299540373737887*pi,3.0495431205087584*pi,4.194475326108395*pi) q[1];\nu3(3.4544982697532634*pi,3.067930662912441*pi,0.8942469286605212*pi) q[2];\nu3(3.3513441002423088*pi,0.24723827898411965*pi,4.251641305656005*pi) q[3];\nu3(3.2854837903403613*pi,3.131797197431259*pi,1.779807079122265*pi) q[4];\nu3(3.4045670027067656*pi,-0.016081022250069243*pi,0.7480494005133997*pi) q[5];\nu3(3.267341379435555*pi,0.4558930461351782*pi,0.7823689356019652*pi) q[6];\nu3(3.2053162183480257*pi,0.6600847848498592*pi,1.6731519612511625*pi) q[7];\nu3(3.6687028485515203*pi,1.2959340777502564*pi,1.6483865212481867*pi) q[8];\nu3(3.3258215738677945*pi,2.0311081714831842*pi,2.0870498327624976*pi) q[9];\nu3(3.449883641081285*pi,2.656012589185239*pi,0.8211702229954281*pi) q[11];\nu3(3.1849609218117165*pi,3.2705687633441114*pi,0.5434945381201917*pi) q[12];\nu3(3.349534500160214*pi,2.1723280700640575*pi,1.456821642785311*pi) q[13];\nu3(3.2205426104915986*pi,2.4697117862488813*pi,0.8291000009979467*pi) q[14];\nu3(3.2639593522282118*pi,3.1435454718764926*pi,0.9766890173209237*pi) q[15];\nu3(3.275252153477628*pi,0.3916875238287634*pi,4.453548908400512*pi) q[16];\nRxxyyzz(0.4270703121123399*pi,0.308199428843352*pi,3.8570370373732796*pi) q[0],q[5];\nRxxyyzz(0.4429251317064695*pi,0.32967997911967273*pi,3.7435630365710506*pi) q[7],q[1];\nRxxyyzz(0.4425591418695304*pi,0.13729686724782209*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4160152665161464*pi,0.16780955834586742*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3968115223954999*pi,0.2538652151605847*pi,0.10314963929347346*pi) q[8],q[4];\nRxxyyzz(0.30317522389273993*pi,0.2114102186110829*pi,0.17715479919698218*pi) q[11],q[10];\nRxxyyzz(0.3972840711571899*pi,0.24318782269422834*pi,0.0*pi) q[15],q[12];\nRxxyyzz(0.3838049092288697*pi,0.35402616449465796*pi,0.16625567287622936*pi) q[16],q[14];\nu3(3.523778881206624*pi,3.249634453679558*pi,0.6559692209009182*pi) q[0];\nu3(3.103789977188475*pi,2.2616366031570507*pi,0.804045320533129*pi) q[1];\nu3(3.5405714251047673*pi,2.8209724773384766*pi,0.7015361709091126*pi) q[2];\nu3(3.248372268330754*pi,2.3984831649767893*pi,1.457660113288649*pi) q[3];\nu3(3.778634493324952*pi,3.098443398655249*pi,1.2460277580281938*pi) q[4];\nu3(3.482114616153769*pi,0.7892150849995101*pi,2.346939274995286*pi) q[5];\nu3(3.7741950383943927*pi,3.076863959704861*pi,1.2006734763300249*pi) q[6];\nu3(3.2699878058984226*pi,2.609480473476374*pi,2.212562249418032*pi) q[7];\nu3(3.059845859895842*pi,-0.25044714633337295*pi,1.4970206510904323*pi) q[8];\nu3(3.6445631724356127*pi,0.681598545400258*pi,1.1005933167691793*pi) q[9];\nu3(3.369302224683971*pi,3.1410791366045245*pi,3.925730744844703*pi) q[10];\nu3(3.663426572554725*pi,1.1894520797394563*pi,1.1742544516325948*pi) q[11];\nu3(3.4730681540902313*pi,-0.24175572732274625*pi,2.28236581625955*pi) q[12];\nu3(3.2229143440843284*pi,3.2348961845953434*pi,4.149311951764171*pi) q[14];\nu3(3.4270967671202825*pi,-0.2663962060491236*pi,1.073823703950793*pi) q[15];\nu3(3.6506015251992414*pi,0.506067411924567*pi,1.0645940943161134*pi) q[16];\nRxxyyzz(0.45421752737756943*pi,0.19855709000425803*pi,3.8257461046478505*pi) q[0],q[6];\nRxxyyzz(0.330330597995271*pi,0.2986180324128196*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.3250942980923003*pi,0.29034955565705645*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.44409209933865*pi,0.23064178797340376*pi,0.1107930785964465*pi) q[3],q[4];\nRxxyyzz(0.45589606578732855*pi,0.36707523552202614*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4591979351188701*pi,0.35005958200814924*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.41152817265301916*pi,0.19677873249649627*pi,3.8747370204973794*pi) q[16],q[9];\nRxxyyzz(0.43683496207414985*pi,0.18869697749840253*pi,0.0*pi) q[12],q[14];\nu3(3.414726195861041*pi,-0.41023817672808904*pi,2.393702954176777*pi) q[0];\nu3(3.4271174668131494*pi,2.520020800596323*pi,0.6801473692169765*pi) q[1];\nu3(3.4746924032033903*pi,0.7940731539903236*pi,4.1874337419987*pi) q[2];\nu3(3.0261238098380154*pi,3.2819698194408233*pi,1.4219232680094946*pi) q[3];\nu3(3.705244063440194*pi,2.741409680618703*pi,4.163687815461942*pi) q[4];\nu3(3.2632171460081687*pi,0.210761605702539*pi,0.7973481744387905*pi) q[5];\nu3(3.5989079504018147*pi,0.7775946553256405*pi,2.28716430012362*pi) q[6];\nu3(3.584617113519503*pi,-0.33017940124075285*pi,1.4589566911782326*pi) q[7];\nu3(3.6881495965628073*pi,3.3094143449013953*pi,0.9382961311266964*pi) q[9];\nu3(3.1564750273256506*pi,2.0391019475869965*pi,0.5552894096480498*pi) q[10];\nu3(3.725042169607677*pi,2.0195454485033286*pi,3.0620651695122056*pi) q[11];\nu3(3.4099213153541603*pi,-0.3677042036141045*pi,2.2032345042291066*pi) q[12];\nu3(3.817378538285017*pi,0.45140328255299256*pi,1.4220890087457314*pi) q[13];\nu3(3.850944783111447*pi,0.25419530071892904*pi,1.9819681601497052*pi) q[14];\nu3(3.9141021054027787*pi,-0.11827228461701528*pi,2.4641676525707177*pi) q[15];\nu3(3.5345514823962487*pi,2.8927462598664624*pi,1.2758179009787556*pi) q[16];\nRxxyyzz(0.33717300495967006*pi,0.19058259565061597*pi,3.944842614399111*pi) q[0],q[12];\nRxxyyzz(0.38260394991637015*pi,0.28454668835395225*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.40201043533047987*pi,0.18311697349841533*pi,3.853777556625511*pi) q[16],q[4];\nRxxyyzz(0.3293840614721857*pi,0.19612454853613825*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3023943608824896*pi,0.1088937997947742*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3089361431562474*pi,0.053539368671386645*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4422184542180995*pi,0.19716660115621337*pi,0.08739031635221074*pi) q[9],q[14];\nRxxyyzz(0.42053225010783013*pi,0.2819829967777805*pi,0.0*pi) q[13],q[15];\nu3(3.4464747754313367*pi,3.0381743466679247*pi,1.3808131333460198*pi) q[0];\nu3(3.7569403423780847*pi,0.8310391612775319*pi,1.4136528908165586*pi) q[1];\nu3(3.3469064181533863*pi,2.078799398247876*pi,2.043479748478699*pi) q[3];\nu3(3.775554815067856*pi,0.331421894026807*pi,1.3437435772953656*pi) q[4];\nu3(3.647575263281112*pi,1.9224602777848716*pi,3.8972515258095046*pi) q[5];\nu3(3.603494028776487*pi,2.202763874647287*pi,2.2246392817720313*pi) q[6];\nu3(3.632001879895888*pi,3.4627389266166917*pi,3.5692831794009603*pi) q[7];\nu3(3.469061946108274*pi,-0.22011856527507168*pi,1.7136625862369135*pi) q[8];\nu3(3.61596035750542*pi,0.23086036184804126*pi,3.903642231664325*pi) q[9];\nu3(3.313772125385209*pi,0.36294275036806734*pi,0.6235804813037569*pi) q[10];\nu3(3.6974619952316097*pi,3.3306557225022817*pi,3.681340137843457*pi) q[11];\nu3(3.5929363299791666*pi,1.119301143392875*pi,1.6652071878160506*pi) q[12];\nu3(3.149314112131295*pi,3.137163214913241*pi,1.3910625526602207*pi) q[13];\nu3(3.3370590980051094*pi,3.2501487779248004*pi,2.184900433832725*pi) q[14];\nu3(3.8372007209528776*pi,-0.006699569164866692*pi,1.4744464761934866*pi) q[15];\nu3(3.1723451293822915*pi,0.5103762499538702*pi,1.746171620593618*pi) q[16];\nRxxyyzz(0.43365133268279*pi,0.37282532249991185*pi,0.2924222269065406*pi) q[0],q[2];\nRxxyyzz(0.38672716711737015*pi,0.2960526626937005*pi,3.8049391981357896*pi) q[6],q[1];\nRxxyyzz(0.46245529824738973*pi,0.3379623801356948*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.43093877044900974*pi,0.35107825866024145*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.3241820357716994*pi,0.30317149992936177*pi,0.14289424040490406*pi) q[13],q[5];\nRxxyyzz(0.44403455152121984*pi,0.3885706278994471*pi,3.787505896713009*pi) q[8],q[7];\nRxxyyzz(0.3124398176008233*pi,0.21925731246968283*pi,0.0*pi) q[16],q[10];\nRxxyyzz(0.38752944337867945*pi,0.26763369470622195*pi,0.25761871039558654*pi) q[15],q[14];\nu3(3.7005932846483574*pi,1.9781985012264642*pi,4.3244995695710475*pi) q[0];\nu3(3.616264767878726*pi,-0.41266648374030046*pi,1.6899753657518801*pi) q[1];\nu3(3.2166599788406467*pi,3.4258266659128975*pi,1.7347381236015758*pi) q[2];\nu3(3.845394048065613*pi,3.3012671272147376*pi,2.3500199807696998*pi) q[3];\nu3(3.325262357195133*pi,3.335115990700757*pi,0.9918380871346439*pi) q[4];\nu3(3.1411217862409178*pi,0.21793074758039865*pi,3.268662873726327*pi) q[5];\nu3(3.1517875765725454*pi,3.365588634952905*pi,1.6618619707983922*pi) q[6];\nu3(3.387444552855042*pi,-0.18752316131610203*pi,0.7729967956661575*pi) q[7];\nu3(3.6552500280504097*pi,2.90573429138606*pi,0.8692489782042214*pi) q[8];\nu3(3.536249463231863*pi,2.644561330009012*pi,1.6880346413641814*pi) q[9];\nu3(3.532186320063356*pi,2.404981622798294*pi,0.9275421506721677*pi) q[10];\nu3(3.681701718441488*pi,0.8698890943698525*pi,2.0072667450086428*pi) q[12];\nu3(3.7067804953384504*pi,-0.3014792644440476*pi,3.2115038589918026*pi) q[13];\nu3(3.603166140496169*pi,0.6579207887356047*pi,0.9516810680120915*pi) q[14];\nu3(3.497249734971475*pi,2.7736820702060605*pi,4.467032539815637*pi) q[15];\nu3(3.4277644675142724*pi,0.6324841348962715*pi,0.9484598224245578*pi) q[16];\nRxxyyzz(0.4369126629916673*pi,0.2578456101648232*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4107919947706804*pi,0.20004373703011905*pi,0.1678422706341497*pi) q[3],q[1];\nRxxyyzz(0.3497346461065493*pi,0.24809026576905646*pi,0.10967572752352606*pi) q[5],q[4];\nRxxyyzz(0.3614099668467099*pi,0.18096678516405043*pi,0.10138828835091374*pi) q[6],q[9];\nRxxyyzz(0.4365885983759842*pi,0.22210450706894336*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4205971957433725*pi,0.09111711135426781*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.32999452089825*pi,0.16164628922571378*pi,0.07027558202891404*pi) q[13],q[15];\nu3(3.4337559823435235*pi,0.8495016103656912*pi,1.0088977424117*pi) q[0];\nu3(3.1382836364435076*pi,2.6588858384186*pi,3.3932517126850303*pi) q[1];\nu3(3.4674492827932637*pi,2.572684932129968*pi,3.7530748961394367*pi) q[3];\nu3(3.6207679870094553*pi,2.4633054981219167*pi,4.1399073965755075*pi) q[4];\nu3(3.615455969050256*pi,3.2769242172165427*pi,2.440664681592221*pi) q[5];\nu3(3.5963123585328836*pi,-0.2037280904611828*pi,3.887048550554449*pi) q[6];\nu3(3.779460405364685*pi,2.6872092105528385*pi,1.2043817347330217*pi) q[7];\nu3(3.42054089204377*pi,1.7587265121654094*pi,1.418334611722511*pi) q[8];\nu3(3.4120108578567394*pi,-0.1596864288577603*pi,0.6266710453184733*pi) q[9];\nu3(3.2493602883497434*pi,3.2436145110823276*pi,3.7566905152862926*pi) q[11];\nu3(3.1627178390703055*pi,-0.03345202720391954*pi,4.324140618943288*pi) q[12];\nu3(3.4553463751265543*pi,3.2592108819674435*pi,2.4372390821192096*pi) q[13];\nu3(3.3790523251576325*pi,-0.31820630492829016*pi,1.748160180858191*pi) q[14];\nu3(3.0770444971206574*pi,0.28247582837585294*pi,1.3063351926586724*pi) q[15];\nRxxyyzz(0.4369838774904202*pi,0.3162197242136193*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.43778758107641996*pi,0.276361933366007*pi,3.872281231615851*pi) q[12],q[1];\nRxxyyzz(0.43533094424451013*pi,0.28169529818153544*pi,0.1632946250853409*pi) q[2],q[4];\nRxxyyzz(0.27747009906771325*pi,0.20139064197175927*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.46508445294773004*pi,0.3864431686313692*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.31904218027757947*pi,0.1999271520507524*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.43986487908078953*pi,0.3397706904149314*pi,3.857482632296931*pi) q[10],q[13];\nu3(3.4999515602882507*pi,0.24620887662624513*pi,1.238432326632134*pi) q[0];\nu3(3.0210057062269637*pi,1.728891335777074*pi,0.6599027044187928*pi) q[1];\nu3(3.692903344380552*pi,3.2720795120174007*pi,0.6251716213322848*pi) q[2];\nu3(3.448993749822166*pi,0.696273749862351*pi,4.478849699210908*pi) q[4];\nu3(3.184276896782959*pi,0.8935014837494841*pi,1.1257668769358724*pi) q[5];\nu3(3.7300732319054997*pi,-0.39513129016172804*pi,4.200368174610453*pi) q[6];\nu3(3.405298082170833*pi,3.0419718477737785*pi,0.7046813272433434*pi) q[8];\nu3(3.274018276032766*pi,0.16830081566924693*pi,1.6724741192451402*pi) q[9];\nu3(3.3601117743713775*pi,3.148696341252556*pi,0.6458460956699854*pi) q[10];\nu3(3.525686242599898*pi,2.2526692710967726*pi,1.7131136272778895*pi) q[11];\nu3(3.474763765740205*pi,3.160243217714374*pi,0.8065433812054437*pi) q[12];\nu3(3.3520496409023317*pi,-0.101106580450809*pi,0.6198946499623288*pi) q[13];\nu3(3.4006421361982873*pi,3.4849371158454248*pi,2.45202429001772*pi) q[15];\nu3(3.8758837309993064*pi,0.310234974564092*pi,4.415317647078178*pi) q[16];\nRxxyyzz(0.3784939805686698*pi,0.21042575627125792*pi,3.92131960695414*pi) q[16],q[0];\nRxxyyzz(0.3407284269157391*pi,0.20660152760590667*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3284455991877202*pi,0.1920842838219463*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.3497322823758399*pi,0.2717343533472665*pi,3.9125105178792605*pi) q[3],q[4];\nRxxyyzz(0.4388840355886795*pi,0.3255590953933112*pi,0.04766065525072519*pi) q[5],q[8];\nRxxyyzz(0.4140204507531202*pi,0.19960843308135698*pi,3.8864318260024397*pi) q[11],q[9];\nRxxyyzz(0.45220474031832897*pi,0.2320400772889979*pi,3.911331252469731*pi) q[10],q[15];\nRxxyyzz(0.39509932838794093*pi,0.31420842602526755*pi,0.0*pi) q[13],q[12];\nu3(3.707200479459675*pi,0.05541442347262904*pi,1.8746331642932423*pi) q[0];\nu3(3.549455718757609*pi,3.230203601649282*pi,1.1609218779878976*pi) q[1];\nu3(3.4629129519664814*pi,0.528054733210086*pi,0.7788423074361412*pi) q[2];\nu3(3.4461420401396996*pi,3.096051888071082*pi,0.5822337312838242*pi) q[3];\nu3(3.255218712732071*pi,0.009598324367660949*pi,0.9294041367171464*pi) q[4];\nu3(3.5739688446236824*pi,-0.1981223810596029*pi,1.13407509566858*pi) q[5];\nu3(3.093906646126221*pi,-0.36567086008122657*pi,4.101411398009995*pi) q[6];\nu3(3.387656981778602*pi,3.4158805461532253*pi,3.5368671269028655*pi) q[8];\nu3(3.8037368339721915*pi,2.3223641556872563*pi,2.031867299497393*pi) q[9];\nu3(3.511120921667908*pi,2.9842495724779847*pi,1.425555507923001*pi) q[10];\nu3(3.5651508480567107*pi,0.24718092441973616*pi,2.122000251786277*pi) q[11];\nu3(3.1449524310781807*pi,2.9457232476723245*pi,0.9383237462241394*pi) q[12];\nu3(3.948493138147326*pi,3.121110476802178*pi,4.370393415714047*pi) q[13];\nu3(3.6634200449537833*pi,0.31429583161491836*pi,1.9184411123347895*pi) q[14];\nu3(3.129667949169192*pi,3.326790762230231*pi,2.190593034804958*pi) q[15];\nu3(3.1436991419114664*pi,0.4819739512480177*pi,0.5130117763691504*pi) q[16];\nRxxyyzz(0.45377066822436074*pi,0.23538416803612094*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.43030662103574946*pi,0.2709454977647062*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.34641850031067006*pi,0.209324772292923*pi,0.11170130831666025*pi) q[3],q[7];\nRxxyyzz(0.3876126991202198*pi,0.19283597696622912*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.40540106969928935*pi,0.26085886491482446*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.39353351451417995*pi,0.30231547856326135*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.43681978344423145*pi,0.2524942789526812*pi,0.0*pi) q[16],q[13];\nRxxyyzz(0.42289363986617023*pi,0.1746229264564959*pi,0.0*pi) q[15],q[14];\nu3(3.7567174912371444*pi,1.873694778150122*pi,1.2337913963594644*pi) q[0];\nu3(3.550978048918995*pi,3.1407656934747497*pi,4.104529978925956*pi) q[2];\nu3(3.421199064406938*pi,1.469277302808769*pi,1.019391024970314*pi) q[3];\nu3(3.3922561511668956*pi,0.2935293218583672*pi,1.296799101524964*pi) q[4];\nu3(3.331899866584476*pi,-0.28528163659356504*pi,0.5527166123293923*pi) q[5];\nu3(3.6945339226997684*pi,2.2842850367827032*pi,1.6707891934523813*pi) q[6];\nu3(3.5268546597166344*pi,0.5686135488193091*pi,2.3985714230560538*pi) q[7];\nu3(3.784755574249983*pi,0.09541980556358365*pi,0.5491183032893332*pi) q[8];\nu3(3.697217844709716*pi,0.04059570363637821*pi,1.659253979864822*pi) q[9];\nu3(3.353692173116736*pi,2.9909585022981093*pi,4.49438868170882*pi) q[10];\nu3(3.3496050724564093*pi,2.438931914674037*pi,1.118419050832673*pi) q[11];\nu3(3.8009394316185996*pi,3.139881143224876*pi,0.6146254453459861*pi) q[12];\nu3(3.495680198170588*pi,0.33525559681241046*pi,1.4372873253020466*pi) q[13];\nu3(3.1459915099976645*pi,0.43594114264957273*pi,1.3698459340542295*pi) q[14];\nu3(3.3979311454100882*pi,-0.40389752838305004*pi,1.2510661949798294*pi) q[15];\nu3(3.564071693572322*pi,0.29734122779742345*pi,0.9951818422836658*pi) q[16];\nRxxyyzz(0.4024926014649601*pi,0.2473022605446518*pi,0.10561822842675461*pi) q[3],q[0];\nRxxyyzz(0.4309097853135097*pi,0.1738060692407693*pi,0.04170741828954536*pi) q[10],q[1];\nRxxyyzz(0.4175723927919801*pi,0.36559486911617645*pi,0.04555789222530704*pi) q[2],q[15];\nRxxyyzz(0.45056430137037273*pi,0.27714107503038116*pi,0.06823761534296399*pi) q[12],q[4];\nRxxyyzz(0.4608779149113499*pi,0.30148469623352175*pi,3.87262454195825*pi) q[5],q[16];\nRxxyyzz(0.43396732808843996*pi,0.2758393645903609*pi,0.15985080340892724*pi) q[6],q[13];\nRxxyyzz(0.29604791770803024*pi,0.19522226722040115*pi,0.09056536460896769*pi) q[8],q[7];\nRxxyyzz(0.3556065454619503*pi,0.16312555657552963*pi,3.941665210581121*pi) q[14],q[9];\nu3(3.3928556928602775*pi,2.79638864865335*pi,1.3606723100825455*pi) q[0];\nu3(3.903941476109393*pi,-0.3183455200394531*pi,3.655597129150636*pi) q[1];\nu3(3.430470025216793*pi,2.9953672251708134*pi,4.280698131269466*pi) q[2];\nu3(3.6295884847539277*pi,3.058794362850517*pi,1.840922408624917*pi) q[3];\nu3(3.7168641199684953*pi,0.4721983346081884*pi,3.811081995289216*pi) q[4];\nu3(3.2309841324972695*pi,3.132977188964403*pi,2.1038955868032088*pi) q[5];\nu3(3.905420197912752*pi,3.136221499679544*pi,1.9044330893379195*pi) q[6];\nu3(3.8243528725296527*pi,2.9709910915616113*pi,1.3115857283931929*pi) q[7];\nu3(3.297013789678248*pi,0.31296045042845255*pi,0.9634330504527943*pi) q[8];\nu3(3.399738405489007*pi,2.153745945855066*pi,0.9603581928446006*pi) q[9];\nu3(3.6748345048011544*pi,3.0324164366139934*pi,4.4773106077428775*pi) q[10];\nu3(3.352316409833436*pi,0.5407787974500462*pi,4.011469862871355*pi) q[12];\nu3(3.3509550275809117*pi,3.0929113591140434*pi,2.9685918634511177*pi) q[13];\nu3(3.2174231721017206*pi,3.473358011239834*pi,3.673436970485615*pi) q[14];\nu3(3.8013389055125812*pi,-0.49347477971407183*pi,1.3963332153141093*pi) q[15];\nu3(3.6844425063786344*pi,3.154378469223511*pi,1.0781801727889984*pi) q[16];\nRxxyyzz(0.3007727533743799*pi,0.24126418635049873*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.26632924292816096*pi,0.2511564874588359*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.43737341319718936*pi,0.3279412942711386*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.43111881468555957*pi,0.388043088040696*pi,3.92652702288287*pi) q[6],q[9];\nRxxyyzz(0.29298675523967*pi,0.16576823945817254*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4497824671109951*pi,0.18473267350207045*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.4466518876025397*pi,0.3833865498636193*pi,3.8049899973082413*pi) q[15],q[14];\nu3(3.436021055656675*pi,2.0081109051007004*pi,2.2435093475506696*pi) q[0];\nu3(3.759494375435518*pi,3.0434029560097335*pi,1.4054975137508277*pi) q[2];\nu3(3.4844375138596373*pi,0.9400753465223972*pi,1.6450677944289112*pi) q[3];\nu3(3.826097031156595*pi,0.6375893529016474*pi,2.077965542923619*pi) q[5];\nu3(3.4853335062982014*pi,0.7484701216485343*pi,1.9090364728452747*pi) q[6];\nu3(3.5802310953095575*pi,-0.39850095978329836*pi,0.5994179259414207*pi) q[7];\nu3(3.4250064390557284*pi,2.4913432812736556*pi,1.9734533977238504*pi) q[8];\nu3(3.5663995186908446*pi,0.20979976171451442*pi,0.7213991117897418*pi) q[9];\nu3(3.629564930474573*pi,2.274046374499571*pi,1.1864737707648207*pi) q[10];\nu3(3.7383002327167767*pi,1.8365754335590885*pi,1.2548782939331842*pi) q[11];\nu3(3.4868667329767513*pi,-0.35594683707305774*pi,3.702957045038505*pi) q[13];\nu3(3.4356224189638884*pi,0.6700637778784779*pi,1.6987504996809215*pi) q[14];\nu3(3.668446496209718*pi,-0.2367819527301348*pi,0.8854465429263034*pi) q[15];\nu3(3.3659604412203024*pi,-0.4178088054765233*pi,1.165175071580086*pi) q[16];\nRxxyyzz(0.40999135600790027*pi,0.23660597898414004*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4405128092666198*pi,0.32520957894538416*pi,0.20243456946727997*pi) q[10],q[1];\nRxxyyzz(0.32717330626134*pi,0.2265008251495032*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4485443972548301*pi,0.17808415314436665*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.2282094315308493*pi,0.17827033256441283*pi,3.9056701107272396*pi) q[6],q[15];\nRxxyyzz(0.4042711148063002*pi,0.08303417327811102*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.40565613752383034*pi,0.31443454650943725*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.3449268226387897*pi,0.22288237293306323*pi,0.0*pi) q[13],q[12];\nu3(3.821046104028396*pi,3.2367892183933895*pi,0.7163511142753543*pi) q[0];\nu3(3.489614287249195*pi,2.602554340017476*pi,4.171181304584723*pi) q[1];\nu3(3.2334813035397856*pi,2.739954132582596*pi,2.011896249709372*pi) q[2];\nu3(3.729413967781476*pi,0.17737027883395107*pi,2.2916590557988794*pi) q[3];\nu3(3.508809604278662*pi,3.2540301232124147*pi,1.5054371258399182*pi) q[4];\nu3(3.5130830658228875*pi,3.369448941904019*pi,1.6403658250535296*pi) q[6];\nu3(3.4543466534092846*pi,0.25538286017081924*pi,4.408537485005881*pi) q[7];\nu3(3.568524831516256*pi,2.4247751372464945*pi,0.7086206951987861*pi) q[8];\nu3(3.457891169516903*pi,3.4543762596848415*pi,2.0419658645522567*pi) q[9];\nu3(3.500657529257896*pi,2.9807083914145514*pi,3.3166989065612436*pi) q[10];\nu3(3.4619659000680922*pi,1.7795531891293388*pi,0.565089139180277*pi) q[11];\nu3(3.5708220751806583*pi,0.2571040796515439*pi,2.1847521840393562*pi) q[12];\nu3(3.516435460127197*pi,0.03899376058449899*pi,3.8408794157276565*pi) q[13];\nu3(3.2700142120382854*pi,3.2584795537901576*pi,0.6760132986208611*pi) q[14];\nu3(3.4350241974968014*pi,2.8526114389482693*pi,0.5593672932850364*pi) q[15];\nu3(3.6644230047784796*pi,2.641655052532024*pi,1.6384088326546757*pi) q[16];\nRxxyyzz(0.2877245753492696*pi,0.19466410340182305*pi,3.8844417950296997*pi) q[10],q[0];\nRxxyyzz(0.4606415229706199*pi,0.3233177142949027*pi,0.09095393676100777*pi) q[4],q[1];\nRxxyyzz(0.4419805098582802*pi,0.3402622592941831*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.285007439239326*pi,0.19614368276785665*pi,3.9398908888026796*pi) q[5],q[7];\nRxxyyzz(0.3641492144354398*pi,0.26901515772789475*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.44852065913697975*pi,0.336315481387532*pi,0.14342713586699113*pi) q[8],q[13];\nRxxyyzz(0.24559608639468977*pi,0.18513543878573213*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.4352273821503595*pi,0.1951510763401041*pi,0.1014913579137357*pi) q[16],q[14];\nu3(3.3936605451674895*pi,2.8996261948118667*pi,1.3899910544398904*pi) q[0];\nu3(3.5708844118736267*pi,3.1271567710298793*pi,0.8494750217633079*pi) q[1];\nu3(3.7199064116256273*pi,2.5605138989585146*pi,1.966488428804885*pi) q[2];\nu3(3.1833984276297644*pi,0.6475147811834208*pi,0.6589560825612312*pi) q[4];\nu3(1.3102649365575725*pi,0.08207909763178134*pi,0.7798588749439301*pi) q[5];\nu3(3.7733750309182983*pi,2.643195379524014*pi,0.9919529363339503*pi) q[6];\nu3(2.61982445387154*pi,3.472406443819625*pi,1.7129371665760484*pi) q[7];\nu3(3.3203700294127048*pi,2.7393388851468896*pi,1.083063999157398*pi) q[8];\nu3(3.4899269054083115*pi,2.3964733229502224*pi,1.9829702732084984*pi) q[9];\nu3(3.72348615151645*pi,-0.1887730322813091*pi,4.499093302445866*pi) q[10];\nu3(3.8516423069308368*pi,0.9137690264652867*pi,1.92931009156501*pi) q[11];\nu3(3.333278939527925*pi,3.3087590235620716*pi,2.374130240083983*pi) q[12];\nu3(3.3187866070762917*pi,-0.25739706276938257*pi,1.367836429121101*pi) q[13];\nu3(3.7161581384161404*pi,3.340156238602133*pi,2.1632005017212252*pi) q[14];\nu3(3.366969871601397*pi,0.7193755470476813*pi,1.8708718606636108*pi) q[15];\nu3(3.1296477877916904*pi,-0.42657300486224203*pi,3.2123959339272625*pi) q[16];\nmeasure q[5] -> c[2];\nmeasure q[7] -> c[13];\nRxxyyzz(0.3848900288588196*pi,0.10743354249350871*pi,0.04858822770236499*pi) q[16],q[0];\nRxxyyzz(0.3762704618321503*pi,0.3389538577282086*pi,3.8628860153168407*pi) q[1],q[11];\nRxxyyzz(0.42129982744410044*pi,0.21913205116633439*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3579378599188498*pi,0.3351243763010032*pi,0.08728780651378631*pi) q[3],q[9];\nRxxyyzz(0.48258455997088934*pi,0.3383039259086723*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.3753063194927396*pi,0.23444115830459822*pi,0.0*pi) q[12],q[15];\nRxxyyzz(0.46648438237568*pi,0.15918609516010218*pi,0.0*pi) q[13],q[14];\nu3(3.492760541252104*pi,0.7479231711617627*pi,4.030880290307602*pi) q[0];\nu3(3.4115501656706946*pi,1.6179272563257836*pi,0.7231864611551178*pi) q[1];\nu3(3.5243577341437407*pi,1.8357815811423124*pi,1.5740127809964997*pi) q[2];\nu3(3.4436322672252664*pi,2.730152110422853*pi,1.3373638615878516*pi) q[3];\nu3(3.149439157577782*pi,-0.10081708473125961*pi,4.39819286944021*pi) q[4];\nu3(3.5439249359380898*pi,-0.009624769711979009*pi,1.1804280833070329*pi) q[8];\nu3(3.0834119550857704*pi,0.08045762079456864*pi,3.12290130391223*pi) q[9];\nu3(3.3711115022589464*pi,2.5018851450747204*pi,2.4766924969738917*pi) q[10];\nu3(3.760219554120993*pi,1.709047368774229*pi,0.5245976880750702*pi) q[11];\nu3(3.7970238443753437*pi,2.6886689126352885*pi,1.73938749467487*pi) q[12];\nu3(3.461526984748833*pi,2.176218021237313*pi,4.218908727154826*pi) q[13];\nu3(3.262118081096029*pi,3.465145047837979*pi,2.1342116918724887*pi) q[14];\nu3(3.4563369580953807*pi,-0.2767623806095851*pi,0.6826182313057829*pi) q[15];\nu3(3.4644042353033155*pi,3.4518103146269192*pi,0.7669605442444143*pi) q[16];\nmeasure q[1] -> c[10];\nRxxyyzz(0.33413737672700106*pi,0.15673873215488143*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.33743815952624645*pi,0.2180973422114666*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.396105977213021*pi,0.29894938692332107*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.43611448514250967*pi,0.32630402205746206*pi,3.89840164039928*pi) q[16],q[4];\nRxxyyzz(0.32720375637366933*pi,0.29597438201124415*pi,3.95092260390468*pi) q[8],q[13];\nRxxyyzz(0.4250010696871697*pi,0.16792978346639614*pi,3.8981614025570597*pi) q[10],q[11];\nRxxyyzz(0.4288417969493694*pi,0.4080153461815943*pi,3.95333988914357*pi) q[14],q[12];\nu3(3.2882187209055154*pi,0.28289908854048884*pi,2.15538140272533*pi) q[0];\nu3(0.4587425669898635*pi,1.0283295902069793*pi,1.3198768746481808*pi) q[2];\nu3(3.1722913804782116*pi,-0.34352285191119414*pi,2.3928380270254674*pi) q[3];\nu3(3.8168396140496395*pi,-0.19568595470397704*pi,1.6677810222042844*pi) q[4];\nu3(3.3428419612245075*pi,2.7009977357053288*pi,0.9476285754788121*pi) q[6];\nu3(3.1576570416939207*pi,3.221620035101204*pi,1.6556395748015484*pi) q[8];\nu3(3.6076323515926942*pi,0.08011954327513904*pi,2.288058841686057*pi) q[9];\nu3(3.200558501652579*pi,3.0569470349086503*pi,1.7193208657959467*pi) q[10];\nu3(3.8599571566111797*pi,-0.41101059761248115*pi,1.3509846677901987*pi) q[11];\nu3(3.75002325802005*pi,-0.17876414255814788*pi,0.6439570796325123*pi) q[12];\nu3(0.5296405313393749*pi,-0.43775245424731085*pi,0.845985842349683*pi) q[13];\nu3(3.7923007080932765*pi,0.46010405609254823*pi,0.5467206184884335*pi) q[14];\nu3(0.2976514848945918*pi,-0.09976385941179527*pi,1.30495565388896*pi) q[15];\nu3(3.242459065136184*pi,1.06818097861622*pi,0.5652864597339344*pi) q[16];\nmeasure q[8] -> c[0];\nmeasure q[3] -> c[1];\nmeasure q[9] -> c[3];\nmeasure q[6] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[16] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[0] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[15] -> c[14];\nmeasure q[2] -> c[15];\nmeasure q[11] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3834150347826992*pi,0.42493089748830515*pi,1.5840260413895473*pi) q[0];\nu3(3.6028442082234227*pi,0.6498564312976354*pi,1.6704133458862997*pi) q[1];\nu3(3.651701096043391*pi,3.1675676072559167*pi,2.180493712408974*pi) q[2];\nu3(3.373186652310267*pi,0.11337635562604576*pi,3.139802371962802*pi) q[3];\nu3(3.797894001978709*pi,-0.3825891495681942*pi,4.309844480585293*pi) q[4];\nu3(3.7927794298494115*pi,3.225273433440739*pi,2.91077026059466*pi) q[5];\nu3(3.171308568431181*pi,2.9643322975140753*pi,1.3873633141823982*pi) q[6];\nu3(3.6533558271486957*pi,2.7071223194985268*pi,0.5425060480431888*pi) q[7];\nu3(3.0772603504177853*pi,3.416213741258647*pi,0.6586649103591196*pi) q[8];\nu3(3.691377659695152*pi,2.9901852023502955*pi,0.7877807937288965*pi) q[9];\nu3(3.287553152122847*pi,3.386311799161927*pi,2.0995964483400273*pi) q[10];\nu3(3.2991339302370073*pi,2.982792288768889*pi,0.6804648505737805*pi) q[11];\nu3(3.6067307136035636*pi,1.0821752884382798*pi,2.4093356580492045*pi) q[12];\nu3(3.6130377191827163*pi,2.4256184753865737*pi,1.435824122881422*pi) q[13];\nu3(3.139444122200867*pi,-0.04914747603882741*pi,1.228787470841488*pi) q[14];\nu3(3.2142839924529882*pi,2.928916161818136*pi,1.2612847740686837*pi) q[15];\nu3(3.5368153933853668*pi,0.591158008101462*pi,1.0210079041603521*pi) q[16];\nRxxyyzz(0.4356532499696462*pi,0.32988533136485926*pi,3.7955107442263687*pi) q[0],q[4];\nRxxyyzz(0.3836984308178094*pi,0.30675194657133*pi,0.040440106556824895*pi) q[1],q[15];\nRxxyyzz(0.4635940477083601*pi,0.32592216019244014*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3887835653241202*pi,0.29419817409129967*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.42328692847097005*pi,0.2626242960004106*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4563974246488698*pi,0.3790724028584718*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.3126179758710107*pi,0.17034841249640176*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.32441774930302003*pi,0.20817898544027358*pi,3.91560463669292*pi) q[11],q[16];\nu3(3.371080691764857*pi,2.8047864446095883*pi,1.6248991946599374*pi) q[0];\nu3(3.866417764970214*pi,3.2094293594980927*pi,3.5285893197773044*pi) q[1];\nu3(3.72547935163499*pi,0.7802272675309805*pi,1.2824377011509682*pi) q[2];\nu3(3.4260313694070863*pi,2.840675821219778*pi,4.176909439739285*pi) q[3];\nu3(3.858821418546202*pi,3.2276706607792462*pi,1.1788572193114013*pi) q[4];\nu3(3.383002283799846*pi,3.290617581359025*pi,4.070752481332112*pi) q[5];\nu3(3.3572303573234166*pi,1.7983528233397488*pi,1.156153145265384*pi) q[7];\nu3(3.362493407578087*pi,0.014161733123992382*pi,1.2851801997341639*pi) q[8];\nu3(3.3859203333165953*pi,2.0930012654692556*pi,1.7534851613483593*pi) q[9];\nu3(3.1990434317373166*pi,-0.0005729157472405544*pi,4.495143349149845*pi) q[10];\nu3(3.5911786100021867*pi,1.2135738177960858*pi,0.82324081722196*pi) q[11];\nu3(3.7600529009926387*pi,3.3253771549702336*pi,3.8321471529140947*pi) q[12];\nu3(3.5184252810068797*pi,3.424086988852566*pi,1.165659606895088*pi) q[13];\nu3(3.7275055014855774*pi,0.42452963315016423*pi,1.6055021129546532*pi) q[14];\nu3(3.421842404223803*pi,-0.06632994256095848*pi,1.406816053915269*pi) q[15];\nu3(3.231304330339187*pi,0.558544454510379*pi,0.8954817654766556*pi) q[16];\nRxxyyzz(0.27001917028088945*pi,0.18881275473985237*pi,3.959360918387901*pi) q[1],q[3];\nRxxyyzz(0.27811565860399945*pi,0.13508468019032238*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3617732585972996*pi,0.2561854541361583*pi,0.2324960428241525*pi) q[5],q[16];\nRxxyyzz(0.43901348092470943*pi,0.3292266846718078*pi,3.8405405182612693*pi) q[6],q[12];\nRxxyyzz(0.4620364854568201*pi,0.14020133374818722*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.3408875828633212*pi,0.2905056901608465*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.4779156402846203*pi,0.3055044268400373*pi,0.0*pi) q[10],q[14];\nu3(3.601049226868836*pi,2.7517064353776823*pi,3.834363710285127*pi) q[1];\nu3(3.5674523526798394*pi,2.62015679899495*pi,2.1296170372903616*pi) q[2];\nu3(3.4439638431340525*pi,0.28247884754993224*pi,0.5935261956951035*pi) q[3];\nu3(3.610061197240163*pi,3.216110981912174*pi,2.991213935697057*pi) q[5];\nu3(3.353177449688463*pi,2.729181254403705*pi,1.3776768986442784*pi) q[6];\nu3(3.337792480526621*pi,3.3277284940586505*pi,1.161113930431327*pi) q[7];\nu3(3.802713367109561*pi,-0.43276339627286997*pi,1.8447948560440528*pi) q[8];\nu3(3.8412698555160656*pi,0.8055563736648788*pi,1.6569978213077783*pi) q[9];\nu3(3.5640493317074062*pi,2.4235076731369274*pi,2.3419635556508296*pi) q[10];\nu3(3.4287668938059874*pi,2.707540880655981*pi,1.509878939233081*pi) q[11];\nu3(3.834517033242197*pi,3.47789718105258*pi,2.2597436364116525*pi) q[12];\nu3(3.5490920558861307*pi,-0.11154540264937474*pi,0.9373314919154421*pi) q[13];\nu3(3.735710677405935*pi,0.15382003681612155*pi,1.5246044441614797*pi) q[14];\nu3(3.2424012641735014*pi,2.2278903626991546*pi,3.9116328357171035*pi) q[16];\nRxxyyzz(0.33139324109583945*pi,0.2504739067767807*pi,3.9332355302165194*pi) q[0],q[2];\nRxxyyzz(0.35169002549712947*pi,0.25731905345196726*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.28631904077912973*pi,0.12458193815151697*pi,0.06719836035112436*pi) q[9],q[3];\nRxxyyzz(0.44528999034347017*pi,0.3595602431004121*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.42080667453913984*pi,0.19957352575821496*pi,0.07924039259652987*pi) q[6],q[16];\nRxxyyzz(0.3104671905114591*pi,0.23368813935706978*pi,3.8508304857238898*pi) q[7],q[15];\nRxxyyzz(0.42231449625631967*pi,0.29706018234036424*pi,3.81728785637157*pi) q[12],q[11];\nRxxyyzz(0.4229791088279189*pi,0.3998789200027924*pi,0.0*pi) q[13],q[14];\nu3(3.7942243266549025*pi,1.7366016412215401*pi,0.835732248737425*pi) q[0];\nu3(3.1274838340606665*pi,3.276946899824351*pi,1.1435391923941625*pi) q[1];\nu3(3.8148438855795503*pi,3.3976535979754354*pi,0.9628373871856652*pi) q[2];\nu3(3.738003473299702*pi,-0.025872002942676386*pi,4.314968244115312*pi) q[3];\nu3(3.257460251163872*pi,2.6404492447063506*pi,1.399762200809879*pi) q[4];\nu3(3.3467793569494657*pi,0.8844327593151498*pi,0.8888074094663443*pi) q[5];\nu3(3.836848219799067*pi,-0.409486883540537*pi,2.9283888260887974*pi) q[6];\nu3(3.3836852063868386*pi,2.3914215309702502*pi,0.8661070064294841*pi) q[7];\nu3(3.4502788263369215*pi,-0.30043086096273697*pi,0.8332929525586902*pi) q[8];\nu3(3.399318457496033*pi,3.058853901938887*pi,1.160588662299002*pi) q[9];\nu3(3.3865187994396506*pi,0.42888893206087564*pi,0.9625231018410032*pi) q[11];\nu3(3.2469044882411664*pi,0.15556417139600742*pi,2.2893441118886004*pi) q[12];\nu3(3.501104280632569*pi,2.1571214615385434*pi,1.0443967774769884*pi) q[13];\nu3(3.3688197852884842*pi,3.2360081362701347*pi,1.562896142261432*pi) q[14];\nu3(3.6244288550789343*pi,0.596492656450502*pi,1.3521543386950754*pi) q[15];\nu3(3.9109143550792527*pi,0.24482930152071825*pi,3.390353976366617*pi) q[16];\nRxxyyzz(0.3949613747546099*pi,0.3009082531370624*pi,0.16110233840163837*pi) q[0],q[15];\nRxxyyzz(0.3993002083717898*pi,0.29090182592723357*pi,3.9288816479591606*pi) q[1],q[5];\nRxxyyzz(0.2856297625169296*pi,0.21572070032637214*pi,0.053352993694559814*pi) q[2],q[7];\nRxxyyzz(0.43407245009964956*pi,0.24756853913792523*pi,3.82022016385395*pi) q[14],q[3];\nRxxyyzz(0.32067854819591*pi,0.20716833364179765*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3070958373872751*pi,0.17555634892270622*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.32000301196750947*pi,0.1931847649682541*pi,3.8993764577946006*pi) q[10],q[9];\nRxxyyzz(0.43457503909925954*pi,0.3654379910544511*pi,3.9565102021114598*pi) q[13],q[16];\nu3(3.2633542013886547*pi,2.762899509903683*pi,1.1357397964932958*pi) q[0];\nu3(3.6922119512180815*pi,-0.23989548010537715*pi,0.5767914755378576*pi) q[1];\nu3(3.6069719119787433*pi,2.9901882979775634*pi,2.149175015535011*pi) q[2];\nu3(3.5640280413018357*pi,0.7656361260515663*pi,0.9844551865961964*pi) q[3];\nu3(3.843620032965171*pi,2.4772154755863847*pi,1.0409743434074668*pi) q[4];\nu3(3.3084864383021246*pi,2.6521613140559985*pi,1.5406189143562354*pi) q[5];\nu3(3.130243040646067*pi,0.8146268179858376*pi,2.078932400776181*pi) q[6];\nu3(3.5074318185086084*pi,0.39427579012834846*pi,4.1139771757833214*pi) q[7];\nu3(3.4537382626670037*pi,0.1513480554079234*pi,1.0021701824268283*pi) q[8];\nu3(3.5167739182678557*pi,2.0076387190255613*pi,1.0702065640304586*pi) q[9];\nu3(3.365652400953963*pi,3.228657928804418*pi,4.4979685648461505*pi) q[10];\nu3(3.312043409077449*pi,-0.11024634519300347*pi,2.2592770939977256*pi) q[12];\nu3(3.513160738857601*pi,0.07379881473174232*pi,0.7562310095185807*pi) q[13];\nu3(3.425066907440322*pi,3.3182155243065763*pi,1.5039857438615138*pi) q[14];\nu3(3.4888288758210098*pi,2.5910623224664144*pi,4.097394626149102*pi) q[15];\nu3(3.37375034464432*pi,0.6419068926054297*pi,1.3669014390167642*pi) q[16];\nRxxyyzz(0.3471518272896804*pi,0.1633929806473502*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4250676597560501*pi,0.29046851469332546*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.41412592519699*pi,0.37202874544336684*pi,0.09188517012180863*pi) q[2],q[6];\nRxxyyzz(0.35745835920506025*pi,0.2424303252631166*pi,3.8768305768413303*pi) q[7],q[3];\nRxxyyzz(0.43988668348643023*pi,0.3128617496765056*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.43958701021104474*pi,0.20327048348829113*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4525108107762939*pi,0.2706778204513305*pi,3.92308008403243*pi) q[9],q[13];\nRxxyyzz(0.4128799460910001*pi,0.3426659723668175*pi,0.0*pi) q[11],q[16];\nu3(3.518616806182612*pi,-0.4297228616238733*pi,1.2826409465839663*pi) q[0];\nu3(3.0264403515758658*pi,1.3826008804494996*pi,1.4480833315121449*pi) q[1];\nu3(3.7297839507648765*pi,2.582777582170554*pi,1.764370430687652*pi) q[2];\nu3(3.3452154287876046*pi,3.349656534902856*pi,0.5365343827451374*pi) q[3];\nu3(3.3106749604519052*pi,-0.17163133050949142*pi,0.9213866667512343*pi) q[4];\nu3(3.1830397485253767*pi,0.6840538699097991*pi,2.203984534110144*pi) q[5];\nu3(3.1618646192705233*pi,-0.39066035419953393*pi,2.18884910910395*pi) q[6];\nu3(3.1386989814078206*pi,2.9247538507348825*pi,0.9005237830995911*pi) q[7];\nu3(3.13316089562296*pi,0.1392521733932004*pi,4.4807731011739635*pi) q[8];\nu3(3.2736124691416704*pi,-0.18134643213895063*pi,1.031691710806504*pi) q[9];\nu3(3.721756248116728*pi,3.3991087731063008*pi,3.8172173692283216*pi) q[10];\nu3(3.1167516866198675*pi,3.3831855923820573*pi,3.75892246143248*pi) q[11];\nu3(3.240324870256474*pi,3.196073923672848*pi,0.8883914759506473*pi) q[13];\nu3(3.5127799580627657*pi,1.646510655262964*pi,1.501875867341287*pi) q[14];\nu3(3.5472442623368616*pi,2.9306306484967832*pi,4.169329507940487*pi) q[15];\nu3(3.864344316495185*pi,3.1801363797451714*pi,2.4199691881214482*pi) q[16];\nRxxyyzz(0.4114390984005101*pi,0.40337441244666095*pi,0.06743135768962993*pi) q[0],q[16];\nRxxyyzz(0.4462243926381797*pi,0.152266351807822*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3998698157623295*pi,0.38590533845251485*pi,3.9387916495398194*pi) q[2],q[14];\nRxxyyzz(0.4206817057757778*pi,0.20931146916512133*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.38548556906208015*pi,0.3255792988636777*pi,0.0651503836036114*pi) q[5],q[8];\nRxxyyzz(0.43009656263769935*pi,0.23381341023973157*pi,0.04492559262204449*pi) q[7],q[15];\nRxxyyzz(0.3779669752942*pi,0.19914987759384584*pi,3.9118669667472195*pi) q[10],q[11];\nu3(3.4557285517685092*pi,0.6553997650881156*pi,1.139549839773656*pi) q[0];\nu3(3.2503546541019634*pi,3.0509599705677344*pi,1.4055823340259481*pi) q[1];\nu3(3.8076152932613407*pi,0.38808725492573926*pi,1.5455277064337354*pi) q[2];\nu3(3.673246535751919*pi,3.1052795258945642*pi,4.160919519616321*pi) q[3];\nu3(3.0782849345221557*pi,-0.45750291356778106*pi,2.856845118115791*pi) q[5];\nu3(3.4956780137541275*pi,3.3748311242784417*pi,1.3617788941140665*pi) q[6];\nu3(3.449445031402979*pi,3.2705241089703696*pi,3.2913438325747735*pi) q[7];\nu3(3.7875069853946566*pi,3.1509962262670412*pi,2.0538179024322307*pi) q[8];\nu3(3.3739360350752143*pi,2.6942121419288614*pi,1.6273212798558347*pi) q[10];\nu3(3.48267105280673*pi,3.4183619938299032*pi,1.0052273084180254*pi) q[11];\nu3(3.8699706464597767*pi,2.7689948617536597*pi,1.5631678097280723*pi) q[12];\nu3(3.1868074326892843*pi,-0.12371741375700218*pi,1.0657496446330423*pi) q[14];\nu3(3.7090944055151485*pi,-0.05787214950863839*pi,1.0984718704649867*pi) q[15];\nu3(3.428480115715915*pi,0.2178839751652375*pi,1.6642105037305988*pi) q[16];\nRxxyyzz(0.4472042238921895*pi,0.22194332620001955*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4140731678672898*pi,0.16282356587757899*pi,3.8847515067958103*pi) q[1],q[15];\nRxxyyzz(0.4230353190999745*pi,0.17937595065988343*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.3943033690666802*pi,0.37750496407007494*pi,3.8835147550602507*pi) q[5],q[3];\nRxxyyzz(0.4286840510730291*pi,0.2755885941985261*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.3600592031008101*pi,0.21751519698263355*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.46220191927866017*pi,0.2818129254779844*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.3575884457453301*pi,0.14075313820547308*pi,0.0*pi) q[14],q[16];\nu3(3.8645665992272416*pi,-0.16661213197401992*pi,4.182242876602579*pi) q[0];\nu3(3.829229542024555*pi,2.486353555828026*pi,0.9592703784127123*pi) q[1];\nu3(3.4736805821956995*pi,0.21327415205786449*pi,0.8939410142644071*pi) q[2];\nu3(3.6525545553782797*pi,2.896339069933635*pi,0.5393420769996281*pi) q[3];\nu3(3.1646351065161955*pi,1.2983509901013703*pi,1.479200118207735*pi) q[4];\nu3(3.0615952534516087*pi,-0.17502870485462113*pi,0.7454216549359751*pi) q[5];\nu3(3.585209053258773*pi,-0.31237761610416126*pi,1.9086578550860578*pi) q[6];\nu3(3.4787602030483145*pi,0.9546513679651434*pi,1.757813826126236*pi) q[7];\nu3(3.693588408648773*pi,-0.3914444824093344*pi,1.039014328747748*pi) q[8];\nu3(3.3038541178608307*pi,0.2798896045926783*pi,1.3047557237957608*pi) q[10];\nu3(3.191768062704591*pi,3.1711032666147116*pi,1.726395014375539*pi) q[11];\nu3(3.1839379628400994*pi,0.06852035193837236*pi,0.8694656118829132*pi) q[12];\nu3(3.2546597381948303*pi,2.7826436844322497*pi,1.7689797549410726*pi) q[13];\nu3(3.334486778379527*pi,0.20483635963240032*pi,0.8518097962460875*pi) q[14];\nu3(3.7788358130006254*pi,3.009807781682219*pi,1.0657018929184223*pi) q[15];\nu3(3.148254388947795*pi,2.7141970932101005*pi,4.310437907190808*pi) q[16];\nRxxyyzz(0.3367862351092207*pi,0.19646139566032605*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3818524214131296*pi,0.1447853371373632*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4498213826887998*pi,0.40764437511733215*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.40416479883447665*pi,0.26930704199961664*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.32730560828135946*pi,0.15498897302102277*pi,0.091710977332216*pi) q[4],q[7];\nRxxyyzz(0.30889930133733*pi,0.20469939953345184*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.4729280273749801*pi,0.42289270546707297*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.4434499273523995*pi,0.2585068748491566*pi,0.0*pi) q[13],q[16];\nu3(3.6968698018342767*pi,2.645048430899628*pi,1.2187781601848895*pi) q[0];\nu3(3.032820977738595*pi,0.2810634538527319*pi,4.382845742637094*pi) q[1];\nu3(3.44662275564661*pi,2.244832690353455*pi,3.228639110315056*pi) q[2];\nu3(3.7119980143362*pi,3.015317683457181*pi,2.0380179550588355*pi) q[3];\nu3(3.5609520780162986*pi,1.8446625188832164*pi,0.9663465673658068*pi) q[4];\nu3(3.235475974380014*pi,3.209977400904693*pi,1.9321998810718513*pi) q[5];\nu3(3.187134799757546*pi,1.3443595124147145*pi,1.3459586015818434*pi) q[6];\nu3(3.1498876325605853*pi,2.919252713180827*pi,3.8546457295925305*pi) q[7];\nu3(3.2805215917006794*pi,2.6537653061460458*pi,0.8257845527359067*pi) q[8];\nu3(3.6124307568097507*pi,3.3612959825487905*pi,3.950748890134688*pi) q[9];\nu3(3.264908512628227*pi,3.272648653583536*pi,4.3140181775312305*pi) q[10];\nu3(3.3500150557515065*pi,0.14952269335676716*pi,1.0517307793306174*pi) q[11];\nu3(3.6484918299464137*pi,3.3050672018224936*pi,0.7169101113908036*pi) q[13];\nu3(3.390633270536566*pi,2.204761382269809*pi,1.4397802943272051*pi) q[14];\nu3(3.551343866978711*pi,-0.009904547780499151*pi,4.364591739122141*pi) q[15];\nu3(3.3955786383018607*pi,2.8607407500044113*pi,0.5685960628409816*pi) q[16];\nRxxyyzz(0.4538749817346841*pi,0.21815136849560368*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.38053894552567924*pi,0.3266866892484601*pi,3.7805136900947396*pi) q[1],q[12];\nRxxyyzz(0.24790294078481967*pi,0.13409780928452886*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.387425370838839*pi,0.28861068859335975*pi,3.8852115629336*pi) q[4],q[6];\nRxxyyzz(0.4099332399740997*pi,0.21557777042979875*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.3673075922301703*pi,0.2772632896282109*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.27771044914166687*pi,0.19053995348495656*pi,0.0*pi) q[13],q[8];\nu3(3.3036446787809735*pi,2.830937624077662*pi,1.6213544456136955*pi) q[0];\nu3(3.3323058366662304*pi,2.9791268775068347*pi,1.6803155784648587*pi) q[1];\nu3(3.4550185256164356*pi,0.44076253495982565*pi,1.2578621422250207*pi) q[2];\nu3(3.364526271222611*pi,2.0608844701667945*pi,0.9898474771987429*pi) q[4];\nu3(3.736091754463323*pi,2.2970620854530543*pi,2.2489087687403138*pi) q[5];\nu3(3.553595528093533*pi,3.332179759968631*pi,1.031755423214336*pi) q[6];\nu3(3.541418604027579*pi,-0.4275173661208025*pi,0.5714072099866183*pi) q[7];\nu3(3.6894135581541643*pi,3.3979492249741785*pi,1.36488019578088*pi) q[8];\nu3(3.615180496586854*pi,-0.07782529876999794*pi,2.499075680520162*pi) q[9];\nu3(3.9477788502116655*pi,3.38010913884646*pi,2.3958011040366762*pi) q[10];\nu3(3.707168073784448*pi,-0.1910925595580269*pi,1.7238733923124228*pi) q[12];\nu3(3.275595933188802*pi,0.9697903889676223*pi,1.0193874213433958*pi) q[13];\nu3(3.1777412852279876*pi,3.499168376280416*pi,0.871228975986756*pi) q[15];\nu3(3.834285765355848*pi,3.4618461439265533*pi,1.9926954871762164*pi) q[16];\nRxxyyzz(0.41309623196726*pi,0.34313356964342745*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.45931253484289003*pi,0.19947414168501745*pi,0.0534040189156348*pi) q[3],q[2];\nRxxyyzz(0.4084279182681296*pi,0.18575571797382603*pi,3.8992437576961496*pi) q[4],q[15];\nRxxyyzz(0.4428590388446598*pi,0.1828852837862553*pi,3.96004196434371*pi) q[6],q[7];\nRxxyyzz(0.39665313781087974*pi,0.11509426923913879*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3340257329034699*pi,0.2801162340997849*pi,3.8792655486771803*pi) q[10],q[11];\nRxxyyzz(0.4450138829315502*pi,0.3041432073013441*pi,0.05114626387907339*pi) q[14],q[12];\nRxxyyzz(0.45957489684666*pi,0.4432059791336044*pi,0.0*pi) q[16],q[13];\nu3(3.3184680008099874*pi,2.9656251469993755*pi,2.253164022678542*pi) q[0];\nu3(3.2954020473847616*pi,2.3010777917360863*pi,1.6599671309413937*pi) q[1];\nu3(3.711834479470197*pi,2.9436510350301592*pi,3.086375479508858*pi) q[2];\nu3(3.7493452901516324*pi,0.4189045712822774*pi,0.7829767713829228*pi) q[3];\nu3(3.3844500072917834*pi,-0.30828391154329626*pi,0.7719017172321783*pi) q[4];\nu3(3.4674306612559445*pi,2.974446738422805*pi,1.760237354927936*pi) q[6];\nu3(3.4700380597661242*pi,2.423388133078353*pi,2.3809024838822586*pi) q[7];\nu3(3.4725467893382764*pi,2.4463115901658465*pi,1.3347717247609998*pi) q[8];\nu3(3.1761652851866398*pi,-0.24086279259299093*pi,4.286026726536928*pi) q[9];\nu3(3.635648249403547*pi,2.956360991716861*pi,1.5376445945625647*pi) q[10];\nu3(3.570219804681975*pi,2.524145569425623*pi,1.117005473911739*pi) q[11];\nu3(3.35711992234408*pi,-0.41582395785093595*pi,3.87178535388918*pi) q[12];\nu3(3.5908936529885285*pi,2.5547602581825153*pi,4.369771556474294*pi) q[13];\nu3(3.7193140838110272*pi,-0.09646172185688417*pi,1.532182116355708*pi) q[14];\nu3(3.5437123879247934*pi,3.3384608820071797*pi,1.6771918987651973*pi) q[15];\nu3(3.3693771757439066*pi,0.09203606310980228*pi,3.1885498610013245*pi) q[16];\nRxxyyzz(0.42050951835982*pi,0.2774094887261995*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.39558077166641936*pi,0.13252767419007405*pi,3.91529222883087*pi) q[10],q[1];\nRxxyyzz(0.38964337324787013*pi,0.31167335530518414*pi,0.2582351404802857*pi) q[8],q[2];\nRxxyyzz(0.4037857286343093*pi,0.37422297870530663*pi,3.7730264092610994*pi) q[3],q[4];\nRxxyyzz(0.3963269343196601*pi,0.3484240112125408*pi,3.9482135851521*pi) q[5],q[13];\nRxxyyzz(0.39772545654028907*pi,0.3011446893819723*pi,3.8508193837297497*pi) q[12],q[7];\nRxxyyzz(0.4390675512582697*pi,0.2386246621297404*pi,0.06900526281888161*pi) q[9],q[14];\nRxxyyzz(0.4114414197849596*pi,0.3639763672428603*pi,0.12511732141176957*pi) q[16],q[11];\nu3(3.7079321081973107*pi,1.3769666736371722*pi,1.6362139072016864*pi) q[0];\nu3(3.1968591884034003*pi,3.042437409659842*pi,1.094175473739769*pi) q[1];\nu3(3.8388652395924865*pi,-0.40301644396430236*pi,2.812501641872875*pi) q[2];\nu3(3.8735691905027503*pi,0.7517792894668911*pi,1.9604527508877638*pi) q[3];\nu3(3.5766503597120924*pi,0.5605490177374062*pi,1.8440276293636173*pi) q[4];\nu3(3.7495100498549405*pi,1.1540163844996678*pi,2.2909481130649483*pi) q[5];\nu3(3.6386124921833987*pi,-0.436531837071335*pi,2.3422897045347737*pi) q[7];\nu3(3.523217502795355*pi,0.37519120617860124*pi,1.087715433778137*pi) q[8];\nu3(3.382615009076866*pi,2.5304725516361057*pi,4.241037573073106*pi) q[9];\nu3(3.108227458804822*pi,0.14193703816331238*pi,2.1271978937172524*pi) q[10];\nu3(3.2742956494738*pi,0.6288966688938318*pi,3.8190475296704793*pi) q[11];\nu3(3.5804010955029124*pi,0.9609017534169517*pi,0.947900676982413*pi) q[12];\nu3(3.6889068885446723*pi,3.45785142276054*pi,2.435552442799249*pi) q[13];\nu3(3.570958426086023*pi,2.3915157369304074*pi,0.780500866194364*pi) q[14];\nu3(3.4643184792553825*pi,1.7649594145898986*pi,2.3378282581223777*pi) q[15];\nu3(3.539230282402424*pi,2.979771833217648*pi,1.7559759723603456*pi) q[16];\nRxxyyzz(0.2925366566522226*pi,0.11398602202381103*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.42292313103689966*pi,0.30628640410729513*pi,3.92651090389044*pi) q[1],q[13];\nRxxyyzz(0.4470593129800503*pi,0.07854696478174805*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.27902575289595*pi,0.2049411723038027*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.2990693631640502*pi,0.19957453044851547*pi,0.14946615070108127*pi) q[4],q[6];\nRxxyyzz(0.4240295417186669*pi,0.283139634803937*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4471428395156201*pi,0.2161829163695986*pi,3.9277692247875695*pi) q[14],q[7];\nRxxyyzz(0.35397649187214947*pi,0.24332702390248606*pi,3.8535450948217402*pi) q[10],q[15];\nu3(3.3206641974995548*pi,0.9292458070640983*pi,1.031220246011613*pi) q[0];\nu3(3.9599956647574057*pi,2.4325164067280225*pi,1.1318453070221746*pi) q[1];\nu3(3.4661334227241136*pi,1.2309621488339868*pi,1.488875933593982*pi) q[2];\nu3(3.462094852132446*pi,2.249346640179626*pi,0.9870478978630546*pi) q[3];\nu3(3.6569180951240523*pi,0.5373376566418615*pi,0.8242747502654397*pi) q[4];\nu3(3.715631742810392*pi,1.7194808996452209*pi,1.6412474823574397*pi) q[5];\nu3(3.3387269288187396*pi,3.4605722467026148*pi,2.2194055846915366*pi) q[6];\nu3(3.686784178409786*pi,0.2131621577705467*pi,2.387075396126827*pi) q[7];\nu3(3.2627930400316165*pi,3.216970089181719*pi,0.9459280588269295*pi) q[8];\nu3(3.1640877150597158*pi,-0.04438776396310273*pi,0.7172673761361215*pi) q[9];\nu3(3.4669761137564894*pi,2.885774706390282*pi,2.0336962814771056*pi) q[10];\nu3(3.7175500579935394*pi,3.228304837401266*pi,4.035214797909465*pi) q[11];\nu3(3.4174048718603314*pi,2.346001450561216*pi,1.0229571891592375*pi) q[12];\nu3(3.0490784922752123*pi,2.808146522144321*pi,1.2681133418889758*pi) q[13];\nu3(3.4333683254441096*pi,-0.45365122884324127*pi,2.2923622645386033*pi) q[14];\nu3(3.1109931476677266*pi,0.6746209391722069*pi,1.9639736952275686*pi) q[15];\nRxxyyzz(0.4577422744489795*pi,0.24562806166661275*pi,0.039428877196332195*pi) q[0],q[12];\nRxxyyzz(0.4626616456411399*pi,0.24649026941863628*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.44664732969626003*pi,0.3253064578125487*pi,3.9043699530165807*pi) q[14],q[2];\nRxxyyzz(0.39550890171229003*pi,0.24501384964639597*pi,3.90867174205773*pi) q[4],q[7];\nRxxyyzz(0.4706818269727684*pi,0.38374973837434645*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.2807725333161377*pi,0.16328156041615394*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.39436333687822966*pi,0.2657623872049203*pi,0.16112348837757481*pi) q[10],q[16];\nRxxyyzz(0.3886774945525213*pi,0.22128619818872597*pi,0.0*pi) q[11],q[15];\nu3(3.5189224022476266*pi,0.09327942639198061*pi,1.34672647684841*pi) q[0];\nu3(3.8596279533947704*pi,-0.028521149570614912*pi,4.488423829640746*pi) q[1];\nu3(3.4565160833418838*pi,0.8110599738403075*pi,0.7538676446238171*pi) q[2];\nu3(3.374139047394408*pi,2.6594468028210074*pi,1.6461945500318111*pi) q[3];\nu3(3.600204264095363*pi,2.569549513735546*pi,0.7072053647958656*pi) q[4];\nu3(3.24045795509995*pi,3.2636660989142694*pi,0.9819440541942561*pi) q[6];\nu3(3.458791717860374*pi,-0.42358056904208985*pi,0.7787284008158148*pi) q[7];\nu3(3.449746961573732*pi,3.2608671706099788*pi,1.1368651324143855*pi) q[8];\nu3(3.637329811257359*pi,0.6292090634004519*pi,1.3326562135432254*pi) q[9];\nu3(3.4393596087711877*pi,2.1749451922051843*pi,0.9350740414420919*pi) q[10];\nu3(3.0370596767443225*pi,2.4458386288562792*pi,1.7145447506705194*pi) q[11];\nu3(3.6335891722755345*pi,0.08492262065847367*pi,3.583974980425115*pi) q[12];\nu3(3.5390398313364986*pi,2.9482457226783194*pi,1.5093307262652682*pi) q[13];\nu3(3.321441871204638*pi,3.362776089499797*pi,1.286049463136449*pi) q[14];\nu3(3.2493269278142343*pi,3.3343136462942464*pi,2.2618103176903785*pi) q[15];\nu3(3.1062316125660434*pi,0.5378832701315039*pi,1.3561487478763903*pi) q[16];\nRxxyyzz(0.428725571515283*pi,0.3257491337493973*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3837535659547099*pi,0.25382592809519483*pi,3.76656396318764*pi) q[1],q[12];\nRxxyyzz(0.41306594034073996*pi,0.3110204145008239*pi,0.04230852249474994*pi) q[2],q[7];\nRxxyyzz(0.40078604778575017*pi,0.34837089102734187*pi,3.9217354216421896*pi) q[10],q[4];\nRxxyyzz(0.4779929770881616*pi,0.3361604322672571*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.2973886276086103*pi,0.12335195120752651*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.43449431390508014*pi,0.23243507412554298*pi,3.94151937900247*pi) q[8],q[13];\nRxxyyzz(0.41611931451683015*pi,0.28512639680880625*pi,0.0*pi) q[15],q[9];\nu3(3.0728659009266135*pi,2.525106875110827*pi,1.32688688233705*pi) q[0];\nu3(3.3400864048236705*pi,3.4314731324471217*pi,0.8780303579677153*pi) q[1];\nu3(3.5411135275712295*pi,2.4812304616281375*pi,4.417189265804418*pi) q[2];\nu3(3.433785374373059*pi,0.3147252312045682*pi,1.8585545850290446*pi) q[3];\nu3(3.373024382892849*pi,2.668011139400851*pi,0.8621122370040109*pi) q[4];\nu3(3.691815371316788*pi,0.04345265288789568*pi,2.4150933220153865*pi) q[5];\nu3(3.956514630816501*pi,0.7015433682779688*pi,1.4726229834353797*pi) q[6];\nu3(3.4120401392087896*pi,2.840061511946466*pi,1.281495253471911*pi) q[7];\nu3(3.4336676977682474*pi,0.11084011341543587*pi,1.4684212937613528*pi) q[8];\nu3(3.5439805590139786*pi,-0.27033779764958565*pi,1.5033491993335941*pi) q[9];\nu3(3.2736189517358003*pi,2.7388824417654316*pi,1.625041418985032*pi) q[10];\nu3(3.605043907554914*pi,0.13119609980197056*pi,2.264613289349276*pi) q[12];\nu3(3.6191168511540637*pi,3.1693154935597483*pi,0.9098744329183917*pi) q[13];\nu3(3.8312161994686895*pi,-0.09360505260204499*pi,3.3560443291463633*pi) q[14];\nu3(3.736249862763428*pi,1.1880537699244176*pi,1.2381821591907802*pi) q[15];\nu3(3.800153690866746*pi,1.0915788587591877*pi,1.982615737600498*pi) q[16];\nRxxyyzz(0.44781495952042016*pi,0.17022242526706172*pi,0.0522250470014497*pi) q[10],q[0];\nRxxyyzz(0.3764771930020102*pi,0.1515634126559161*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.17358380743792967*pi,0.11545881796437918*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.43279749376933996*pi,0.40068573514823846*pi,0.23260229491741247*pi) q[3],q[13];\nRxxyyzz(0.36116827454722966*pi,0.28845148929220543*pi,0.09969059703225597*pi) q[4],q[7];\nRxxyyzz(0.34652362781299084*pi,0.2557567654608388*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.4231237181912695*pi,0.22718137377591135*pi,0.07859189687254864*pi) q[8],q[11];\nRxxyyzz(0.4367035497032694*pi,0.13287055617442978*pi,0.0*pi) q[12],q[14];\nu3(3.579268003436657*pi,2.1272921544152146*pi,0.9518717496577114*pi) q[0];\nu3(3.1974701449653162*pi,3.4928240113530338*pi,4.160348792822541*pi) q[1];\nu3(3.694447113386396*pi,0.07046940436502536*pi,1.4465896782772907*pi) q[2];\nu3(3.72765602727787*pi,-0.35607005588659313*pi,2.952663991867214*pi) q[3];\nu3(3.313695545618244*pi,0.48963235145444783*pi,1.3289571496323835*pi) q[4];\nu3(3.2822490847882797*pi,-0.14149507564591757*pi,0.5559492330201112*pi) q[5];\nu3(3.50861742575694*pi,2.146127152265029*pi,1.4415824858299682*pi) q[6];\nu3(3.263484606614086*pi,3.405119063356824*pi,3.4187110777752876*pi) q[7];\nu3(3.585246568878259*pi,3.0756076160774084*pi,3.2021530124169173*pi) q[8];\nu3(3.126144676454342*pi,-0.40133567887053634*pi,0.5371462497504944*pi) q[9];\nu3(3.7846862869272035*pi,-0.4766708812022862*pi,3.094383708132062*pi) q[10];\nu3(3.736097529408329*pi,3.308827384585409*pi,1.257492807019928*pi) q[11];\nu3(3.4784636814971757*pi,0.26192272902328084*pi,0.6087442647489425*pi) q[12];\nu3(3.552314652108155*pi,0.17685866162075325*pi,4.340773440804305*pi) q[13];\nu3(3.919297983268786*pi,0.8064220708918381*pi,1.0815901828968513*pi) q[14];\nu3(3.401698761516358*pi,0.3133770338592372*pi,1.1215033842802828*pi) q[15];\nRxxyyzz(0.35622690430425996*pi,0.08235093920187353*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.45038185935920005*pi,0.30089303862407424*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.3677031627262399*pi,0.26720656677959187*pi,0.16493702580225783*pi) q[3],q[7];\nRxxyyzz(0.43400914228652054*pi,0.3306200397034502*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4691297764175033*pi,0.4113514741747535*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.4197365809650099*pi,0.33033489421713746*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.4341807614925094*pi,0.13059453075139782*pi,0.05445747713771465*pi) q[9],q[11];\nRxxyyzz(0.31174169184521894*pi,0.18677832645252246*pi,0.0*pi) q[13],q[16];\nu3(3.167550459898818*pi,2.8283855818711685*pi,0.9497250250467504*pi) q[1];\nu3(3.4425286917470257*pi,1.0084702550885702*pi,1.7575078906586228*pi) q[2];\nu3(3.795444803733162*pi,0.05931494225711775*pi,3.24153962753941*pi) q[3];\nu3(3.7050095302213304*pi,0.16992399408456915*pi,0.6728813465500838*pi) q[4];\nu3(3.145505001444845*pi,0.87332060351432*pi,1.417498851900134*pi) q[5];\nu3(3.645700133661495*pi,2.985245855770973*pi,4.444893944265099*pi) q[6];\nu3(3.9377438795215305*pi,-0.08478411254841878*pi,1.6866896157065203*pi) q[7];\nu3(3.3021623044268864*pi,0.578675356740399*pi,1.1813722332443755*pi) q[8];\nu3(3.124053196462979*pi,1.126980828740134*pi,1.7438881620681057*pi) q[9];\nu3(3.7805817836452356*pi,-0.4193876300952448*pi,0.6398305569679283*pi) q[10];\nu3(3.611402175379813*pi,3.2192956879132275*pi,3.1899317283662447*pi) q[11];\nu3(3.800224170632803*pi,2.9162055863685943*pi,1.9490165106397088*pi) q[12];\nu3(0.3005182182516941*pi,2.9035614172756943*pi,1.865733247632008*pi) q[13];\nu3(3.4245565776389126*pi,0.2353256513020774*pi,2.005919061532849*pi) q[14];\nu3(3.346535984827743*pi,1.831315386710341*pi,1.7207542268560654*pi) q[15];\nu3(3.2352200787609013*pi,0.5915909096484473*pi,1.157069459822203*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[6] -> c[4];\nmeasure q[13] -> c[12];\nRxxyyzz(0.3031748086379902*pi,0.14016807576730184*pi,0.04985533777981477*pi) q[0],q[9];\nRxxyyzz(0.3907431410682757*pi,0.32144978570241456*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.42557925376772954*pi,0.2372368741482645*pi,0.06248253892657955*pi) q[11],q[2];\nRxxyyzz(0.40971012793222966*pi,0.17863809749424314*pi,3.9222632671921804*pi) q[3],q[16];\nRxxyyzz(0.3669944477075595*pi,0.04423558591618315*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4298459030665166*pi,0.13457681169590252*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4533413695778794*pi,0.2881792825277627*pi,0.0*pi) q[14],q[15];\nu3(1.3980370537507887*pi,0.22090334511860021*pi,0.9938352227555806*pi) q[0];\nu3(3.1369536914871894*pi,1.9288077712949434*pi,0.5377947026671245*pi) q[1];\nu3(3.344553875929885*pi,-0.42489143960435705*pi,4.143083668009387*pi) q[2];\nu3(3.626877815573622*pi,1.5289790415610667*pi,0.9693609447967004*pi) q[3];\nu3(3.8355461102121238*pi,-0.16174157722079252*pi,2.470356663146551*pi) q[4];\nu3(3.5105938351510257*pi,0.672297268682494*pi,4.238108244141814*pi) q[5];\nu3(3.407007300863039*pi,2.901409710284546*pi,0.6630517326760869*pi) q[7];\nu3(3.2572477313244765*pi,-0.20100691864069486*pi,2.36898044183145*pi) q[8];\nu3(2.7837797193606746*pi,2.5005215022565905*pi,3.601061590676974*pi) q[9];\nu3(3.6689727635239637*pi,0.05538427206958385*pi,4.288769097102242*pi) q[11];\nu3(3.904664301799351*pi,0.7187457844801108*pi,4.196639811783717*pi) q[12];\nu3(3.227443369512784*pi,2.1470522857573173*pi,1.7662153499126148*pi) q[14];\nu3(3.8315915736320516*pi,0.19726043358517265*pi,0.721413076863608*pi) q[15];\nu3(3.3023772958798356*pi,0.198305671890604*pi,2.3742724771075308*pi) q[16];\nmeasure q[7] -> c[1];\nmeasure q[3] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[0] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[15] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[11] -> c[11];\nmeasure q[2] -> c[13];\nmeasure q[1] -> c[14];\nmeasure q[4] -> c[15];\nmeasure q[12] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.655728415269885*pi,2.0974915679920985*pi,2.2835587433478937*pi) q[0];\nu3(3.4457384676555605*pi,2.5961261841849277*pi,3.4074399029822127*pi) q[1];\nu3(3.877964479212108*pi,2.2473268041327197*pi,4.433762072849484*pi) q[2];\nu3(3.7521620912299305*pi,-0.49236653744795833*pi,2.4911569619587715*pi) q[3];\nu3(3.352166811724124*pi,2.9871679776506657*pi,1.075664156416366*pi) q[4];\nu3(3.8358156661212783*pi,3.0161072287203465*pi,1.2136188498798504*pi) q[5];\nu3(3.8102875392634954*pi,0.08993119111980663*pi,1.0702288285551504*pi) q[6];\nu3(3.77425493849858*pi,2.9121705218745064*pi,3.3172601582700425*pi) q[7];\nu3(3.240445794518382*pi,3.1778059662012437*pi,0.7932142737539376*pi) q[8];\nu3(3.4625305749806965*pi,3.292522832235822*pi,1.260604455074653*pi) q[9];\nu3(3.5217845043826204*pi,2.3932760151248598*pi,1.0551884353628362*pi) q[10];\nu3(3.6673029106612627*pi,2.6334293641677915*pi,2.0923718857707003*pi) q[11];\nu3(3.5052025801148563*pi,2.9251578363536894*pi,1.3459527233693618*pi) q[12];\nu3(3.6698505125381056*pi,1.585528424148555*pi,2.121608149787612*pi) q[13];\nu3(3.5942051164843405*pi,0.3415636766823913*pi,3.5320941530853505*pi) q[14];\nu3(3.748409328128151*pi,3.1795613176378104*pi,1.4139339700031412*pi) q[15];\nu3(3.765417279039264*pi,0.26043474752076956*pi,3.3137544333711593*pi) q[16];\nRxxyyzz(0.4119392211870001*pi,0.29340343645051226*pi,0.11947070795538003*pi) q[0],q[11];\nRxxyyzz(0.2894916919714364*pi,0.2673752073243343*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.44676226132464963*pi,0.14728013398562387*pi,0.04686949567337508*pi) q[3],q[9];\nRxxyyzz(0.3603555584982495*pi,0.2848835350834604*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.3369028352695701*pi,0.28748566290088906*pi,3.9128203339731193*pi) q[5],q[16];\nRxxyyzz(0.4687224697674496*pi,0.2013528480356932*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.42590246215139443*pi,0.24842438766937916*pi,3.9550242745563384*pi) q[10],q[15];\nRxxyyzz(0.34304873410158976*pi,0.22675078772501878*pi,0.0*pi) q[12],q[13];\nu3(3.349958212615511*pi,0.6053564397724831*pi,3.942936108375343*pi) q[0];\nu3(3.2625137755716245*pi,2.493918610300163*pi,0.7778439546900149*pi) q[1];\nu3(3.8423942568218616*pi,0.8048591362678863*pi,4.2150423183070025*pi) q[3];\nu3(3.5282972494937055*pi,2.6330903481748855*pi,1.1525545190216748*pi) q[4];\nu3(3.2100735962239137*pi,3.1118452484272736*pi,1.3938788662422332*pi) q[5];\nu3(3.328505797406045*pi,1.9278424001787062*pi,1.7255618378599755*pi) q[6];\nu3(3.8005583980364865*pi,3.4757374525225972*pi,1.4241378226284056*pi) q[7];\nu3(3.632997514124179*pi,2.582124972729068*pi,1.603340826259265*pi) q[8];\nu3(3.2582588030611523*pi,3.2853208146790522*pi,3.823955117906256*pi) q[9];\nu3(3.6852208709619*pi,0.95444191293711*pi,0.651724487389874*pi) q[10];\nu3(3.2370030482435275*pi,-0.1257473627473369*pi,4.356546786209216*pi) q[11];\nu3(3.5572174557372707*pi,0.4456872696657934*pi,1.506894728129936*pi) q[12];\nu3(3.311944253953725*pi,3.4439698792141558*pi,0.6256267426486235*pi) q[13];\nu3(3.5007625351485396*pi,2.421126889050261*pi,1.085830692937445*pi) q[14];\nu3(3.0612478414210793*pi,3.293940305695959*pi,0.7423073768751736*pi) q[15];\nu3(3.740109973112027*pi,2.051522579400533*pi,1.590000411325544*pi) q[16];\nRxxyyzz(0.31468776241535024*pi,0.18898544407370665*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3528641670824094*pi,0.18842381040724288*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.36561700069443004*pi,0.19172299661308956*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4595444102894102*pi,0.426185938207992*pi,0.05294992125065612*pi) q[5],q[7];\nRxxyyzz(0.4771196352312601*pi,0.35438836755040204*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.33182990718696004*pi,0.21098710590090308*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.46048555939223934*pi,0.1642912340720129*pi,0.08154633078577693*pi) q[11],q[12];\nu3(3.7232225679658413*pi,-0.3090073451923811*pi,2.3514680055198838*pi) q[0];\nu3(3.8695667428453673*pi,2.662589843021645*pi,0.8209382699619221*pi) q[1];\nu3(3.352780485577569*pi,-0.07875575588059636*pi,1.8048581672358224*pi) q[2];\nu3(3.4530333083461175*pi,2.9288284710232824*pi,1.6836255651541614*pi) q[3];\nu3(3.744497107271515*pi,2.909001945756216*pi,1.3706917868952209*pi) q[4];\nu3(3.607564652262579*pi,2.8243591648418827*pi,1.85796546411089*pi) q[5];\nu3(3.3377630064094084*pi,3.391204617388235*pi,3.8931933075781306*pi) q[6];\nu3(3.2084947739872276*pi,-0.4663453903662018*pi,2.687321070599663*pi) q[7];\nu3(3.4993212131286695*pi,2.448648049828156*pi,1.3626620179329167*pi) q[8];\nu3(3.570531654814254*pi,3.3827472594407486*pi,1.5055511538855062*pi) q[9];\nu3(3.704312608569774*pi,0.4222643627465694*pi,0.9202214563727049*pi) q[11];\nu3(3.2573098061201504*pi,1.4653477330015203*pi,3.7583969216125066*pi) q[12];\nu3(3.073331185160103*pi,3.3676011228432623*pi,0.9476859727868416*pi) q[13];\nu3(3.598751661064005*pi,3.0035511154765775*pi,0.9368525890989505*pi) q[16];\nRxxyyzz(0.4111832677809997*pi,0.3215617751975396*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4246073740824603*pi,0.1495071782602011*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4520425003084997*pi,0.35243212166822036*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.33810945686923954*pi,0.22173255976193929*pi,0.05572659193548901*pi) q[4],q[12];\nRxxyyzz(0.37245085501781816*pi,0.15358102055649614*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.36466979918904974*pi,0.34423696064105425*pi,3.9530685572662603*pi) q[16],q[7];\nRxxyyzz(0.37308290072315475*pi,0.3081307512870961*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.3822094873286402*pi,0.2729442394342742*pi,3.960892748552821*pi) q[10],q[11];\nu3(3.4637582020272837*pi,1.8720717357730456*pi,1.1441863167874877*pi) q[0];\nu3(3.5198521305287196*pi,0.04028290202233897*pi,0.7935940419729104*pi) q[1];\nu3(3.3278933220131233*pi,3.024484046328471*pi,0.6535100660434325*pi) q[2];\nu3(3.403875356121279*pi,-0.3335447653133231*pi,0.9707541050578204*pi) q[3];\nu3(3.2851944700458633*pi,3.3296021404808465*pi,1.146833200641114*pi) q[4];\nu3(3.559122114776259*pi,1.0438658336441309*pi,1.4036757552628703*pi) q[5];\nu3(3.6122855327861823*pi,2.316410513115636*pi,1.9284128996306351*pi) q[7];\nu3(3.0097934047778048*pi,2.9642549132138236*pi,4.132154335286078*pi) q[8];\nu3(3.552481712521565*pi,3.3818148030701574*pi,3.8411232910999886*pi) q[9];\nu3(3.8445406305185355*pi,0.5492909709199583*pi,1.3534061272184297*pi) q[10];\nu3(3.6761776583959818*pi,-0.1585426208999548*pi,1.667368734525473*pi) q[11];\nu3(3.7490305672319013*pi,3.354716502444298*pi,3.719610898030008*pi) q[12];\nu3(3.55699590279979*pi,2.766132060124258*pi,1.8550264162439007*pi) q[13];\nu3(3.5531519186386533*pi,0.756606605471263*pi,2.0405358323842018*pi) q[14];\nu3(3.7750450207862434*pi,2.2052777435992708*pi,1.2564243912963844*pi) q[15];\nu3(3.5226990543270538*pi,1.906017647814064*pi,0.63864273392758*pi) q[16];\nRxxyyzz(0.30560434316191964*pi,0.27411425168658*pi,3.874146340456351*pi) q[0],q[15];\nRxxyyzz(0.4751603180177496*pi,0.3102111358879829*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.36585874485736947*pi,0.3274306386496973*pi,3.92410520862454*pi) q[2],q[12];\nRxxyyzz(0.42698804639382004*pi,0.23578999364780906*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.40848883893331955*pi,0.19240148098993537*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3476832418585105*pi,0.30521617201214113*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4438317020784096*pi,0.25994436670159743*pi,0.06298253499873555*pi) q[13],q[14];\nu3(3.862252293281511*pi,2.2136610672914667*pi,0.610364713394659*pi) q[0];\nu3(3.6698822137348057*pi,3.3150800215628933*pi,4.208329323093443*pi) q[1];\nu3(3.580849097021746*pi,3.023080986863306*pi,2.248415258951661*pi) q[2];\nu3(3.9079257750732066*pi,0.8614487730341556*pi,1.522395750449725*pi) q[3];\nu3(3.707661311593517*pi,-0.26920498161984463*pi,2.07349878024307*pi) q[4];\nu3(3.268561142458648*pi,2.448140903004963*pi,0.690727722233633*pi) q[6];\nu3(3.2238081981547424*pi,-0.21427006920191138*pi,1.859027989612505*pi) q[7];\nu3(3.2646094203255895*pi,-0.49156540956725625*pi,1.3987654396189315*pi) q[9];\nu3(3.704943808780422*pi,2.2157081976555832*pi,1.4053190034610339*pi) q[10];\nu3(3.5746144696252338*pi,-0.39591785403439317*pi,2.1745521396169973*pi) q[12];\nu3(3.4888130956468157*pi,2.901400324780253*pi,1.6567225439616382*pi) q[13];\nu3(3.9008417737679224*pi,-0.028760978481049193*pi,2.0275668174129677*pi) q[14];\nu3(3.4941116695058647*pi,3.424350249560661*pi,3.6367362182743532*pi) q[15];\nu3(3.7811327697931456*pi,0.25777719401481947*pi,1.909672025853982*pi) q[16];\nRxxyyzz(0.43443169625884004*pi,0.3267393296308189*pi,3.8738398960944*pi) q[16],q[0];\nRxxyyzz(0.41567243159842027*pi,0.19670028953329877*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.367773661725468*pi,0.11979348746931784*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.38869523143316986*pi,0.19399855615253236*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.39647841626920066*pi,0.22670516078171765*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4503373436139694*pi,0.35618152051145824*pi,3.9074858668824604*pi) q[12],q[7];\nRxxyyzz(0.46085790691991957*pi,0.20758624492876987*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3815557346961992*pi,0.27030560825696703*pi,3.94301171510062*pi) q[15],q[14];\nu3(3.261970259536967*pi,3.1654860986112854*pi,1.2489562396842122*pi) q[0];\nu3(3.5036287375264927*pi,2.2382275092530524*pi,1.140274451500309*pi) q[1];\nu3(3.1762693209690176*pi,0.22268631218268298*pi,1.3409415646892915*pi) q[2];\nu3(3.812152841931437*pi,-0.006664753848004135*pi,2.181737187678177*pi) q[3];\nu3(3.558913004505047*pi,0.9435393293290966*pi,1.578634429224954*pi) q[4];\nu3(3.398630322870379*pi,2.8694399681786544*pi,2.0308480907826145*pi) q[5];\nu3(3.0822464676685235*pi,1.0612649452332934*pi,0.678904366867555*pi) q[6];\nu3(3.2300234117674664*pi,1.085264246437489*pi,0.5616919920295222*pi) q[7];\nu3(3.2483932603268046*pi,3.0869979048418905*pi,3.957314375334506*pi) q[8];\nu3(3.4960543203989967*pi,-0.3320230093453204*pi,4.441437273745825*pi) q[9];\nu3(3.5846341966177397*pi,0.09685608808288637*pi,0.6428012794173983*pi) q[10];\nu3(3.630092383745184*pi,-0.12626973358329474*pi,2.486405388633025*pi) q[12];\nu3(3.2222884986732723*pi,2.6843681257733345*pi,1.269228020819429*pi) q[13];\nu3(3.5548400190346876*pi,2.817611306592082*pi,1.8662566453484213*pi) q[14];\nu3(3.4546027875194913*pi,0.07428222004835616*pi,1.278300445395698*pi) q[15];\nu3(3.505307562606974*pi,0.10510395598069078*pi,1.67622805417545*pi) q[16];\nRxxyyzz(0.39357743816584023*pi,0.2705436231331068*pi,3.94702839040756*pi) q[0],q[13];\nRxxyyzz(0.43479290651433006*pi,0.3572754020422563*pi,0.05591427662458049*pi) q[2],q[5];\nRxxyyzz(0.33244292594917996*pi,0.165262301087147*pi,3.8855476156865*pi) q[3],q[6];\nRxxyyzz(0.38563713207260986*pi,0.18378113085681003*pi,0.1264474710903193*pi) q[4],q[7];\nRxxyyzz(0.4486663559458003*pi,0.058938461382831986*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.41157757553993957*pi,0.35466230914727453*pi,0.22245860039035567*pi) q[9],q[15];\nRxxyyzz(0.2547018743020998*pi,0.24561993632621704*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.35067932563559034*pi,0.1769940521696276*pi,0.0*pi) q[16],q[14];\nu3(3.755945027682205*pi,0.7381877277027806*pi,0.6888105604368193*pi) q[0];\nu3(3.6785510755777087*pi,0.5362815625741117*pi,4.205602610466054*pi) q[2];\nu3(3.8620558064608153*pi,2.311521762247035*pi,0.9600901201399299*pi) q[3];\nu3(3.8349415351651897*pi,-0.27852117044166996*pi,0.7099559002998994*pi) q[4];\nu3(3.6156222267334597*pi,2.7122078118919246*pi,3.387117579537148*pi) q[5];\nu3(3.7021035152047777*pi,2.189169233555818*pi,1.4883669107269726*pi) q[6];\nu3(3.1825915263247566*pi,1.0366388912790123*pi,0.5318826497475068*pi) q[7];\nu3(3.5627766655258277*pi,1.4377057978233827*pi,2.0951608418300594*pi) q[8];\nu3(3.396381099126725*pi,2.5165604735305247*pi,3.705373364820914*pi) q[9];\nu3(3.4781072371627397*pi,1.2203026262637962*pi,1.6650738706444637*pi) q[10];\nu3(3.377563878857987*pi,3.2377228540162823*pi,1.0690795058478537*pi) q[11];\nu3(3.437284771893684*pi,3.277339724189785*pi,2.3546276993554596*pi) q[12];\nu3(3.393324430952503*pi,2.4850510031779836*pi,1.1463271659249767*pi) q[13];\nu3(3.6355680062835782*pi,3.129909166402621*pi,2.053170456801683*pi) q[14];\nu3(3.686094865184029*pi,2.755781710256511*pi,4.038987996995425*pi) q[15];\nu3(3.623395124669444*pi,2.21023351883689*pi,1.6568701829637749*pi) q[16];\nRxxyyzz(0.4221757908838252*pi,0.26793600868604006*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4352562473228501*pi,0.2712596858626762*pi,0.04857341361277252*pi) q[9],q[1];\nRxxyyzz(0.44604234013656274*pi,0.29550821688228646*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4578248977214998*pi,0.38765937780617854*pi,0.17222036859943357*pi) q[3],q[11];\nRxxyyzz(0.45020073290140994*pi,0.40962796834919013*pi,0.11557269444385998*pi) q[4],q[6];\nRxxyyzz(0.3526207561657096*pi,0.1328038005951262*pi,3.8774107502863395*pi) q[5],q[8];\nRxxyyzz(0.47606538238879026*pi,0.16324302833181936*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.3501954316396999*pi,0.28895599313932907*pi,0.0*pi) q[13],q[16];\nu3(3.678124321550535*pi,-0.2564562624165968*pi,0.8054772965007997*pi) q[0];\nu3(3.640851397029943*pi,-0.3088535621490701*pi,2.1780399182540213*pi) q[1];\nu3(3.1017171943936472*pi,0.9453021232672807*pi,1.4364802702612935*pi) q[2];\nu3(3.380176189492969*pi,0.15880619572850474*pi,4.242304083428895*pi) q[3];\nu3(3.5619402729732665*pi,0.15272053167800603*pi,4.193816138527698*pi) q[4];\nu3(3.4169610551723535*pi,2.552583970258424*pi,3.667596067666402*pi) q[5];\nu3(3.6340082079558367*pi,1.4093032307512785*pi,4.474268538802909*pi) q[6];\nu3(3.536115985980841*pi,2.219950091920289*pi,1.9828111819773862*pi) q[7];\nu3(3.5466964135590953*pi,0.136564706785252*pi,0.5272482959850144*pi) q[8];\nu3(3.077436554585974*pi,3.456931696389698*pi,3.224465187172866*pi) q[9];\nu3(3.648352322247591*pi,-0.04659803221647951*pi,4.373361730601946*pi) q[10];\nu3(3.7109015098897284*pi,3.4387569111374*pi,0.8585795027178988*pi) q[11];\nu3(3.706907546309382*pi,0.7695043003598183*pi,1.7552596432435887*pi) q[13];\nu3(3.385984235296807*pi,0.8668180754567993*pi,1.4553843263317088*pi) q[14];\nu3(3.11819433268402*pi,-0.054242817578448954*pi,2.2573821071204363*pi) q[15];\nu3(3.7944198202709787*pi,3.4760542901073923*pi,2.2971491852374064*pi) q[16];\nRxxyyzz(0.4709814170016803*pi,0.14664770311747244*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.3723045573627602*pi,0.30552541620007423*pi,0.05928425776747817*pi) q[1],q[8];\nRxxyyzz(0.3577854709904492*pi,0.24456352888880262*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.48147535920070006*pi,0.35432916223984945*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4042866327718095*pi,0.15260329121900398*pi,3.93212716495775*pi) q[9],q[6];\nRxxyyzz(0.4285679450109097*pi,0.20146243122077354*pi,0.07759865807711262*pi) q[7],q[15];\nRxxyyzz(0.47328930190621155*pi,0.26644212592205374*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.4001921024648183*pi,0.14476632893262575*pi,0.0*pi) q[14],q[12];\nu3(3.417963865404986*pi,3.18478583114746*pi,2.0487589840398868*pi) q[0];\nu3(3.790015360867858*pi,-0.02416517412430408*pi,4.274152811030092*pi) q[1];\nu3(3.4691840302504167*pi,3.2988382429858847*pi,1.918050854932356*pi) q[3];\nu3(3.572306966370847*pi,0.4211966657420545*pi,1.1983074859651826*pi) q[4];\nu3(3.283066078630643*pi,3.3399814333847*pi,1.533971836635538*pi) q[5];\nu3(3.2605526469489146*pi,1.027246574233187*pi,0.6206840286424402*pi) q[6];\nu3(3.4056011160217183*pi,0.5892148678393334*pi,0.539245545959405*pi) q[7];\nu3(3.4245877816246866*pi,0.5808132501807453*pi,0.9382972595187191*pi) q[8];\nu3(3.6315404048566595*pi,3.134463514156853*pi,0.8857332711813015*pi) q[9];\nu3(3.9881127675395116*pi,-0.03378358208411125*pi,0.7928420067262545*pi) q[10];\nu3(3.7448679987550397*pi,2.171874397426008*pi,1.595367211723222*pi) q[11];\nu3(3.191354437962289*pi,2.0322154308813944*pi,1.1066791596018208*pi) q[12];\nu3(3.542866501748841*pi,-0.24445995949527954*pi,0.9480014475100966*pi) q[13];\nu3(3.281514010108074*pi,-0.35355343592440014*pi,1.1659252949187338*pi) q[14];\nu3(3.6037388991676624*pi,-0.022274962910583895*pi,3.5372134682610006*pi) q[15];\nu3(3.510160344087367*pi,-0.39693622137627027*pi,3.633956698567268*pi) q[16];\nRxxyyzz(0.45243566861124*pi,0.33501182020073783*pi,3.8854670114277803*pi) q[1],q[3];\nRxxyyzz(0.4480294010101998*pi,0.2909416834143283*pi,0.05874101670429607*pi) q[11],q[2];\nRxxyyzz(0.38017374522000313*pi,0.22654968836572734*pi,3.8945968573022665*pi) q[4],q[10];\nRxxyyzz(0.44090383510727704*pi,0.32557245299468374*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.32892718359491024*pi,0.32258758680142474*pi,3.8610367413406497*pi) q[15],q[6];\nRxxyyzz(0.39055572492550017*pi,0.2854455249512652*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4631386040539004*pi,0.25623727215678316*pi,0.0*pi) q[9],q[16];\nu3(3.27986464717295*pi,0.2936446818183014*pi,1.888914887484045*pi) q[1];\nu3(3.3155393021055852*pi,0.39178185001970167*pi,4.261618040531773*pi) q[2];\nu3(3.6695454926474147*pi,3.4479024980941526*pi,1.0574438519044231*pi) q[3];\nu3(3.553943396825435*pi,0.04698073523115753*pi,2.0537223710421078*pi) q[4];\nu3(3.761992280331943*pi,-0.018428144710869565*pi,0.6638431880213922*pi) q[5];\nu3(3.5174249884451902*pi,3.4449754213065926*pi,0.8107820419805674*pi) q[6];\nu3(3.419526375473793*pi,0.37385323505099743*pi,2.1444056849432807*pi) q[7];\nu3(3.022250398345747*pi,3.192699983348041*pi,1.0225172865074459*pi) q[8];\nu3(3.6326351083182966*pi,2.977268305814577*pi,1.6044412384095579*pi) q[9];\nu3(3.290066728306374*pi,2.0934989966062423*pi,0.834566280332198*pi) q[10];\nu3(3.341280321632315*pi,-0.013402882189293086*pi,1.4344962683016498*pi) q[11];\nu3(3.2307218902803667*pi,2.579698175101865*pi,0.5049194753765933*pi) q[13];\nu3(3.231426439375837*pi,-0.33061365505124174*pi,2.3643621709967175*pi) q[15];\nu3(3.3144202062717127*pi,1.011398683568417*pi,1.0334695523053348*pi) q[16];\nRxxyyzz(0.3984781134811698*pi,0.24831937621091082*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3522839554628394*pi,0.22349663979561463*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.2634494598300392*pi,0.18914673613654243*pi,0.0626739251567372*pi) q[5],q[3];\nRxxyyzz(0.3250083903302192*pi,0.22611906303251827*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.45149050653170975*pi,0.3441982409513181*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.40168975846557986*pi,0.17768042386947513*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.34268500561431986*pi,0.1435737542407174*pi,3.939012693439059*pi) q[13],q[14];\nu3(3.3035722274523467*pi,2.3762535669639124*pi,2.326234199654114*pi) q[0];\nu3(3.511792286794514*pi,-0.21229853827997647*pi,0.8940009425354896*pi) q[1];\nu3(3.549978633330708*pi,3.1821660122231616*pi,0.6480638459821373*pi) q[2];\nu3(3.5130911793201296*pi,0.875436347917129*pi,4.200512956683563*pi) q[3];\nu3(3.9050820642789583*pi,3.4935533668763923*pi,3.982132573211943*pi) q[5];\nu3(3.1273738359694656*pi,3.067644004136878*pi,2.319297534442043*pi) q[6];\nu3(3.580662627063226*pi,-0.32915780303789555*pi,0.9074672672829966*pi) q[7];\nu3(3.187810468923319*pi,0.05423320486909189*pi,1.7829035258374404*pi) q[8];\nu3(3.706445250591769*pi,2.804802756198579*pi,1.651862801300795*pi) q[11];\nu3(3.105767107943392*pi,2.2625636987317512*pi,2.4311733958166464*pi) q[12];\nu3(3.6040846680923364*pi,2.9727497826721896*pi,0.6741297243111704*pi) q[13];\nu3(3.6773113527909485*pi,2.6490795403535117*pi,1.1195877726821934*pi) q[14];\nu3(3.6367342097401485*pi,0.26233797479989474*pi,4.328074119454076*pi) q[15];\nu3(3.726704082334147*pi,0.44785048939970906*pi,2.1725653402746814*pi) q[16];\nRxxyyzz(0.428541551893959*pi,0.3310973903954565*pi,3.94712219336863*pi) q[3],q[0];\nRxxyyzz(0.45410080591575996*pi,0.23230785998837966*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.3417232586856597*pi,0.19496132900548968*pi,3.939473869432769*pi) q[2],q[8];\nRxxyyzz(0.4652797675097883*pi,0.24264706685658255*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3662513391157295*pi,0.30734139228655527*pi,0.10654747384519753*pi) q[7],q[9];\nRxxyyzz(0.21663381397580983*pi,0.08787474322148148*pi,0.0*pi) q[12],q[14];\nRxxyyzz(0.4712295955654402*pi,0.376986869317273*pi,0.0*pi) q[15],q[16];\nu3(3.551016754001254*pi,-0.4642485334654144*pi,2.3304650708776453*pi) q[0];\nu3(3.0980483618422605*pi,0.44320102478187184*pi,1.4269809061979166*pi) q[1];\nu3(3.5496975002995743*pi,0.6769708979914588*pi,0.7350741264988427*pi) q[2];\nu3(3.8920981863628072*pi,2.643167876762212*pi,2.3314289953686593*pi) q[3];\nu3(3.152704894144532*pi,3.3435312008293234*pi,2.2601955820264483*pi) q[4];\nu3(3.132599372870386*pi,3.410712531320896*pi,1.2241024441770785*pi) q[5];\nu3(3.4017274513711673*pi,2.1066435309915477*pi,3.930770782674214*pi) q[7];\nu3(3.3151840567366744*pi,-0.3773729624403723*pi,1.581494252613483*pi) q[8];\nu3(3.6867845061763203*pi,2.8024746545129844*pi,3.762472133530475*pi) q[9];\nu3(3.7781619843022507*pi,-0.4077250685452163*pi,1.1293225959681346*pi) q[10];\nu3(3.697251570213414*pi,3.2493203994333424*pi,2.0220032843528717*pi) q[12];\nu3(3.364084902937688*pi,2.844516295606468*pi,2.060444968109095*pi) q[14];\nu3(3.331140512543346*pi,2.256700785602683*pi,4.309180436022665*pi) q[15];\nu3(3.4284044613617968*pi,2.1399659764684444*pi,0.8324151465066267*pi) q[16];\nRxxyyzz(0.37861410716114396*pi,0.20059966801841433*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.4065694504291918*pi,0.2805895797005835*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.42906829453076367*pi,0.23885377565642563*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.45996723066437*pi,0.2247866406645888*pi,3.9352940593370604*pi) q[4],q[12];\nRxxyyzz(0.47842135516867756*pi,0.37902400564984084*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3487894474986105*pi,0.24200303134659784*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.36959187652578585*pi,0.1000444309525157*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.38338881949067005*pi,0.25523452479769004*pi,0.08500414564444168*pi) q[9],q[16];\nu3(3.2682759371582453*pi,2.6380824258697797*pi,1.339670570615531*pi) q[0];\nu3(3.6542073889612587*pi,-0.3643299401766127*pi,0.9907495043234844*pi) q[1];\nu3(3.2732600271801964*pi,-0.4696203289130406*pi,1.3191503924010162*pi) q[2];\nu3(3.4481954728924196*pi,0.8505774761626272*pi,1.3169794406418662*pi) q[3];\nu3(3.6437631183783115*pi,2.0932472730914733*pi,2.374253735975643*pi) q[4];\nu3(3.414670112447159*pi,1.7326337466253938*pi,0.5289404810010184*pi) q[5];\nu3(3.376190938784586*pi,2.188017415626113*pi,1.0439167673731862*pi) q[6];\nu3(3.321503092774399*pi,2.7312356139287646*pi,0.7453245590701545*pi) q[7];\nu3(3.792165597983394*pi,-0.0439717479831106*pi,2.400701507253876*pi) q[8];\nu3(3.2261643984208312*pi,3.3269394155270904*pi,1.9856298302156548*pi) q[9];\nu3(3.4593100817973856*pi,2.600004563138087*pi,1.7204187692237105*pi) q[10];\nu3(3.652242809362227*pi,3.016810194720458*pi,0.7472429665588545*pi) q[11];\nu3(3.562739963840031*pi,-0.48135067651020136*pi,1.9297212228334333*pi) q[12];\nu3(3.684351656578904*pi,3.1679228159377306*pi,0.5954666225877084*pi) q[14];\nu3(3.9635988799851027*pi,2.7214868116500748*pi,2.3496167975592406*pi) q[15];\nu3(3.518591306192849*pi,-0.34695882392312616*pi,3.154459114622245*pi) q[16];\nRxxyyzz(0.3805562123104699*pi,0.17065355711252997*pi,0.05303983183628159*pi) q[0],q[8];\nRxxyyzz(0.42593643839423*pi,0.2893934547683341*pi,3.94855556155873*pi) q[7],q[2];\nRxxyyzz(0.42509574968156005*pi,0.20261064737280698*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.36595510282887*pi,0.25366973404389975*pi,3.89096886908253*pi) q[4],q[5];\nRxxyyzz(0.44852409528871995*pi,0.26830358518800246*pi,3.8111463392311595*pi) q[13],q[6];\nRxxyyzz(0.41703085898770986*pi,0.18483543444886585*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.24074438955830857*pi,0.14048734457337553*pi,0.0*pi) q[12],q[16];\nu3(3.3859612330078583*pi,-0.31791829824562406*pi,3.9293279163631447*pi) q[0];\nu3(3.6637594303496317*pi,2.891989022481951*pi,1.5786581212740494*pi) q[2];\nu3(3.385891249764671*pi,3.431153793580557*pi,2.3628007336330605*pi) q[3];\nu3(3.2267177742527835*pi,2.956871810691044*pi,2.0110497265466494*pi) q[4];\nu3(3.163707358918361*pi,2.873163723500451*pi,1.3154069812171425*pi) q[5];\nu3(3.237018840258288*pi,3.149141760079263*pi,1.3751841889164602*pi) q[6];\nu3(3.4376632880505404*pi,-0.2246374511496102*pi,1.090511880034727*pi) q[7];\nu3(3.1886861199412735*pi,2.272597106722425*pi,1.2082521456226516*pi) q[8];\nu3(3.064159980125628*pi,2.2932241103342164*pi,2.09135641526358*pi) q[9];\nu3(3.6115560927761643*pi,-0.4220059305842274*pi,1.537580691259297*pi) q[12];\nu3(3.2952274060744355*pi,2.531140134557465*pi,2.285693346965808*pi) q[13];\nu3(3.5464804033572026*pi,3.3715693247868637*pi,0.9045282302540998*pi) q[14];\nu3(3.4624956378762324*pi,2.3596654141809505*pi,0.6600936243177641*pi) q[15];\nu3(3.5595312775856454*pi,3.370171157205897*pi,0.6081323392277826*pi) q[16];\nRxxyyzz(0.44828147139898344*pi,0.33861384625566593*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3380842689148097*pi,0.21768906856902337*pi,3.92601595596377*pi) q[13],q[1];\nRxxyyzz(0.41037886123906553*pi,0.14986583336181258*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4007512595796398*pi,0.24802286861923095*pi,3.8794944122627903*pi) q[4],q[12];\nRxxyyzz(0.40960384693160024*pi,0.34696448111736805*pi,3.91872793790675*pi) q[9],q[5];\nRxxyyzz(0.45017414866974204*pi,0.25062734980387*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4528252779056794*pi,0.34148923618115523*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4363914638483003*pi,0.3465094697889679*pi,0.10029159505454076*pi) q[15],q[10];\nu3(3.642719626058859*pi,3.2104997245829487*pi,1.8648303359008038*pi) q[0];\nu3(3.1560315703492092*pi,-0.17440077632748652*pi,1.9311736939628479*pi) q[1];\nu3(3.849935447712553*pi,3.4518226549907896*pi,1.1442767141452022*pi) q[2];\nu3(3.9488315207559714*pi,0.3775919467798696*pi,4.45884460285353*pi) q[3];\nu3(3.5960281361799504*pi,0.006631935423284441*pi,1.9051480769448066*pi) q[4];\nu3(3.4479288048045467*pi,2.0085979493997357*pi,0.9552257731957621*pi) q[5];\nu3(3.8199347470855916*pi,2.6509481881558514*pi,4.486730496250665*pi) q[6];\nu3(3.580237431526577*pi,0.037683140670821125*pi,0.8919374730629726*pi) q[7];\nu3(3.7337425102170245*pi,3.302499902577226*pi,1.1914826588295453*pi) q[8];\nu3(3.674486289116304*pi,0.24810880508657074*pi,0.5313643031168516*pi) q[9];\nu3(3.462978817678948*pi,-0.037571393554463206*pi,1.6699013813436903*pi) q[10];\nu3(3.3798902489085565*pi,0.40750464709865564*pi,4.499155721761376*pi) q[11];\nu3(3.5235606523904854*pi,0.06679394356942314*pi,2.145634608858312*pi) q[12];\nu3(3.422205071325413*pi,1.7890782610487777*pi,0.8998730994555797*pi) q[13];\nu3(3.5552173697569174*pi,3.384137573780237*pi,0.6555342740475693*pi) q[14];\nu3(3.677887272974817*pi,2.851133512075297*pi,1.753761948547822*pi) q[15];\nRxxyyzz(0.3614240671482398*pi,0.2425290523548922*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.3527764330889108*pi,0.07091911244662441*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.3670723651231295*pi,0.22234049223918403*pi,3.9400570981521206*pi) q[7],q[2];\nRxxyyzz(0.3773411358429595*pi,0.22450116065023618*pi,0.15947995366908194*pi) q[15],q[4];\nRxxyyzz(0.3514218699115901*pi,0.10760654566862282*pi,0.08194007071411047*pi) q[5],q[14];\nRxxyyzz(0.44530395376897974*pi,0.23327960810052684*pi,3.90210027769642*pi) q[11],q[8];\nRxxyyzz(0.46586409856501987*pi,0.19096013661785216*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.3812512030187996*pi,0.2588960909943205*pi,0.1682586171165122*pi) q[12],q[10];\nu3(3.5330771620320194*pi,3.4656686989065104*pi,0.5879640190167574*pi) q[0];\nu3(3.546134994421292*pi,1.9024714207185052*pi,1.1117609345328063*pi) q[1];\nu3(3.111923717237496*pi,1.767955747719732*pi,2.368071109169452*pi) q[2];\nu3(3.34033881680483*pi,2.731974424905168*pi,1.9818303558863566*pi) q[3];\nu3(3.164522249527893*pi,-0.3164119654392744*pi,0.6504488882174018*pi) q[4];\nu3(3.1869032148787877*pi,0.29673521307200434*pi,4.408954636662983*pi) q[5];\nu3(3.700185329147755*pi,0.42958449427729906*pi,1.357123174233691*pi) q[6];\nu3(3.5490940922272296*pi,0.3262758031912324*pi,2.1563870794176383*pi) q[7];\nu3(3.030731376354453*pi,1.2165237997954443*pi,2.333644364277987*pi) q[8];\nu3(3.3925592668578908*pi,0.3560979233063244*pi,2.123928757914923*pi) q[9];\nu3(3.3953878694811004*pi,-0.07866905814781255*pi,3.4178993289952313*pi) q[10];\nu3(3.4650863735516992*pi,0.7419351233755274*pi,1.746533387856006*pi) q[11];\nu3(3.14438506989304*pi,2.5414353043565856*pi,4.472492611646788*pi) q[12];\nu3(3.4554634072381942*pi,3.311361871988582*pi,0.9958644421487843*pi) q[13];\nu3(3.5856165708886287*pi,3.0293928590113537*pi,0.6964761262079674*pi) q[14];\nu3(3.5912629296460175*pi,1.9081481977728343*pi,0.8398861629092573*pi) q[15];\nRxxyyzz(0.419707772441237*pi,0.2585284766897563*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4392769385165197*pi,0.16700644190997826*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4518595061957651*pi,0.2762449654844208*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3655103475982172*pi,0.20489429132299358*pi,0.04822606689915962*pi) q[7],q[3];\nRxxyyzz(0.36828797813096964*pi,0.16403909633329578*pi,0.065694849446517*pi) q[5],q[12];\nRxxyyzz(0.41090535784532034*pi,0.121765408056966*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3913299929562396*pi,0.31023080083579657*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.3897999034872997*pi,0.21323380580954499*pi,3.85627073615185*pi) q[15],q[14];\nu3(3.4513155041007746*pi,3.029119756247198*pi,1.2403835615420244*pi) q[0];\nu3(3.388621489613626*pi,2.9913321538582*pi,0.7768869161397549*pi) q[1];\nu3(3.702423412621471*pi,0.28756263455565*pi,1.2013148846343578*pi) q[2];\nu3(3.735125283672554*pi,0.8052041219495065*pi,3.3360796038862133*pi) q[3];\nu3(3.4380928169359293*pi,-0.3454402018061412*pi,3.924884425789556*pi) q[4];\nu3(3.2167239453453718*pi,-0.15990634424045913*pi,3.595050612198422*pi) q[5];\nu3(3.925045669935088*pi,0.3838162510812233*pi,1.6309249347857782*pi) q[6];\nu3(3.73009893268509*pi,-0.37366922081888915*pi,1.850274247526056*pi) q[7];\nu3(3.5305868283531234*pi,3.4091026170689216*pi,0.8984764559332108*pi) q[8];\nu3(3.431266897210357*pi,1.4417842456800254*pi,1.5355489430264684*pi) q[9];\nu3(3.411227425565959*pi,1.1301961225903603*pi,1.1799327270583126*pi) q[10];\nu3(3.4440424273960804*pi,0.688787897452074*pi,2.023916115070697*pi) q[11];\nu3(3.6350683269865383*pi,2.8878821523710148*pi,3.9484026283264804*pi) q[12];\nu3(3.301402778497064*pi,-0.3478020961674807*pi,1.189375273845517*pi) q[14];\nu3(3.263822779900118*pi,3.2866563035261387*pi,1.3869953086563322*pi) q[15];\nu3(3.4250328530000016*pi,-0.20484685044366469*pi,3.9591317095475382*pi) q[16];\nmeasure q[7] -> c[3];\nmeasure q[3] -> c[12];\nmeasure q[8] -> c[13];\nRxxyyzz(0.4624939612708697*pi,0.2311462774030908*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3733205623178597*pi,0.09790719230698408*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.34137330729046994*pi,0.2432345049667899*pi,0.11255915470541389*pi) q[15],q[2];\nRxxyyzz(0.45055712060930014*pi,0.27460342617750694*pi,0.074276602302951*pi) q[11],q[4];\nRxxyyzz(0.4117405752604399*pi,0.0527927062750442*pi,0.044158336136292366*pi) q[5],q[14];\nRxxyyzz(0.47319323341224484*pi,0.35838590150516436*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.46807271540454*pi,0.29555195808808565*pi,0.0*pi) q[12],q[10];\nu3(3.1166563526882975*pi,-0.3501873492037326*pi,1.101200752826499*pi) q[0];\nu3(3.6233920221101994*pi,2.1823572832860014*pi,1.9394452649976097*pi) q[1];\nu3(2.6369766891777067*pi,3.34747664003113*pi,0.5541750965561384*pi) q[2];\nu3(3.350994676538901*pi,1.314187906087696*pi,3.1938390067144438*pi) q[4];\nu3(3.6365343782090442*pi,2.9330341326763523*pi,1.5995656224249748*pi) q[5];\nu3(3.6463527085707237*pi,-0.45003479673422403*pi,2.436350233442317*pi) q[6];\nu3(3.0740569278277157*pi,3.463827843535171*pi,0.5907242566336284*pi) q[9];\nu3(3.6854356023584236*pi,3.087132501227334*pi,0.9149026671107183*pi) q[10];\nu3(3.704036222378326*pi,3.491037743715879*pi,1.0880799615928163*pi) q[11];\nu3(3.601808947016884*pi,2.6481891623399356*pi,1.7028885626629195*pi) q[12];\nu3(3.7544513204201655*pi,1.1272950518079359*pi,1.8029079728127453*pi) q[13];\nu3(3.845254302553019*pi,2.960214665140432*pi,1.8350845283829882*pi) q[14];\nu3(1.5536594083462023*pi,2.4983428799378506*pi,1.1541146809132024*pi) q[15];\nu3(3.4294607876769794*pi,3.1492995742507657*pi,2.0229786252952078*pi) q[16];\nmeasure q[15] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[11] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[9] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[16] -> c[9];\nmeasure q[2] -> c[10];\nmeasure q[14] -> c[11];\nmeasure q[12] -> c[14];\nmeasure q[4] -> c[15];\nmeasure q[10] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.8196281425048437*pi,2.002727943464495*pi,3.9200635204072345*pi) q[0];\nu3(3.204076677545471*pi,0.26592873642019854*pi,4.284297695941551*pi) q[1];\nu3(3.2344349241784527*pi,0.09332958112542156*pi,4.089654763613236*pi) q[2];\nu3(3.2272359867610336*pi,-0.03644104620303151*pi,2.1105761768661306*pi) q[3];\nu3(3.5051049885947005*pi,-0.21631355364549537*pi,2.7209398218073657*pi) q[4];\nu3(3.0600806784875263*pi,2.3789894497108*pi,0.9133229083648753*pi) q[5];\nu3(3.373657064141789*pi,-0.35618766107858335*pi,2.1799671954518*pi) q[6];\nu3(3.70428804614406*pi,0.7720270572326324*pi,0.9459906431994312*pi) q[7];\nu3(3.7168001577070267*pi,0.3765225655134157*pi,1.5975124220941201*pi) q[8];\nu3(3.378174813886981*pi,-0.44062584442295116*pi,1.579986288606472*pi) q[9];\nu3(3.8107252966124627*pi,-0.2048054011064575*pi,2.5954826461639544*pi) q[10];\nu3(3.551334503647257*pi,0.12375829025581875*pi,2.8933818188845724*pi) q[11];\nu3(3.1344908163448357*pi,3.226510885662203*pi,0.5357295498568118*pi) q[12];\nu3(3.5143740487773467*pi,3.3626337257259227*pi,1.3737737577543587*pi) q[13];\nu3(3.3731716752155867*pi,3.366130370582482*pi,4.449652054754182*pi) q[14];\nu3(3.4144809427490546*pi,0.27777192149885854*pi,1.5614258681027993*pi) q[15];\nu3(3.4881875273105405*pi,-0.4238646666243202*pi,1.4386473075872792*pi) q[16];\nRxxyyzz(0.4251708949812797*pi,0.22388435606317825*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.42217881157759996*pi,0.38710478705523277*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4123915517322002*pi,0.12088869442675954*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4386853394969794*pi,0.19853870642290006*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.40604978430999983*pi,0.2526497482569108*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3863606325237102*pi,0.1773426471762074*pi,0.1610595418183907*pi) q[6],q[10];\nRxxyyzz(0.36573325745706914*pi,0.2866720254671952*pi,3.810601222711681*pi) q[9],q[14];\nRxxyyzz(0.2903426651783372*pi,0.23357973799571807*pi,0.0*pi) q[12],q[15];\nu3(3.5155042694840284*pi,-0.1753251310030463*pi,0.6743033279436945*pi) q[1];\nu3(3.5778893209503457*pi,0.926316647182557*pi,0.8591808375489896*pi) q[2];\nu3(3.8045678623607824*pi,3.3807842261623473*pi,2.155431894518242*pi) q[3];\nu3(3.4693597912639578*pi,2.416691048712538*pi,1.8092205203395901*pi) q[4];\nu3(3.2421022672107944*pi,3.246807251502249*pi,1.9170187783960395*pi) q[5];\nu3(3.3101241111123705*pi,0.22684619369110004*pi,4.369105972105111*pi) q[6];\nu3(3.508928655752621*pi,0.6306681009459327*pi,1.1047516215739739*pi) q[7];\nu3(3.5258457628277857*pi,2.3809965015345607*pi,1.2419385139089134*pi) q[8];\nu3(3.753235595476456*pi,0.07692639737265461*pi,1.6435532743917323*pi) q[9];\nu3(3.8441658949317277*pi,3.48603336948947*pi,0.5564157081262809*pi) q[10];\nu3(3.692301040774644*pi,2.7055855689786115*pi,3.3326690348476324*pi) q[11];\nu3(3.474492825681266*pi,-0.12022658978443057*pi,0.5898950927115605*pi) q[12];\nu3(3.5226767364078837*pi,0.27801763715418226*pi,1.7188020998404574*pi) q[13];\nu3(3.6000053706451607*pi,-0.09977708766456828*pi,2.020896350421226*pi) q[14];\nu3(3.4590788000925707*pi,1.0049525741403036*pi,1.957046686822233*pi) q[15];\nu3(3.509677242643825*pi,0.06309626115752232*pi,1.9741102672710846*pi) q[16];\nRxxyyzz(0.44845282570407896*pi,0.364938987724615*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.3719763532123903*pi,0.3157234266758334*pi,3.9469264965128894*pi) q[1],q[7];\nRxxyyzz(0.39551745088277995*pi,0.2620245659716903*pi,0.05089042513502272*pi) q[2],q[15];\nRxxyyzz(0.42566777743377937*pi,0.31573593819533047*pi,0.16437581505944213*pi) q[3],q[12];\nRxxyyzz(0.4451714848663194*pi,0.32275740736808217*pi,3.9054063035893702*pi) q[4],q[10];\nRxxyyzz(0.3186013195656394*pi,0.23632651855911968*pi,0.07549733863177366*pi) q[8],q[5];\nRxxyyzz(0.45966703880653004*pi,0.2103890340954222*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4852002402143204*pi,0.15160823588285055*pi,0.0*pi) q[13],q[9];\nu3(3.7090044071218573*pi,-0.18772371643808367*pi,3.6260835795374593*pi) q[0];\nu3(3.4076008204328607*pi,-0.020131624964682238*pi,2.419197199359245*pi) q[1];\nu3(3.8646148524780255*pi,0.8885808711085574*pi,0.8420434688494493*pi) q[2];\nu3(3.5438893310322643*pi,0.6789011927416655*pi,4.196584206615418*pi) q[3];\nu3(3.163203707681765*pi,2.619205830180491*pi,0.9146882360345101*pi) q[4];\nu3(3.38198138254352*pi,0.4161882930203272*pi,3.672965539504799*pi) q[5];\nu3(3.67851362468183*pi,3.4694683077088215*pi,4.378918719159157*pi) q[6];\nu3(3.2271060013482615*pi,3.3202863800147284*pi,0.9354385040207904*pi) q[7];\nu3(3.60026864295646*pi,0.4793352946545312*pi,1.215419247616337*pi) q[8];\nu3(3.411391987111523*pi,0.22291286673433064*pi,0.8049539712876909*pi) q[9];\nu3(3.632351433707862*pi,3.438072570918831*pi,1.3498539067093818*pi) q[10];\nu3(3.279145822174069*pi,0.08840414759318826*pi,2.029072969630195*pi) q[11];\nu3(3.1242204149770156*pi,-0.4288916396547132*pi,1.8530842991574978*pi) q[12];\nu3(3.4364450162767533*pi,2.894181239963495*pi,4.376590194831374*pi) q[13];\nu3(3.217481359287641*pi,3.2943156024374884*pi,1.575179736894198*pi) q[15];\nu3(3.960742940519568*pi,-0.17063001050546378*pi,3.798968392818068*pi) q[16];\nRxxyyzz(0.45604209686155217*pi,0.18307758998286605*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.38182744466056967*pi,0.1914748678515146*pi,0.0965180384902728*pi) q[1],q[13];\nRxxyyzz(0.42791617125023956*pi,0.3538707991398608*pi,3.94388537418276*pi) q[2],q[11];\nRxxyyzz(0.43028982273095995*pi,0.23310495049811505*pi,0.08210541072667411*pi) q[8],q[3];\nRxxyyzz(0.42369084953663927*pi,0.2390479071237635*pi,3.92869753040483*pi) q[5],q[15];\nRxxyyzz(0.37622147941677986*pi,0.13533539284563167*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.44288436654314034*pi,0.14419461264388922*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3964841428170097*pi,0.21615981207811294*pi,3.9581139332607496*pi) q[9],q[12];\nu3(3.5325885336864338*pi,0.6756366815804289*pi,2.1297628777688624*pi) q[0];\nu3(3.356842636129721*pi,0.5450010553953484*pi,4.340299224630071*pi) q[1];\nu3(3.991199756205171*pi,3.4991621552337753*pi,0.6432837415521142*pi) q[2];\nu3(3.249650448894762*pi,3.2233141662038896*pi,3.9847206131775605*pi) q[3];\nu3(3.7347046720979518*pi,3.1725871506780345*pi,2.4588943619715926*pi) q[4];\nu3(3.6902753206459793*pi,2.8486913398704217*pi,0.9418928065025063*pi) q[5];\nu3(3.9086392851154885*pi,-0.028801619517393906*pi,4.487992220408937*pi) q[6];\nu3(3.349446617257869*pi,2.5462798094135497*pi,0.9691631172899633*pi) q[7];\nu3(3.768884981489185*pi,-0.3590218747599325*pi,2.2340507600777046*pi) q[8];\nu3(3.494647010751228*pi,-0.05037317432416338*pi,1.163987466429885*pi) q[9];\nu3(3.5297145492207456*pi,3.478067889837647*pi,0.6331223067110621*pi) q[11];\nu3(3.599199649940912*pi,3.385780496025987*pi,1.2830738664992491*pi) q[12];\nu3(3.2071115065750857*pi,3.2736747916844604*pi,3.6634569970818545*pi) q[13];\nu3(3.6046880289293624*pi,1.6964643191540332*pi,1.5014107369358682*pi) q[14];\nu3(3.4818241950736377*pi,-0.40658181467451837*pi,1.5082429547204792*pi) q[15];\nu3(3.2461226507205776*pi,2.4106329130810233*pi,1.4177742249380243*pi) q[16];\nRxxyyzz(0.4225580689846199*pi,0.2822096332730493*pi,3.92796914464395*pi) q[2],q[0];\nRxxyyzz(0.42748794923778016*pi,0.3068296295735989*pi,3.8521390967620506*pi) q[1],q[4];\nRxxyyzz(0.3238687861882501*pi,0.24453068196263184*pi,0.11483749550840106*pi) q[6],q[3];\nRxxyyzz(0.42548286102063954*pi,0.2770447519908487*pi,3.9025319701857306*pi) q[5],q[14];\nRxxyyzz(0.4194337539293001*pi,0.16436482915026615*pi,3.9237181653955204*pi) q[7],q[10];\nRxxyyzz(0.34349024278492046*pi,0.30172026503279104*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.36404296082945997*pi,0.06489018359425008*pi,3.9557327159797606*pi) q[16],q[12];\nRxxyyzz(0.4385633162516397*pi,0.33588979902601523*pi,3.9211231113256506*pi) q[13],q[15];\nu3(3.6263999229002737*pi,3.29940439778263*pi,1.6072447641401983*pi) q[0];\nu3(3.332151023098328*pi,-0.24717176621114978*pi,2.49375495566249*pi) q[1];\nu3(3.4829236295703114*pi,-0.4397552727975608*pi,2.074720394501292*pi) q[2];\nu3(3.6532845808752135*pi,2.151679950049166*pi,0.9439024044859414*pi) q[3];\nu3(3.3332647891424796*pi,3.404374331408533*pi,0.9881524803577029*pi) q[4];\nu3(3.611734867382867*pi,0.40785931254875485*pi,0.5526022440699965*pi) q[5];\nu3(3.3843064137955694*pi,0.8916966049498751*pi,1.1461179580717322*pi) q[6];\nu3(3.1139837712356133*pi,2.8587375164885955*pi,0.8149678299122787*pi) q[7];\nu3(3.336475514736833*pi,-0.35879663185057753*pi,2.1475667699112932*pi) q[8];\nu3(3.3749850054789308*pi,1.0679971508084651*pi,0.57129561252522*pi) q[10];\nu3(3.3678885414406796*pi,2.8323318585616253*pi,1.439358646147335*pi) q[11];\nu3(3.062904292952604*pi,2.4292074534207346*pi,2.2040128808718045*pi) q[12];\nu3(3.760631714739899*pi,2.5829141009757284*pi,2.1193246662594607*pi) q[13];\nu3(3.211429410723233*pi,3.1040954818738484*pi,1.05277228290828*pi) q[14];\nu3(3.2607001215800295*pi,-0.06309838606008183*pi,1.457843113278752*pi) q[15];\nu3(3.4233967517313975*pi,0.9388557984990578*pi,2.296641656309749*pi) q[16];\nRxxyyzz(0.3653495012901896*pi,0.057067591121124916*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.39567894275537974*pi,0.36967292779118743*pi,3.8695280267082897*pi) q[2],q[15];\nRxxyyzz(0.3847418948169602*pi,0.18836020414051857*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3639209499496284*pi,0.2892657313478457*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4047747967854003*pi,0.27899993793287625*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3746064586496498*pi,0.290673210178836*pi,3.8914432957417997*pi) q[7],q[14];\nRxxyyzz(0.3789735441660299*pi,0.23285342606350845*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4378292696000299*pi,0.2088300919551013*pi,0.08085189156846144*pi) q[10],q[12];\nu3(3.8450213581393338*pi,-0.32762360872176055*pi,3.7758816744560635*pi) q[0];\nu3(3.50573466180647*pi,0.005992661440722302*pi,2.2259655369692193*pi) q[2];\nu3(3.721109267504053*pi,2.7456295929414685*pi,1.033940268750861*pi) q[3];\nu3(3.841456372623729*pi,3.281041503904551*pi,0.5279861429115074*pi) q[4];\nu3(3.4866298142661476*pi,0.12096113319946711*pi,0.7792047144200036*pi) q[5];\nu3(3.42545135767357*pi,1.1659964962468046*pi,1.3146548672046872*pi) q[6];\nu3(3.3121625942100184*pi,3.0711835824636142*pi,1.779003767031119*pi) q[7];\nu3(3.553564416295789*pi,1.1270349832555118*pi,1.3809741203598622*pi) q[8];\nu3(3.389936777512042*pi,-0.19785889600858841*pi,1.1874837146445585*pi) q[9];\nu3(3.262533933154648*pi,-0.21550494083691973*pi,3.198720596529899*pi) q[10];\nu3(3.5659645503617687*pi,0.4032747549458814*pi,1.5297166313174515*pi) q[11];\nu3(3.2915759833375278*pi,2.4772780702250925*pi,4.321822898080049*pi) q[12];\nu3(3.1110944420616216*pi,2.2398273099407904*pi,1.5725902229099862*pi) q[13];\nu3(3.606473522800496*pi,1.1939538471447424*pi,1.188433588047813*pi) q[14];\nu3(3.7307702285190585*pi,3.412789503290071*pi,0.5148901801652981*pi) q[15];\nu3(3.669926756094203*pi,0.2574609162715288*pi,4.362192817996606*pi) q[16];\nRxxyyzz(0.29359042151788994*pi,0.13702241472740617*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.46338263395481494*pi,0.16316201845669753*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4417519462286696*pi,0.3182523511357429*pi,3.82574335603187*pi) q[2],q[11];\nRxxyyzz(0.4307781944373996*pi,0.3583186488331762*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.3664012877357905*pi,0.2411254105555667*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.46154217851991985*pi,0.3779730297627257*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.44685510957416996*pi,0.28064359314727527*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.43858632407286985*pi,0.10846164238116922*pi,3.94283143799791*pi) q[13],q[15];\nu3(3.582942105528487*pi,3.3005790121600516*pi,1.6258763598792036*pi) q[0];\nu3(3.469579780360462*pi,3.1812114206217705*pi,4.479091403014705*pi) q[1];\nu3(3.272973731980244*pi,0.667712162745185*pi,1.9307351651720117*pi) q[2];\nu3(3.6060466095657433*pi,-0.4506903375558712*pi,4.416175538540518*pi) q[3];\nu3(3.3611113562129553*pi,0.8536806157130763*pi,1.4197534708692592*pi) q[4];\nu3(3.844714950929146*pi,2.695213234411191*pi,0.9334572510158999*pi) q[5];\nu3(3.288897531931648*pi,3.462409133392064*pi,1.7500290491068347*pi) q[6];\nu3(3.3029901393097214*pi,-0.288286970452277*pi,0.8959763620611975*pi) q[7];\nu3(3.781153205958444*pi,2.1086194802150966*pi,4.263829285499646*pi) q[8];\nu3(3.2883603642820596*pi,-0.47135613015950295*pi,3.9142518983441543*pi) q[9];\nu3(3.3770946158652984*pi,0.3646154477875798*pi,1.2036216488682996*pi) q[10];\nu3(3.7355504169990352*pi,1.0779808519001701*pi,0.5181501947030296*pi) q[11];\nu3(3.484627336027333*pi,0.9450157741161074*pi,4.28633107183688*pi) q[12];\nu3(3.245513162604022*pi,2.2765862066079308*pi,0.9056532908496493*pi) q[13];\nu3(3.164013034638818*pi,0.3312204112333412*pi,2.1043250436606167*pi) q[14];\nu3(3.6922731919195475*pi,2.9327290933240144*pi,2.453087737849224*pi) q[15];\nRxxyyzz(0.43750510155489014*pi,0.2307214984991163*pi,0.1068023590845822*pi) q[16],q[0];\nRxxyyzz(0.38107271523188974*pi,0.2593044292950731*pi,0.1690176049524044*pi) q[9],q[1];\nRxxyyzz(0.4871656782216496*pi,0.19241294293151157*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.27127533393414976*pi,0.22267847556216447*pi,0.053166253722155776*pi) q[3],q[8];\nRxxyyzz(0.39088206114253055*pi,0.36708881330570287*pi,3.9111168706753094*pi) q[6],q[4];\nRxxyyzz(0.46070480046034934*pi,0.2895830376968319*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.3298835282039896*pi,0.17366883960904422*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.37349385830497994*pi,0.28034203386742534*pi,0.23932602334681963*pi) q[15],q[14];\nu3(3.385865174584364*pi,-0.3949535936547115*pi,2.2352101421500894*pi) q[0];\nu3(3.1661986145621164*pi,0.8755799487365499*pi,3.8758418116108677*pi) q[1];\nu3(3.3116232836782094*pi,2.7630965071859013*pi,0.7220195439671517*pi) q[2];\nu3(3.270584439439356*pi,-0.2267638803608023*pi,3.5409208516687496*pi) q[3];\nu3(3.705678973043916*pi,3.081104794410412*pi,0.6304646183622522*pi) q[4];\nu3(3.2135278279267547*pi,2.676208817065773*pi,2.207441131795966*pi) q[5];\nu3(3.512411381972146*pi,3.162733929174532*pi,1.8580304761733175*pi) q[6];\nu3(3.6939430437638165*pi,-0.07102875715929535*pi,1.129488845061518*pi) q[7];\nu3(3.496593407609948*pi,3.275096732946166*pi,4.407198850254911*pi) q[8];\nu3(3.491711405188945*pi,-0.3907398288604555*pi,0.6721682513822085*pi) q[9];\nu3(3.394966567549554*pi,2.957918888390856*pi,1.3044848995795584*pi) q[11];\nu3(3.7171211450181594*pi,3.1813740574908937*pi,1.4667133103607732*pi) q[12];\nu3(3.642465630461152*pi,3.231906493413658*pi,4.002570808130958*pi) q[13];\nu3(3.345994576676314*pi,0.1251564619124237*pi,4.407607760554545*pi) q[14];\nu3(3.2972333516586962*pi,2.968736249357354*pi,4.463540605238569*pi) q[15];\nu3(3.6644400130173045*pi,-0.4106135521120492*pi,2.967229069474911*pi) q[16];\nRxxyyzz(0.28606267950174*pi,0.19622203390055226*pi,3.9112999452003105*pi) q[0],q[15];\nRxxyyzz(0.44966034239561936*pi,0.26920695015674845*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.3457221673434304*pi,0.1884577644026535*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.32566809677161945*pi,0.0751248041434961*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.43663992640599025*pi,0.34033804183389993*pi,0.11468409095994474*pi) q[8],q[4];\nRxxyyzz(0.4581497163103393*pi,0.18687329070031655*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4689411011416601*pi,0.09372879390621602*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.4006744292651301*pi,0.2151357870094567*pi,0.16365653647593117*pi) q[16],q[10];\nu3(3.561961896533982*pi,3.4689042437114197*pi,0.5409255371463098*pi) q[0];\nu3(3.24968262144146*pi,2.9698014609140655*pi,0.6704499554711294*pi) q[1];\nu3(3.293263975012791*pi,3.335474566664244*pi,1.006127480072009*pi) q[2];\nu3(3.5762113957237474*pi,-0.44358724933098304*pi,0.9926068944976167*pi) q[3];\nu3(3.5526070341945704*pi,0.08959507883331708*pi,1.831286350403079*pi) q[4];\nu3(3.441662497290449*pi,0.20967023949760555*pi,2.3626515036033053*pi) q[5];\nu3(3.1061322860367286*pi,-0.2983663628407712*pi,4.276763755097702*pi) q[6];\nu3(3.2049799029650137*pi,1.99788257929568*pi,1.7506951305578342*pi) q[7];\nu3(3.7741595568351*pi,3.2065153345973227*pi,0.9604293656733496*pi) q[8];\nu3(3.3181242960209394*pi,3.356162538411264*pi,3.680261743909848*pi) q[9];\nu3(3.314687958518784*pi,0.7436153169703585*pi,4.205494673329252*pi) q[10];\nu3(3.1914512259315773*pi,1.680176823580526*pi,1.5414679171180627*pi) q[11];\nu3(3.7083466368010907*pi,2.844057681422325*pi,1.5970993273664842*pi) q[12];\nu3(3.871584853837055*pi,-0.49046476065772737*pi,3.7410274006117263*pi) q[14];\nu3(3.172355506126272*pi,3.315716753460732*pi,3.8114496512329508*pi) q[15];\nu3(3.384853736099581*pi,-0.4624912968390388*pi,3.1444349402383347*pi) q[16];\nRxxyyzz(0.45001437130070493*pi,0.34927842912932466*pi,0.08255309734926819*pi) q[0],q[1];\nRxxyyzz(0.34020638275043946*pi,0.26167665410055285*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4295998926942195*pi,0.292940270081973*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.41153469913518714*pi,0.3087749393248631*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.37417889367175944*pi,0.19405427741069906*pi,3.92961060353848*pi) q[6],q[9];\nRxxyyzz(0.39516113616324994*pi,0.1669375410390471*pi,3.8699835993681297*pi) q[14],q[8];\nRxxyyzz(0.4469551986003094*pi,0.19775288973417016*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.40881301250025964*pi,0.3033774347420653*pi,0.19330910608446583*pi) q[16],q[13];\nu3(3.599682991160694*pi,2.7670911994662637*pi,1.5599828110478005*pi) q[0];\nu3(3.1144272157300494*pi,3.405209979451546*pi,1.4432006231948622*pi) q[1];\nu3(3.207173576428454*pi,2.8259982449235252*pi,4.4817332170300865*pi) q[2];\nu3(3.39738449373632*pi,-0.3074190556245272*pi,1.509358729252883*pi) q[3];\nu3(3.4847633471350496*pi,0.6294664624421487*pi,1.6361516155009628*pi) q[4];\nu3(3.6077863269263344*pi,1.7373343160739738*pi,1.3475570656991367*pi) q[5];\nu3(3.3992904692364716*pi,2.1332957347014787*pi,2.181295659128544*pi) q[6];\nu3(3.6823967669677713*pi,3.3187144121382848*pi,3.986092059944783*pi) q[7];\nu3(3.7635023050395167*pi,-0.060295695299435625*pi,1.073511843223894*pi) q[8];\nu3(3.833472435193819*pi,2.1103093229087326*pi,2.2249224299984696*pi) q[9];\nu3(3.4583060421284917*pi,2.770210973260384*pi,0.5394296020094077*pi) q[10];\nu3(3.6149813901062164*pi,-0.18846693843121293*pi,1.1833662110618082*pi) q[11];\nu3(3.206973218201521*pi,2.308681028550863*pi,1.0347909311773023*pi) q[13];\nu3(3.1917938080368535*pi,-0.2489184969677195*pi,1.86233853778459*pi) q[14];\nu3(3.294079650731371*pi,2.506407399304006*pi,0.9442311508042083*pi) q[15];\nu3(3.3593941225871586*pi,-0.21506785270819223*pi,0.9140179157892678*pi) q[16];\nRxxyyzz(0.46387436452172004*pi,0.09158870816157183*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.33324431561645923*pi,0.1905021030986216*pi,3.87552724560548*pi) q[11],q[4];\nRxxyyzz(0.43190126990667965*pi,0.2988457933125459*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.42451810133899986*pi,0.1664014615596278*pi,0.05662994335539724*pi) q[10],q[6];\nRxxyyzz(0.46024492756910007*pi,0.20256851128611797*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.46178996723419463*pi,0.25992083506399943*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3615202327308281*pi,0.3222363982984682*pi,0.0*pi) q[15],q[12];\nu3(3.111560059037595*pi,3.047957290162615*pi,1.5432762684456753*pi) q[3];\nu3(3.2542042130110502*pi,-0.1371027070713181*pi,0.5088095856222289*pi) q[4];\nu3(3.9178716462219936*pi,2.507988486925203*pi,1.5848743128528524*pi) q[5];\nu3(3.574877931703705*pi,-0.23791708176645887*pi,1.952291603740364*pi) q[6];\nu3(3.32597366130872*pi,0.4165016689678882*pi,0.9726673272984485*pi) q[7];\nu3(3.3745829671020067*pi,3.2211199437968743*pi,4.4812214887086474*pi) q[8];\nu3(3.5005083686516083*pi,2.454102641735007*pi,1.4308250442712858*pi) q[9];\nu3(3.2984004024790616*pi,3.2973982887878073*pi,1.5059578766484538*pi) q[10];\nu3(3.3335260627814756*pi,2.6761563846696212*pi,0.7712024374323398*pi) q[11];\nu3(3.434464105961241*pi,0.35917803265519066*pi,2.257555373245203*pi) q[12];\nu3(3.163105360457132*pi,2.235590673224586*pi,1.8254070115284107*pi) q[13];\nu3(3.5433834948566205*pi,-0.16025633314983817*pi,4.449829762406715*pi) q[14];\nu3(3.552213935223135*pi,0.24296297547142776*pi,1.302805880448761*pi) q[15];\nu3(3.4295067677770676*pi,3.2240823014750415*pi,1.962774253170353*pi) q[16];\nRxxyyzz(0.4194498684375799*pi,0.2790417880999537*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.39293686050330034*pi,0.3586085472687461*pi,3.75834604715719*pi) q[8],q[1];\nRxxyyzz(0.43203633764809984*pi,0.28133353090092617*pi,0.11961464477921473*pi) q[12],q[2];\nRxxyyzz(0.38070207428511965*pi,0.2664460582052804*pi,0.08429274487597985*pi) q[3],q[11];\nRxxyyzz(0.44968475204152025*pi,0.22572839780131426*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.3630176003218794*pi,0.235263356959718*pi,3.9346838639437305*pi) q[5],q[13];\nRxxyyzz(0.2295915907048498*pi,0.14452353894170333*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.23201088288401017*pi,0.14728613682314617*pi,0.0*pi) q[14],q[9];\nu3(3.498811085098805*pi,2.9355249790706055*pi,1.643340754335475*pi) q[0];\nu3(3.755135720226763*pi,-0.40906446989981443*pi,1.5595653184044214*pi) q[1];\nu3(3.278045303910104*pi,2.3723252992480797*pi,0.5089074221267629*pi) q[2];\nu3(3.4969502006151023*pi,0.5502152448694895*pi,1.0427460230289385*pi) q[3];\nu3(3.4478220888777504*pi,1.4406467262034317*pi,1.4884515263438487*pi) q[4];\nu3(3.655415774386782*pi,2.8410196650233854*pi,1.2401117371072368*pi) q[5];\nu3(3.42923134183577*pi,0.37193578205755795*pi,1.5967783064285281*pi) q[7];\nu3(3.4332164900500355*pi,2.112272273284865*pi,1.0945489888357351*pi) q[8];\nu3(3.561464897464343*pi,3.4563696753148063*pi,2.0597376821161206*pi) q[9];\nu3(3.774875892119318*pi,0.7048357440991662*pi,0.963340648801577*pi) q[10];\nu3(3.7064147723495746*pi,0.3387752947877617*pi,1.5064063374868555*pi) q[11];\nu3(3.8319963960931887*pi,-0.20685953367851684*pi,4.477425381992364*pi) q[12];\nu3(3.1455683280126454*pi,-0.25170263506497315*pi,1.8350940181739008*pi) q[13];\nu3(3.6898449154324*pi,2.7165993784255438*pi,0.9035787741179359*pi) q[14];\nu3(3.5422188511802917*pi,2.959602992444281*pi,0.7705542558126592*pi) q[15];\nu3(3.0582262095509987*pi,0.796595158613594*pi,1.323643290417344*pi) q[16];\nRxxyyzz(0.43141715621766974*pi,0.30248445896560217*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.42760326368975976*pi,0.32804259702415106*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.41330507730848*pi,0.13993857763178896*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4608359824376702*pi,0.23403422184255007*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4467171909662899*pi,0.32288411269950856*pi,0.044109686144054125*pi) q[13],q[7];\nRxxyyzz(0.4196502376937499*pi,0.24498052255825997*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.41378736450345033*pi,0.17765870014582488*pi,0.04669670419635169*pi) q[12],q[9];\nRxxyyzz(0.4003672768595018*pi,0.21121105073276927*pi,0.09704663830924767*pi) q[14],q[11];\nu3(3.5265693607362*pi,3.485757873223238*pi,2.219305899946336*pi) q[1];\nu3(3.931410443343592*pi,-0.07898567668201034*pi,0.6425361286401574*pi) q[2];\nu3(3.463230683448055*pi,-0.016331583139193917*pi,1.3089941293471543*pi) q[3];\nu3(3.8564338836754075*pi,0.9941078254693212*pi,1.7617691374130502*pi) q[4];\nu3(3.35718717568952*pi,2.1968438233676197*pi,1.5850770768384694*pi) q[5];\nu3(3.056926275824902*pi,0.02487341728605097*pi,0.9553113085503111*pi) q[6];\nu3(3.6227469348608183*pi,-0.33931726494842723*pi,1.4557563670335674*pi) q[7];\nu3(3.275069403057068*pi,1.8020933936389705*pi,1.356788355358455*pi) q[8];\nu3(3.6628739932949905*pi,3.418709559237369*pi,4.057144476776788*pi) q[9];\nu3(3.539159036978725*pi,0.17489723625885656*pi,1.7165701991542566*pi) q[10];\nu3(3.473229801949953*pi,3.4649684753896706*pi,2.6827672860428216*pi) q[11];\nu3(3.375283164646205*pi,3.4373030167071947*pi,3.0771606714259625*pi) q[12];\nu3(3.6875631553714836*pi,2.9017202357450795*pi,4.204886276819584*pi) q[13];\nu3(3.55641299217123*pi,2.853189318377544*pi,3.485239199203414*pi) q[14];\nu3(3.5653863417582627*pi,-0.02348441891835501*pi,4.415191037510009*pi) q[15];\nu3(3.321976355531671*pi,3.4904127869795034*pi,2.4087521413631436*pi) q[16];\nRxxyyzz(0.4523963023835097*pi,0.19842159787368585*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.37164822318249907*pi,0.2029093264057992*pi,3.8427728254555795*pi) q[5],q[1];\nRxxyyzz(0.3614054452752997*pi,0.3294865187250393*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4289668437284405*pi,0.08581972003243177*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.37282348122087994*pi,0.12923368602398733*pi,0.10844734876364541*pi) q[6],q[10];\nRxxyyzz(0.4467773387977696*pi,0.2654054709747121*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.3858432120835159*pi,0.27715010361016845*pi,0.0*pi) q[15],q[9];\nu3(3.2756217875425997*pi,-0.34949272913720386*pi,0.8639071664591821*pi) q[0];\nu3(3.66614710830779*pi,1.03417328871675*pi,2.148540800827104*pi) q[1];\nu3(3.5968321226924527*pi,3.202774384672874*pi,2.4149344468846605*pi) q[3];\nu3(3.6836944943098913*pi,1.9862375772496161*pi,1.202625475078822*pi) q[4];\nu3(3.49952657348459*pi,-0.10079202421579447*pi,0.647497608271081*pi) q[5];\nu3(3.334357853513861*pi,-0.4226218009100434*pi,2.8779500947842993*pi) q[6];\nu3(3.5528800532743454*pi,0.7834176650983007*pi,2.054084428042258*pi) q[7];\nu3(3.4253546462126856*pi,-0.49690295971748055*pi,1.4373815736348048*pi) q[8];\nu3(3.467124295054429*pi,3.3753243837298075*pi,4.462989607471297*pi) q[9];\nu3(3.7680607704199316*pi,-0.09692111969440187*pi,1.8624715064448094*pi) q[10];\nu3(3.724742648009371*pi,2.9917452331145036*pi,1.7584849924571113*pi) q[12];\nu3(3.427590860498275*pi,0.13151014835703967*pi,0.7692144570802607*pi) q[13];\nu3(3.5734034991414982*pi,-0.22678351100414484*pi,3.9842314234985716*pi) q[15];\nu3(3.1897241861295975*pi,-0.33305230359941096*pi,3.8714179345779667*pi) q[16];\nRxxyyzz(0.39778891653305987*pi,0.2143369765302694*pi,3.95955715856921*pi) q[0],q[5];\nRxxyyzz(0.38788599780295996*pi,0.24988407230938137*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.40356740231377053*pi,0.37445998378830253*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4594258406258902*pi,0.275871275775918*pi,0.1350959216034599*pi) q[6],q[16];\nRxxyyzz(0.4584713245131402*pi,0.21331520427978318*pi,0.06233092646622333*pi) q[9],q[7];\nRxxyyzz(0.44739353138003046*pi,0.3147691280528193*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.44924423461144947*pi,0.20611290384854497*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.4401229712234198*pi,0.2554460517949152*pi,0.0*pi) q[13],q[12];\nu3(3.3772374638071194*pi,2.3179771753271163*pi,2.2721487343772853*pi) q[0];\nu3(3.3638607566517287*pi,0.568397166355975*pi,1.3441020514406565*pi) q[1];\nu3(3.385000322249592*pi,3.2319377920404655*pi,3.4818094323389466*pi) q[2];\nu3(3.5924644488135615*pi,-0.03803768824988274*pi,0.9787504711243704*pi) q[3];\nu3(3.5221080805233806*pi,-0.24468083644319388*pi,1.546479710043192*pi) q[5];\nu3(3.4563497411529043*pi,2.8794388430321756*pi,1.5327112702321808*pi) q[6];\nu3(3.1756544782102827*pi,3.4785730302242923*pi,3.8936411115771774*pi) q[7];\nu3(3.3829239508564504*pi,2.746730282517734*pi,2.387925363463084*pi) q[8];\nu3(3.2994905375130004*pi,2.28292888512937*pi,3.806383376362997*pi) q[9];\nu3(3.3042818478397327*pi,2.3161242954365666*pi,1.9855985535844174*pi) q[10];\nu3(3.3730774172047924*pi,0.02748958710064142*pi,0.9956328962230944*pi) q[11];\nu3(3.390221231718347*pi,1.9106907487720153*pi,1.4695683501155852*pi) q[12];\nu3(3.3330805628326337*pi,2.9155935664927535*pi,1.511492534586561*pi) q[13];\nu3(3.5126339921167653*pi,-0.23128141136762542*pi,0.6123498123411757*pi) q[14];\nu3(3.43283434868711*pi,-0.45947431019422424*pi,0.9625864669900829*pi) q[15];\nu3(3.284168890964569*pi,3.4946403541520774*pi,3.7285766834610548*pi) q[16];\nRxxyyzz(0.38971224966600027*pi,0.32713648361678865*pi,0.1738176852101141*pi) q[0],q[1];\nRxxyyzz(0.4007419056837095*pi,0.1793173653546178*pi,0.07369076072654396*pi) q[2],q[13];\nRxxyyzz(0.4588314845328592*pi,0.2470065814775948*pi,3.8860647696567394*pi) q[12],q[3];\nRxxyyzz(0.40678958876812976*pi,0.19917607067654022*pi,3.9147381802250294*pi) q[9],q[4];\nRxxyyzz(0.43747796503766967*pi,0.271550991654544*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.2957106750310661*pi,0.20381706666662813*pi,0.09250381782922856*pi) q[14],q[7];\nRxxyyzz(0.4445084743928003*pi,0.3242914081216173*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.38346448907817*pi,0.27902301161258675*pi,0.1992651782436963*pi) q[16],q[15];\nu3(3.0541974809367374*pi,-0.06361966178712902*pi,3.4785778391318427*pi) q[0];\nu3(3.5159861988549377*pi,2.9856691917765397*pi,1.7171087649560977*pi) q[1];\nu3(3.7693935977174924*pi,-0.13655968710536925*pi,3.1787088224423043*pi) q[2];\nu3(3.2852340568951472*pi,-0.3485169209214829*pi,1.140525214918902*pi) q[3];\nu3(3.433424978018999*pi,-0.17037561491800668*pi,1.7138481222172446*pi) q[4];\nu3(3.701732863164481*pi,1.0018586160128464*pi,1.1348007836294642*pi) q[5];\nu3(3.5381877111049436*pi,2.8581309913615036*pi,4.206712925859917*pi) q[7];\nu3(3.3397172193358853*pi,-0.0016246414406946297*pi,1.0959700609623728*pi) q[8];\nu3(3.7367001947977303*pi,-0.40946065390057496*pi,0.9609763440828578*pi) q[9];\nu3(3.7505648574220682*pi,0.357384474378485*pi,2.3522015377534706*pi) q[10];\nu3(3.625707450229691*pi,2.221992137856106*pi,0.9414930253226724*pi) q[11];\nu3(3.7370360709811417*pi,3.3823260867433547*pi,1.9008160102723*pi) q[12];\nu3(3.7489672693696496*pi,0.7436638920380334*pi,4.281748922876005*pi) q[13];\nu3(3.6583399921538184*pi,0.08754240087309817*pi,0.9484019409343906*pi) q[14];\nu3(3.475844514080001*pi,0.5303298819016136*pi,1.8780299839315027*pi) q[15];\nu3(3.648738208528008*pi,2.234408072737991*pi,0.6216175375501283*pi) q[16];\nRxxyyzz(0.4269909846765798*pi,0.11331943676632995*pi,0.09757391946176566*pi) q[0],q[11];\nRxxyyzz(0.24472807276477093*pi,0.06949056703145629*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.32280031190087033*pi,0.2838941634477089*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4595643337307499*pi,0.14230595259026302*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4779977389194878*pi,0.15351292159211938*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.26017453701352*pi,0.23235863176090277*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3871407018336298*pi,0.25113138161278314*pi,3.9187942374112197*pi) q[16],q[12];\nu3(3.0951483864433595*pi,2.092095195436194*pi,0.61871812445261*pi) q[0];\nu3(3.7830250139461334*pi,-0.3381774567441287*pi,2.4137050267681834*pi) q[1];\nu3(3.2092264983036705*pi,3.4609439443736143*pi,0.9448331357120003*pi) q[2];\nu3(3.6261783442421915*pi,0.3007823032179049*pi,1.72749633662276*pi) q[3];\nu3(3.453646673982741*pi,3.432507742743569*pi,2.0225576401712857*pi) q[4];\nu3(3.221192614206187*pi,2.086523966878835*pi,4.476922299910697*pi) q[5];\nu3(3.770637331209425*pi,3.3787186917513075*pi,1.5062654615294064*pi) q[6];\nu3(3.7494916387840913*pi,1.8936592899097975*pi,1.755682839036365*pi) q[8];\nu3(3.324811157033031*pi,0.181359377113821*pi,1.4422262109976713*pi) q[9];\nu3(3.5589558015821683*pi,1.6924186765057927*pi,0.6774603811727747*pi) q[11];\nu3(3.567074877766087*pi,0.044952709955131676*pi,1.7449103659003597*pi) q[12];\nu3(3.0551998841306744*pi,1.2022260227390893*pi,1.737570879835935*pi) q[13];\nu3(3.4669383001160234*pi,2.2871727083593725*pi,1.7709467497295148*pi) q[15];\nu3(3.8162989373506444*pi,0.08714462571232962*pi,1.6696915200952174*pi) q[16];\nmeasure q[16] -> c[9];\nRxxyyzz(0.4281078071489901*pi,0.400376742182072*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.29653209546781034*pi,0.12004287281129211*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4898586183931699*pi,0.4196645622538365*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.3640399195116798*pi,0.29607344760947996*pi,0.16247993196209246*pi) q[15],q[3];\nRxxyyzz(0.2880907658312396*pi,0.14762225001675522*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.43860559722301007*pi,0.304392734155302*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.46868751544523246*pi,0.194431755428913*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.42588598804747946*pi,0.2609325511672296*pi,0.10495012484073463*pi) q[14],q[13];\nu3(3.5264685237879094*pi,2.124581807875342*pi,0.8773425440183207*pi) q[0];\nu3(1.6692182145096437*pi,0.32091271690090306*pi,0.6773512039709969*pi) q[1];\nu3(3.861654470138631*pi,3.37713795620089*pi,3.0042294981046673*pi) q[2];\nu3(3.3685150219398*pi,0.8854508733900301*pi,3.2863811216345518*pi) q[3];\nu3(0.6141134173488474*pi,0.45011454191123157*pi,1.126893068502708*pi) q[4];\nu3(3.200843410877897*pi,2.5850928253236196*pi,1.8241598687090592*pi) q[5];\nu3(3.547629071023686*pi,1.0837408693489425*pi,1.991445156442603*pi) q[6];\nu3(3.8321729122306194*pi,1.6834663929501548*pi,4.319445274579113*pi) q[7];\nu3(3.850220410042152*pi,3.30924953240073*pi,4.024277804317567*pi) q[8];\nu3(0.37641546065182846*pi,0.677524888583011*pi,0.8324587465426896*pi) q[9];\nu3(3.659670930706778*pi,-0.40130763174124773*pi,2.4731055303331524*pi) q[10];\nu3(3.8383622051049593*pi,3.499960221113181*pi,0.6966849749097657*pi) q[11];\nu3(3.509204618383495*pi,-0.1574271493474595*pi,1.2553692336649884*pi) q[12];\nu3(3.1735971302683854*pi,1.3634387705629325*pi,3.0830359630270845*pi) q[13];\nu3(3.680722564464486*pi,0.03735295727631538*pi,4.238491857206739*pi) q[14];\nu3(3.6003139590196596*pi,0.6063443355132103*pi,3.1167831266680786*pi) q[15];\nmeasure q[0] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[14] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[6] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[15] -> c[8];\nmeasure q[2] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[1] -> c[14];\nmeasure q[10] -> c[15];\nmeasure q[4] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5525071709897755*pi,3.418969371292312*pi,1.243354089858589*pi) q[0];\nu3(3.688840029403959*pi,2.32616740523963*pi,0.7751744111492979*pi) q[1];\nu3(3.5774921269661992*pi,0.09933119975190985*pi,4.21590958781624*pi) q[2];\nu3(3.6026747541589987*pi,2.5636164329886597*pi,1.3380683057505316*pi) q[3];\nu3(3.444226535625745*pi,0.9701711854280279*pi,1.3126087603578622*pi) q[4];\nu3(3.26077774465773*pi,3.3341277114614276*pi,4.274830742843756*pi) q[5];\nu3(3.5489197234967476*pi,0.29781546873884923*pi,3.0507591065335093*pi) q[6];\nu3(3.273529384293922*pi,0.7072901814671633*pi,2.3660890041735567*pi) q[7];\nu3(3.3959327748954715*pi,0.15821444232092818*pi,1.085879254548634*pi) q[8];\nu3(3.5969611264734938*pi,2.884366865889297*pi,1.2196328180790337*pi) q[9];\nu3(3.9347396032802098*pi,3.4036861493640083*pi,1.3230693290013211*pi) q[10];\nu3(3.5930279315418407*pi,0.15394716853349544*pi,3.709213618410474*pi) q[11];\nu3(3.8221343640655334*pi,2.7421216652955027*pi,0.9960783420951582*pi) q[12];\nu3(3.697860348568883*pi,2.669016534922926*pi,3.746154275297363*pi) q[13];\nu3(3.8287779173264824*pi,-0.2555904112731764*pi,1.84804500482825*pi) q[14];\nu3(3.519619705592988*pi,2.851338272212575*pi,3.6895549052559167*pi) q[15];\nu3(3.7567780662295984*pi,-0.03764495418250291*pi,2.326488108106865*pi) q[16];\nRxxyyzz(0.4318905407621094*pi,0.09276346334526686*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4451867412916909*pi,0.2748341602365263*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.39059741334116976*pi,0.3065113745191197*pi,0.14546140315233422*pi) q[2],q[13];\nRxxyyzz(0.29148200542802*pi,0.1550857208732399*pi,3.9555761163176495*pi) q[3],q[6];\nRxxyyzz(0.4579893624253599*pi,0.17850500405735703*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4109717924947397*pi,0.338805056511307*pi,0.18394631524370267*pi) q[8],q[15];\nRxxyyzz(0.34744715633961976*pi,0.20172571123454697*pi,3.836728569748109*pi) q[10],q[14];\nRxxyyzz(0.3814787102571798*pi,0.20116231757350597*pi,3.86114543609128*pi) q[11],q[12];\nu3(3.3146529760332486*pi,3.0235510081551227*pi,1.2607409710915702*pi) q[0];\nu3(3.137594850506126*pi,-0.051519733166598636*pi,1.3541320041556555*pi) q[1];\nu3(3.6762292293050076*pi,0.4519840113623007*pi,3.7511831625392666*pi) q[2];\nu3(3.404299227939751*pi,2.6638074599286536*pi,1.9027096776175094*pi) q[3];\nu3(3.738827869752949*pi,0.8599346579519966*pi,0.9725611296939727*pi) q[4];\nu3(3.325530455610253*pi,3.2711823917751275*pi,2.016267002947755*pi) q[5];\nu3(3.434921618107415*pi,0.2514180818487315*pi,2.2164633312829203*pi) q[6];\nu3(3.381227650383074*pi,0.16050484175019852*pi,1.8614762002067708*pi) q[7];\nu3(3.1633312822836364*pi,0.9405968983342405*pi,2.0346451291956758*pi) q[8];\nu3(3.5255310601738175*pi,0.611718184465472*pi,1.9869108437084049*pi) q[9];\nu3(3.7722732525470457*pi,2.7455254281090493*pi,0.5351906889781795*pi) q[10];\nu3(3.4004188214353355*pi,3.481565227732585*pi,0.5495384309982989*pi) q[11];\nu3(3.4605546959283418*pi,-0.04958519924014426*pi,1.4149196454090878*pi) q[12];\nu3(3.4831848765815607*pi,1.2145701878889739*pi,4.4711613340932725*pi) q[13];\nu3(3.5370369056699977*pi,2.5481929471151776*pi,1.370083020961059*pi) q[14];\nu3(3.593205047092056*pi,0.9256202275357044*pi,0.9855715137765886*pi) q[15];\nRxxyyzz(0.442836858641093*pi,0.3134281329115831*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.44338682094935833*pi,0.28022000595916907*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.37265113324592025*pi,0.3365354937249396*pi,0.1964602728769634*pi) q[2],q[4];\nRxxyyzz(0.39780113383713*pi,0.2922324360639792*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.46272417757990003*pi,0.18445734577690953*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.38163562949164*pi,0.2376830969134414*pi,3.9103303136449004*pi) q[6],q[10];\nRxxyyzz(0.4323726764145075*pi,0.29741431356173287*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.44354308589228997*pi,0.25179384226387486*pi,3.8989585852270694*pi) q[11],q[14];\nu3(3.203653827712381*pi,2.809153381215524*pi,2.3737414755631114*pi) q[0];\nu3(3.463993018607123*pi,0.007077753762140926*pi,0.5117633616937216*pi) q[1];\nu3(3.602337955037623*pi,-0.17504820394544207*pi,1.386296693948848*pi) q[2];\nu3(3.1973953741066925*pi,0.15000437396523292*pi,0.5166142280682303*pi) q[3];\nu3(3.5214290621497026*pi,-0.15741010229781105*pi,0.6763946071678176*pi) q[4];\nu3(3.6618777294731224*pi,1.6541540535208936*pi,1.4806559360627762*pi) q[5];\nu3(3.3271066381791363*pi,2.7494056789993864*pi,1.5834075813897845*pi) q[6];\nu3(3.8549739486230576*pi,-0.20305784881643207*pi,1.531210515923959*pi) q[7];\nu3(3.107347571024729*pi,-0.4133294697342764*pi,4.1204917598664*pi) q[9];\nu3(3.167633234635228*pi,2.468187072702199*pi,1.294897686543143*pi) q[10];\nu3(3.5746354273023835*pi,2.866283378971602*pi,1.706996314002204*pi) q[11];\nu3(3.6865963108632074*pi,0.23970773464728257*pi,0.8548112228200467*pi) q[12];\nu3(3.1689600865886973*pi,1.2652536606127038*pi,1.6864898752393234*pi) q[13];\nu3(3.0981932490698814*pi,2.2396736983795953*pi,2.3666229511576127*pi) q[14];\nu3(3.3248956371162004*pi,0.8263407315757261*pi,1.0787915477847507*pi) q[15];\nu3(3.4628658011452678*pi,0.8342639236185043*pi,1.1394644446157347*pi) q[16];\nRxxyyzz(0.48435892619637944*pi,0.32912481329959253*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.44068444301383114*pi,0.2559442020157209*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.43133769122501964*pi,0.23574710461689308*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.38748003515620955*pi,0.21792335383606898*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.3257035023725797*pi,0.2808148209198049*pi,0.18375993497967258*pi) q[6],q[8];\nRxxyyzz(0.43393135828359997*pi,0.30648944698959796*pi,3.9556448927878893*pi) q[9],q[11];\nRxxyyzz(0.3389281403149899*pi,0.28423518562848926*pi,0.05978855731282895*pi) q[12],q[10];\nu3(3.5438934945297254*pi,2.702028592905555*pi,0.6305415244893242*pi) q[0];\nu3(3.8357133637835283*pi,1.0240376174134744*pi,1.0755975639709705*pi) q[1];\nu3(3.226554151091082*pi,0.03186433347424533*pi,4.203593051016984*pi) q[2];\nu3(3.736300901483198*pi,-0.2670748660275256*pi,1.0899662936307726*pi) q[4];\nu3(3.179596931876615*pi,3.2345701158586526*pi,4.257083843808677*pi) q[5];\nu3(3.202718606662983*pi,2.5417603364371555*pi,3.9893401451908646*pi) q[6];\nu3(3.2868874843158915*pi,2.421842538442448*pi,4.437386029297224*pi) q[8];\nu3(3.813826039741102*pi,0.14326509941704935*pi,1.4587604935472909*pi) q[9];\nu3(3.5240085387366413*pi,3.2820072784356196*pi,1.6541873627321642*pi) q[10];\nu3(3.893571923813833*pi,2.991506493969913*pi,2.3580151200905966*pi) q[11];\nu3(3.735050015367549*pi,-0.43493897433133616*pi,1.210301337247109*pi) q[12];\nu3(3.35290348468525*pi,0.19599721961700167*pi,1.2216340640255308*pi) q[13];\nu3(3.677762164966113*pi,0.6894725067051666*pi,1.2707345439452058*pi) q[14];\nu3(3.4357256201147797*pi,3.4980375957076806*pi,2.339358961708393*pi) q[15];\nRxxyyzz(0.40444729714744954*pi,0.1237403399748902*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4048329383919197*pi,0.09834725502713047*pi,0.06890355104301402*pi) q[1],q[14];\nRxxyyzz(0.40392537750241964*pi,0.27763578597215394*pi,3.9173231053618505*pi) q[3],q[2];\nRxxyyzz(0.2506653122586102*pi,0.09619762180367986*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4348072746155394*pi,0.32553299447179807*pi,0.04376685142639235*pi) q[5],q[9];\nRxxyyzz(0.4528163841193501*pi,0.29651445200761434*pi,3.8962188690411494*pi) q[6],q[16];\nRxxyyzz(0.4578215876334202*pi,0.2627277533865713*pi,0.14493192519097906*pi) q[15],q[8];\nRxxyyzz(0.487934771900285*pi,0.18748179063575954*pi,0.0*pi) q[12],q[11];\nu3(3.9139667459923007*pi,3.0522295835764464*pi,0.6576000922492788*pi) q[0];\nu3(3.668289091598565*pi,2.8692613917359258*pi,1.8273301500304568*pi) q[1];\nu3(3.385784359301486*pi,0.8361291986027177*pi,0.9221910248277232*pi) q[2];\nu3(3.6804410260893166*pi,3.377940782334468*pi,1.0471536972208786*pi) q[3];\nu3(3.688445362208131*pi,3.137943861825133*pi,0.5737260915498452*pi) q[4];\nu3(3.657049159663132*pi,0.19053368520637537*pi,3.788205316560295*pi) q[5];\nu3(3.1043115488804354*pi,0.8826573141056044*pi,2.045310199881507*pi) q[6];\nu3(3.643556334818242*pi,0.44293329441591034*pi,1.5856469815713512*pi) q[7];\nu3(3.1863364527979283*pi,2.8483817593738694*pi,1.6306204466822596*pi) q[8];\nu3(3.302085473974517*pi,2.8869000744013307*pi,1.5210898869991722*pi) q[9];\nu3(3.7318107224303847*pi,1.0078439945154125*pi,1.5531598979078973*pi) q[10];\nu3(3.436585127177423*pi,-0.16726130573978426*pi,1.2960830002150414*pi) q[11];\nu3(3.484873803095041*pi,3.2723820741381657*pi,0.8357585111025626*pi) q[12];\nu3(3.539627798800649*pi,1.9351720518483226*pi,4.217864255003233*pi) q[14];\nu3(3.4572208717595165*pi,0.05654551535466279*pi,1.811273067853595*pi) q[15];\nu3(3.4800541162282235*pi,-0.40694078789103993*pi,1.6741851502606138*pi) q[16];\nRxxyyzz(0.4781317585722913*pi,0.23018932364894118*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.45319904480239004*pi,0.17622746631158062*pi,0.12628480531351016*pi) q[3],q[8];\nRxxyyzz(0.4159925132132601*pi,0.21291272680337864*pi,0.13271930545310173*pi) q[12],q[4];\nRxxyyzz(0.45729984447559935*pi,0.2981314570533452*pi,0.0948578442817192*pi) q[5],q[10];\nRxxyyzz(0.4271881111811099*pi,0.13050823600445494*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4827694501032306*pi,0.2273410179755978*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.43186358896154964*pi,0.16924540285740422*pi,3.9404901672808403*pi) q[11],q[14];\nRxxyyzz(0.3663569636192198*pi,0.3193086420464954*pi,3.8015371263368998*pi) q[15],q[16];\nu3(3.491938589969118*pi,2.3500802051282994*pi,3.831985995758978*pi) q[1];\nu3(3.69715124745162*pi,1.1196154502860924*pi,1.5915101329823087*pi) q[2];\nu3(3.2895251274489428*pi,3.090703777411674*pi,3.136490255303472*pi) q[3];\nu3(3.7905890425680933*pi,-0.3439455740517876*pi,3.1533954198182004*pi) q[4];\nu3(3.6954508499770515*pi,3.363348199370677*pi,1.2237030675574323*pi) q[5];\nu3(3.0510651342744675*pi,3.3063058615764813*pi,4.346904535472478*pi) q[6];\nu3(3.9599432611925933*pi,3.167884713241472*pi,0.508531513891147*pi) q[7];\nu3(3.3691144184443766*pi,2.276113683504845*pi,4.405026093359114*pi) q[8];\nu3(3.6495131869607866*pi,-0.11253646940604783*pi,4.448545276882335*pi) q[9];\nu3(3.848474902748687*pi,2.585336467802877*pi,0.6415581891498803*pi) q[10];\nu3(3.184059015354102*pi,1.999231136285557*pi,2.244345210956375*pi) q[11];\nu3(3.6389153381112624*pi,2.366259327729686*pi,1.242514750582293*pi) q[12];\nu3(3.5439562693818494*pi,0.02152796997187667*pi,4.063865846121904*pi) q[13];\nu3(3.6914019366810016*pi,-0.4340016637561578*pi,2.234879083388389*pi) q[14];\nu3(3.439523669414812*pi,-0.30766449178583*pi,0.9758504736680078*pi) q[15];\nu3(3.331160894511379*pi,0.5215648970823983*pi,2.402444336491089*pi) q[16];\nRxxyyzz(0.3860986267861594*pi,0.27240788200748595*pi,0.18296820278293388*pi) q[11],q[0];\nRxxyyzz(0.2696926710897496*pi,0.212709346780668*pi,0.1733726860082987*pi) q[6],q[1];\nRxxyyzz(0.4236528482692772*pi,0.39678029188833586*pi,3.949184596235625*pi) q[15],q[2];\nRxxyyzz(0.4512967089867099*pi,0.21646219897226449*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3938265949637325*pi,0.30955555524592704*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.44010641131143385*pi,0.3418280150597707*pi,0.054515180186179686*pi) q[5],q[8];\nRxxyyzz(0.39152063301898*pi,0.3568485329261533*pi,0.046886122551775974*pi) q[13],q[9];\nRxxyyzz(0.4061287431831193*pi,0.270653571065405*pi,0.0*pi) q[16],q[10];\nu3(3.6655304110698474*pi,2.3753744096623017*pi,0.8621514942400873*pi) q[0];\nu3(3.8063866451261092*pi,2.5884717797616705*pi,3.791409191975442*pi) q[1];\nu3(3.8531297754777856*pi,2.8860975806046967*pi,1.17896956204677*pi) q[2];\nu3(3.291563260613514*pi,2.3330266960168595*pi,3.6763711336810587*pi) q[3];\nu3(3.863670775903961*pi,0.32471623020487606*pi,1.6371037033869351*pi) q[4];\nu3(3.3255422981425244*pi,3.297069905195521*pi,2.279769921581587*pi) q[5];\nu3(3.6004428930922225*pi,3.008326787042278*pi,2.0308891787111385*pi) q[6];\nu3(3.3957764174350995*pi,-0.494067221368765*pi,1.1939694079471974*pi) q[7];\nu3(3.5761791745471867*pi,0.7046167640172798*pi,0.8670291260281461*pi) q[8];\nu3(3.616902462311551*pi,2.7943371887765056*pi,1.328529173138066*pi) q[9];\nu3(3.118810034936465*pi,1.069680663973908*pi,1.4837623378215044*pi) q[10];\nu3(3.5935791217011213*pi,3.273667611143412*pi,2.729496775392802*pi) q[11];\nu3(3.1543150608098047*pi,0.3583806969921953*pi,3.7856073212238788*pi) q[13];\nu3(3.4677418654785748*pi,2.9353756074124995*pi,0.7809975681242833*pi) q[14];\nu3(3.7852546742121858*pi,0.3649539109390503*pi,1.5373734994578918*pi) q[15];\nu3(3.6728249617423336*pi,2.8557104894420267*pi,0.8412431922919641*pi) q[16];\nRxxyyzz(0.36625958666430947*pi,0.16528753138593644*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.3750994287724706*pi,0.34401260076952433*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.33508519268121006*pi,0.24961672576463778*pi,0.11967620664029432*pi) q[5],q[3];\nRxxyyzz(0.3483260726482501*pi,0.17581890420108914*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.42529567678026514*pi,0.12334833100224707*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4538695378998393*pi,0.17922191664067832*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.47280115576799986*pi,0.21863467559784255*pi,0.0*pi) q[13],q[14];\nu3(3.611132293373006*pi,3.285679661286956*pi,1.1886990504424673*pi) q[0];\nu3(3.3086787832187636*pi,2.6327133024735856*pi,0.5055482115156673*pi) q[1];\nu3(3.403997358434595*pi,2.0538553534937836*pi,4.314732242906772*pi) q[3];\nu3(3.495690349996096*pi,3.067338740981303*pi,0.8201077703410542*pi) q[4];\nu3(3.2525495547320378*pi,0.1419501147646156*pi,1.0070544031230138*pi) q[5];\nu3(3.9027232711043878*pi,0.1799053666972772*pi,0.7320807846187787*pi) q[6];\nu3(3.3786186302358376*pi,0.3245396601113901*pi,1.0730523901670073*pi) q[7];\nu3(3.292210868999215*pi,0.737918552685807*pi,1.928397141117737*pi) q[9];\nu3(3.6437100123340627*pi,-0.4649346300233823*pi,1.1184334179032707*pi) q[10];\nu3(3.549089945312301*pi,0.7833554516103138*pi,0.7958563421511742*pi) q[11];\nu3(3.251773005876773*pi,2.446027752102185*pi,1.3628688786938685*pi) q[12];\nu3(3.4688249892957086*pi,-0.1299779757730235*pi,1.0349160275126374*pi) q[13];\nu3(3.687027513067083*pi,2.1709245208786117*pi,0.9411311445706614*pi) q[14];\nu3(3.6036686688000117*pi,-0.06338436774565792*pi,1.7681015773439483*pi) q[16];\nRxxyyzz(0.4010291752748994*pi,0.15828296581457837*pi,3.90811095860001*pi) q[1],q[0];\nRxxyyzz(0.3970956204420898*pi,0.14724016252651134*pi,3.946567582509319*pi) q[2],q[16];\nRxxyyzz(0.4407838403281513*pi,0.265777032475516*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.43659403550830933*pi,0.14608676828683811*pi,0.044113354430746064*pi) q[8],q[4];\nRxxyyzz(0.3971205544167813*pi,0.2437541295558152*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.3654260552406901*pi,0.3279837822523167*pi,0.1018309609902307*pi) q[9],q[13];\nRxxyyzz(0.46022801880269926*pi,0.16614315979482716*pi,3.9545108047205795*pi) q[15],q[10];\nRxxyyzz(0.39095908345361974*pi,0.15422721156559227*pi,0.0*pi) q[14],q[12];\nu3(3.191872791564167*pi,1.7206738292859494*pi,2.413943157324538*pi) q[0];\nu3(3.3325813662710906*pi,2.992221382683539*pi,1.065575495126087*pi) q[1];\nu3(3.5239216843254457*pi,0.47454949186398865*pi,0.6968034700343164*pi) q[2];\nu3(3.5571709150187694*pi,1.2584738630074697*pi,1.7275058760323854*pi) q[3];\nu3(3.195442869649542*pi,3.439091079888555*pi,1.3738976384783568*pi) q[4];\nu3(3.651493070812906*pi,2.811027517521514*pi,0.7695658615364529*pi) q[6];\nu3(3.2776734624365584*pi,-0.10143318000098*pi,4.129066932517757*pi) q[7];\nu3(3.2527220729168724*pi,2.948595505278452*pi,1.5168202963365345*pi) q[8];\nu3(3.49012177754047*pi,-0.315650531282793*pi,3.4296351025291907*pi) q[9];\nu3(3.7655403301091153*pi,2.6729393483026227*pi,0.7339672707150311*pi) q[10];\nu3(3.319490141867262*pi,0.21411058860217336*pi,1.7907917961839668*pi) q[11];\nu3(3.2459657474125114*pi,-0.4828647814940443*pi,2.188471936375573*pi) q[12];\nu3(3.2076629922645576*pi,-0.10828920653882035*pi,0.6334874624673559*pi) q[13];\nu3(3.940560716101166*pi,0.08056392655202815*pi,4.236339348600468*pi) q[14];\nu3(3.5248676273514237*pi,1.9246009255651244*pi,2.285558232797795*pi) q[15];\nu3(3.879959496603194*pi,-0.162109251392064*pi,0.7975012402133195*pi) q[16];\nRxxyyzz(0.46526403045187004*pi,0.186253012785071*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.3432950587382705*pi,0.0844438548447961*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.44160639644536903*pi,0.12157072134715688*pi,3.9450031052690893*pi) q[5],q[2];\nRxxyyzz(0.4233661172810299*pi,0.36565096340007947*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.39277904079818937*pi,0.2110954755904277*pi,0.1313857857501084*pi) q[11],q[6];\nRxxyyzz(0.2976013615094702*pi,0.18012794748585614*pi,0.1132636134440883*pi) q[15],q[13];\nRxxyyzz(0.45636593448743035*pi,0.24779884769219734*pi,3.903328078233321*pi) q[14],q[16];\nu3(3.636208106006159*pi,0.49779139643157655*pi,1.402793453574168*pi) q[0];\nu3(3.663968842662092*pi,2.61697195743049*pi,0.7993297381586743*pi) q[1];\nu3(3.1843893044476004*pi,3.360809350551429*pi,1.0973204723169305*pi) q[2];\nu3(3.70903334514514*pi,3.2346746568913476*pi,3.012343858791625*pi) q[4];\nu3(3.6897471922366707*pi,1.1293771261626744*pi,0.5815380686736997*pi) q[5];\nu3(3.344153598538786*pi,0.5760720998445199*pi,1.2958960347797956*pi) q[6];\nu3(3.3284903731767703*pi,2.221337428354306*pi,1.4296746249172034*pi) q[8];\nu3(3.4525383595630874*pi,1.9741802815530591*pi,0.685175386977398*pi) q[10];\nu3(3.389487503328425*pi,0.03565622545819003*pi,1.7895676758281966*pi) q[11];\nu3(3.477979986728536*pi,0.22793359540878677*pi,1.7331627761456718*pi) q[12];\nu3(3.537366405609741*pi,3.050615340442183*pi,1.4452271039665954*pi) q[13];\nu3(3.1773539044723376*pi,3.1581088740636556*pi,1.5302964236019783*pi) q[14];\nu3(3.1461250095429465*pi,3.249369595300589*pi,2.487077858080332*pi) q[15];\nu3(3.5185873308984377*pi,-0.2583814272491131*pi,1.709733660360624*pi) q[16];\nRxxyyzz(0.4353735186701302*pi,0.3808188402068384*pi,0.0779158105424127*pi) q[5],q[0];\nRxxyyzz(0.3189814664647296*pi,0.285798163449992*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.37511265766044977*pi,0.21770123494190313*pi,3.95655223958668*pi) q[2],q[8];\nRxxyyzz(0.48437196482736933*pi,0.14455730453697013*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.45623737725059155*pi,0.2909614057128671*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.41742847789695003*pi,0.3514664304247602*pi,3.9509573571909105*pi) q[15],q[11];\nRxxyyzz(0.43311662167002973*pi,0.20545397863669593*pi,3.88663697654885*pi) q[12],q[13];\nu3(3.8459783479969003*pi,-0.4980318061622565*pi,2.2392693822050367*pi) q[0];\nu3(3.644540480529143*pi,-0.04658818785265295*pi,0.9480377066018133*pi) q[1];\nu3(3.2900632267942034*pi,2.6177298106757827*pi,1.5031328333139817*pi) q[2];\nu3(3.328969179405253*pi,3.3861654854248715*pi,1.1641855303508502*pi) q[3];\nu3(3.536138513981368*pi,3.495745624793547*pi,1.7613038337773697*pi) q[5];\nu3(3.8056045684747795*pi,-0.10638638829430724*pi,2.291360541129975*pi) q[7];\nu3(3.6357235408370214*pi,2.5407550994805406*pi,1.4129561408778035*pi) q[8];\nu3(3.798115410592679*pi,0.6969928995849111*pi,2.2583628117786554*pi) q[9];\nu3(3.3267357270024345*pi,2.5061004639339*pi,2.1118540804308608*pi) q[11];\nu3(3.2268269642213037*pi,-0.3495064920965786*pi,2.3084548093460677*pi) q[12];\nu3(3.5009104595568115*pi,-0.49854161216291637*pi,1.6060683362402184*pi) q[13];\nu3(3.6711431046345244*pi,1.9091871523602508*pi,1.1211721229709366*pi) q[14];\nu3(3.2973924076514876*pi,0.28377867868826756*pi,1.69255410000981*pi) q[15];\nu3(3.6658042840103113*pi,2.1817633137339354*pi,0.8581108680485244*pi) q[16];\nRxxyyzz(0.40512419199875926*pi,0.326920215049868*pi,3.9062670428508905*pi) q[6],q[0];\nRxxyyzz(0.4567241206502902*pi,0.29628641318259*pi,3.9152168633090896*pi) q[10],q[1];\nRxxyyzz(0.46581159742038214*pi,0.29243212795611684*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.40437987484712995*pi,0.23161015667162482*pi,3.8589582351371003*pi) q[3],q[16];\nRxxyyzz(0.48583057645829464*pi,0.21493714201246394*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.43780350149465974*pi,0.41395845739853687*pi,0.09783638957967433*pi) q[7],q[12];\nRxxyyzz(0.4777516891591098*pi,0.36793617917192506*pi,0.0*pi) q[14],q[8];\nu3(3.4873782803895406*pi,3.4985487178676893*pi,1.4742609503417037*pi) q[0];\nu3(3.3513461218615332*pi,-0.086338482407125*pi,1.7278498134318703*pi) q[1];\nu3(3.860439361619832*pi,0.0034518225614106335*pi,1.5264547655261729*pi) q[2];\nu3(3.88930247823553*pi,0.4314859838289603*pi,2.2852122967167308*pi) q[3];\nu3(3.313440108859234*pi,0.8138362609854821*pi,1.1766723141891513*pi) q[4];\nu3(3.2961487331989283*pi,3.1939647890434344*pi,2.0453969942356496*pi) q[5];\nu3(3.455927931462093*pi,1.3913504486931447*pi,1.5712680857595704*pi) q[6];\nu3(3.350632872465409*pi,0.1887229190328349*pi,0.6199966175327248*pi) q[7];\nu3(3.7759658909065412*pi,3.4245987109996725*pi,1.9664512160028764*pi) q[8];\nu3(3.3493108428626996*pi,0.32587551304987084*pi,4.412194602538853*pi) q[9];\nu3(3.440216390012992*pi,2.7152108898926697*pi,1.3379992662813014*pi) q[10];\nu3(3.0960565659936314*pi,-0.4811003097112957*pi,4.073223242684409*pi) q[12];\nu3(3.6915950935919177*pi,0.4844425158670218*pi,3.5397127586537342*pi) q[14];\nu3(3.2092483048909712*pi,0.46558595260220215*pi,2.3003194437606096*pi) q[16];\nRxxyyzz(0.34718332477597935*pi,0.14562033474020497*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4013812613947296*pi,0.30834535975293065*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.48337199317724*pi,0.24131867214312508*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4436791662682801*pi,0.2088203119919122*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.42690107192666016*pi,0.2897807600921125*pi,0.0*pi) q[12],q[13];\nRxxyyzz(0.4215217754261098*pi,0.36303734845529023*pi,0.09527103449023144*pi) q[15],q[16];\nu3(3.161350383118466*pi,0.22421152598489125*pi,1.3879261432859278*pi) q[0];\nu3(3.168035830397073*pi,0.6895243508697799*pi,1.4573318262481874*pi) q[1];\nu3(3.2731859383106174*pi,3.4962930193268775*pi,0.7899406588228484*pi) q[3];\nu3(3.436561830989377*pi,2.37924203671994*pi,0.6411611387556082*pi) q[7];\nu3(3.41385613235333*pi,3.056803801474815*pi,4.34161341777112*pi) q[8];\nu3(3.3884660470905366*pi,1.8228023223859982*pi,1.2310122611131709*pi) q[10];\nu3(3.524488188593623*pi,-0.27206669339749995*pi,4.3602039175912815*pi) q[11];\nu3(3.282367063841969*pi,1.837149962761393*pi,1.3117470861201195*pi) q[12];\nu3(3.6361715235251246*pi,-0.3866101593741731*pi,0.8666176371257575*pi) q[13];\nu3(3.4417812823115197*pi,0.8142753643270024*pi,2.180663869582599*pi) q[14];\nu3(3.4216772961102575*pi,0.26532988010428826*pi,1.0315980034723613*pi) q[15];\nu3(3.9889075668815184*pi,2.3915318855112147*pi,3.8940393532345468*pi) q[16];\nRxxyyzz(0.4143203046257797*pi,0.28109373204851584*pi,3.91450334216647*pi) q[0],q[9];\nRxxyyzz(0.35461421525920994*pi,0.14215230636461262*pi,0.08935127487131034*pi) q[7],q[1];\nRxxyyzz(0.4453713363094299*pi,0.31118964174267*pi,0.098574923154496*pi) q[10],q[3];\nRxxyyzz(0.44236122712569986*pi,0.13879461131315293*pi,0.052444184554852925*pi) q[4],q[8];\nRxxyyzz(0.35654742785767*pi,0.28847093055525175*pi,3.925293856268171*pi) q[5],q[13];\nRxxyyzz(0.24554169378262014*pi,0.1741359081552556*pi,0.08301571015507614*pi) q[16],q[6];\nRxxyyzz(0.4458816092267295*pi,0.326914698903364*pi,0.11744775275041361*pi) q[11],q[12];\nRxxyyzz(0.3342774530343796*pi,0.20523281588134612*pi,0.0*pi) q[15],q[14];\nu3(3.383688598834013*pi,2.142640391446136*pi,1.1810876808706783*pi) q[0];\nu3(3.6445625522272396*pi,0.43209054538203173*pi,4.428759532490719*pi) q[1];\nu3(3.6224339552080123*pi,1.0230009895159848*pi,0.8281776657007925*pi) q[3];\nu3(3.5189760385852167*pi,2.441812370811871*pi,1.3425849680766424*pi) q[4];\nu3(3.538527259395836*pi,2.9658965149807273*pi,4.1559910010798955*pi) q[5];\nu3(3.4528019114650905*pi,2.41608331177066*pi,4.023432590483687*pi) q[6];\nu3(3.4033109520062355*pi,0.7526689820250816*pi,4.364760961010418*pi) q[7];\nu3(3.7172064949816193*pi,1.9921194027902214*pi,0.5289931712531714*pi) q[8];\nu3(3.5497396115641773*pi,0.5285749598612361*pi,1.2599720925026174*pi) q[9];\nu3(3.274839083128429*pi,3.399890019822396*pi,3.3663627349109984*pi) q[10];\nu3(3.629751106347986*pi,3.084674840561622*pi,3.9037475522241065*pi) q[11];\nu3(3.1691236494520374*pi,-0.132870331734108*pi,2.0674269799191896*pi) q[12];\nu3(3.171988030357721*pi,3.1580393635824526*pi,2.183662987000777*pi) q[13];\nu3(3.621555535479526*pi,0.7935008677043813*pi,2.1534348636685023*pi) q[14];\nu3(3.816563941178595*pi,3.0189288107191015*pi,1.030873918728243*pi) q[15];\nu3(3.3049959844781114*pi,3.3475558093703817*pi,1.0660526269737056*pi) q[16];\nRxxyyzz(0.3406301154581993*pi,0.15038103090031107*pi,0.08343746269404662*pi) q[5],q[0];\nRxxyyzz(0.3958940137164294*pi,0.2696611712315532*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4112770091149217*pi,0.059331049768687416*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3482738795328886*pi,0.1455838680536834*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.48156023288269034*pi,0.3381440375882241*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.44278264795035*pi,0.27973049295021646*pi,0.07767052902962308*pi) q[11],q[8];\nRxxyyzz(0.43379383435844965*pi,0.21726174734344528*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.43379531805784*pi,0.36750851285252484*pi,0.05816316928420928*pi) q[15],q[12];\nu3(3.7153006400470563*pi,2.087506074560131*pi,0.545377532924958*pi) q[0];\nu3(3.8403257344876796*pi,0.826148049847264*pi,1.2801242340134311*pi) q[1];\nu3(3.191273448045205*pi,-0.21035784703778426*pi,0.7932045223062845*pi) q[2];\nu3(3.3144607264391603*pi,-0.4414936758600432*pi,4.102569556337115*pi) q[4];\nu3(3.809777877526627*pi,0.10332758067048786*pi,1.3209100289280356*pi) q[5];\nu3(3.7173693993662176*pi,0.12914564459229627*pi,4.493208276531461*pi) q[6];\nu3(3.6452939047285295*pi,-0.41241820514035077*pi,4.251467036176699*pi) q[7];\nu3(3.2481480798025046*pi,3.246646204457769*pi,0.9804530329547947*pi) q[8];\nu3(3.883790388903278*pi,2.318438712979801*pi,0.6391882532471513*pi) q[9];\nu3(3.3893386754554813*pi,0.5746842724851908*pi,1.8468114965546243*pi) q[10];\nu3(3.494223704384509*pi,-0.10250102852369763*pi,3.854566689968585*pi) q[11];\nu3(3.237465329271445*pi,2.270160606327618*pi,4.2959230501588035*pi) q[12];\nu3(3.761684039441177*pi,1.083664508923467*pi,1.154754636207588*pi) q[13];\nu3(3.577502020966991*pi,2.7984637297669672*pi,2.2001491155750963*pi) q[14];\nu3(3.691044129320214*pi,2.961599761632154*pi,2.3564169067708005*pi) q[15];\nu3(3.4044104947917138*pi,0.06635142265389327*pi,0.7219807457685645*pi) q[16];\nRxxyyzz(0.39334526886222004*pi,0.3557760877847983*pi,0.18413017406180937*pi) q[12],q[0];\nRxxyyzz(0.4546652093835196*pi,0.2902393122640383*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4407830773624499*pi,0.3624379522572577*pi,0.14502829633438719*pi) q[2],q[7];\nRxxyyzz(0.4741511272668306*pi,0.15756991038744972*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.2609339690879805*pi,0.19323229652811158*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4118603023022499*pi,0.25013573508380943*pi,3.92454756813939*pi) q[14],q[8];\nRxxyyzz(0.4538389116672492*pi,0.27155954432565654*pi,0.14696128418399915*pi) q[11],q[10];\nRxxyyzz(0.4363772890401498*pi,0.3197848372773749*pi,0.06263558546524797*pi) q[15],q[16];\nu3(3.4260052640624727*pi,2.536665208921079*pi,4.49139370000794*pi) q[0];\nu3(3.3473031252119*pi,1.8310627001236033*pi,0.7056412452840508*pi) q[1];\nu3(3.7613879908028967*pi,3.362022757333809*pi,1.5894865863079584*pi) q[2];\nu3(3.706553506910816*pi,0.0508320571178531*pi,0.835921606328871*pi) q[3];\nu3(3.237282763115682*pi,-0.4647307652771543*pi,1.1461113093592807*pi) q[4];\nu3(3.9194103242213245*pi,1.1740150820108957*pi,2.272319238474859*pi) q[5];\nu3(3.453213687382441*pi,3.0954202818389343*pi,3.834306145984434*pi) q[6];\nu3(3.4536328760365906*pi,0.6189454813504425*pi,4.112328096243269*pi) q[7];\nu3(3.6305190339378424*pi,1.9784173621641572*pi,0.5944832723165261*pi) q[8];\nu3(3.2716909955218414*pi,3.052909879087219*pi,0.8481826917112333*pi) q[9];\nu3(3.4593879707185318*pi,-0.007476878673228493*pi,1.9585557733775132*pi) q[10];\nu3(3.8230047605493276*pi,2.5230612722257746*pi,1.380242702705324*pi) q[11];\nu3(3.808771424119152*pi,2.1125666920940644*pi,3.2906266087507747*pi) q[12];\nu3(3.2483892382324013*pi,0.4055684934217596*pi,0.5738887213668371*pi) q[14];\nu3(3.4124222551275896*pi,3.3051291446038866*pi,1.9941381922619663*pi) q[15];\nu3(3.684938985787649*pi,1.0783389776084218*pi,4.079367951300068*pi) q[16];\nRxxyyzz(0.2914525605441105*pi,0.1764257297254741*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.32893205501477685*pi,0.17714452517878687*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3493766211670898*pi,0.2776465301648684*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.38851135693533967*pi,0.26241292763137114*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4418631305554397*pi,0.22068736153688828*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.2961401745784902*pi,0.21007231133319115*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.43490063924376987*pi,0.25641818264222094*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.43406542463702025*pi,0.1293437370185464*pi,0.0*pi) q[14],q[13];\nu3(1.7766907216951375*pi,0.0877639541355345*pi,1.052822769623193*pi) q[0];\nu3(3.2870664446453914*pi,1.2615937030375226*pi,1.2469701054247009*pi) q[1];\nu3(3.1265443834441786*pi,0.3457788134247164*pi,0.7770529232836609*pi) q[2];\nu3(3.6784985708352864*pi,3.2369470104068423*pi,3.829527598056396*pi) q[3];\nu3(3.6285643995361845*pi,-0.34741281948559183*pi,1.154436595586465*pi) q[4];\nu3(3.222994563545568*pi,-0.11400134883702262*pi,2.140584036249764*pi) q[5];\nu3(3.8912909683659236*pi,-0.11780287482507407*pi,4.337514068369073*pi) q[6];\nu3(3.662341250228473*pi,0.5520864575343714*pi,4.28250478205683*pi) q[7];\nu3(3.946787948848756*pi,0.3254152652422869*pi,4.1743814928492*pi) q[8];\nu3(3.2938553372717605*pi,1.8828585124247246*pi,1.3882437670318513*pi) q[9];\nu3(0.4215126993794739*pi,2.9914675492252303*pi,2.143357421929677*pi) q[10];\nu3(3.3523890017837474*pi,2.912236204949325*pi,1.607902495778281*pi) q[11];\nu3(3.538781126611697*pi,0.40665634803876816*pi,1.5335424426154107*pi) q[12];\nu3(3.6113180152638775*pi,3.100068058770411*pi,0.9089589564487928*pi) q[13];\nu3(3.6915739658053535*pi,0.5400914314878285*pi,1.6240550344614026*pi) q[14];\nu3(3.043173451680383*pi,-0.26457008622571054*pi,1.2040751474368934*pi) q[16];\nmeasure q[0] -> c[10];\nmeasure q[10] -> c[13];\nmeasure q[13] -> c[16];\nRxxyyzz(0.34698851079823*pi,0.13832518764629675*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.42381154848003*pi,0.20632752936195797*pi,0.10487305819597784*pi) q[2],q[3];\nRxxyyzz(0.40510661637194956*pi,0.24117066070671211*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4694887199930613*pi,0.40998880846135866*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.28658248236301*pi,0.15971211704609312*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3695846175653799*pi,0.3036548661699694*pi,3.95482081633817*pi) q[9],q[15];\nRxxyyzz(0.40559156281998476*pi,0.2610597312568409*pi,0.0*pi) q[14],q[12];\nu3(1.6381472059009154*pi,3.137122979114682*pi,0.5165895919912711*pi) q[1];\nu3(3.6394680679727416*pi,2.945770793164786*pi,1.4753532360646977*pi) q[2];\nu3(3.650046635734623*pi,-0.2848387248956248*pi,1.2094846913785253*pi) q[3];\nu3(3.393383759102194*pi,0.4481828019491594*pi,2.1981736363917723*pi) q[4];\nu3(3.8493662117850653*pi,2.6808887702298465*pi,4.076662499165712*pi) q[5];\nu3(0.679656131376847*pi,3.279171072663657*pi,1.0148682987004785*pi) q[6];\nu3(1.7824570154059132*pi,2.655311209032871*pi,1.1338919336679554*pi) q[7];\nu3(3.4154884179429765*pi,2.933145634279861*pi,4.291000762682231*pi) q[8];\nu3(3.4853646616210114*pi,-0.36659954575794185*pi,2.355122982942581*pi) q[9];\nu3(3.3047334270255444*pi,-0.3895390304929931*pi,1.413143405606081*pi) q[11];\nu3(3.3050642778905877*pi,1.9999696858778488*pi,1.8087933923328499*pi) q[12];\nu3(3.253816798116641*pi,-0.06877027765342425*pi,0.5782358438994954*pi) q[14];\nu3(3.539108204468647*pi,0.4777988563007679*pi,1.1945701345668231*pi) q[15];\nu3(0.25903799696566143*pi,-0.17191827169679863*pi,0.7512073746981072*pi) q[16];\nmeasure q[9] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[15] -> c[2];\nmeasure q[1] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[16] -> c[5];\nmeasure q[5] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[4] -> c[11];\nmeasure q[14] -> c[12];\nmeasure q[8] -> c[14];\nmeasure q[3] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.362113700143458*pi,2.80057549437701*pi,0.7552046036698392*pi) q[0];\nu3(3.4693081642173302*pi,-0.09003190822105656*pi,2.2986218182931193*pi) q[1];\nu3(3.5868907647041812*pi,3.444411759912515*pi,1.4250020414426676*pi) q[2];\nu3(3.5533086081052474*pi,2.5280423932563183*pi,1.9026919558403477*pi) q[3];\nu3(3.3947165625909017*pi,2.8329057759480323*pi,2.1464818821388314*pi) q[4];\nu3(3.353471680588126*pi,0.004667616754734816*pi,1.9891977374436844*pi) q[5];\nu3(3.3502469807807245*pi,-0.2918032305221736*pi,2.449465127996671*pi) q[6];\nu3(3.457565041422666*pi,-0.08949892695089012*pi,3.7562617344915*pi) q[7];\nu3(3.481414659338438*pi,0.4887038000828243*pi,1.0907272222587938*pi) q[8];\nu3(3.7394217387897672*pi,0.4016554136432312*pi,1.41825273936007*pi) q[9];\nu3(3.3609566012398115*pi,0.33477382725897853*pi,2.39121019143324*pi) q[10];\nu3(3.3004205661506565*pi,3.459531532834414*pi,1.3222728379948903*pi) q[11];\nu3(3.564586839179924*pi,-0.11063355652033774*pi,0.5414766122935015*pi) q[12];\nu3(3.3525598984740714*pi,0.0612070058625801*pi,3.971129445132409*pi) q[13];\nu3(3.3776736424152856*pi,0.7960174653760608*pi,2.4560009597123003*pi) q[14];\nu3(3.790579852109458*pi,3.1866834028058566*pi,3.8294665888952704*pi) q[15];\nu3(3.6025868455811696*pi,0.7817705750681037*pi,2.6119650397344265*pi) q[16];\nRxxyyzz(0.33794982501779014*pi,0.16592505544037905*pi,0.12348853050668573*pi) q[0],q[10];\nRxxyyzz(0.3956678171409599*pi,0.16685858716760338*pi,3.9306738353189505*pi) q[1],q[3];\nRxxyyzz(0.4578807232920599*pi,0.22682536259886601*pi,0.05191848761521587*pi) q[2],q[8];\nRxxyyzz(0.30843709933808006*pi,0.17637631264218445*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4845222215891002*pi,0.24514963342756135*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.2881977488382996*pi,0.11606401040761061*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.39488906575592164*pi,0.21246757508543804*pi,3.89679982413273*pi) q[11],q[12];\nRxxyyzz(0.23647584714120964*pi,0.16538165129004412*pi,3.9231831215383206*pi) q[13],q[15];\nu3(3.399387866042463*pi,3.1132760420247805*pi,2.2658661499671915*pi) q[0];\nu3(3.2443658207627344*pi,3.257049632728385*pi,0.8829715685115911*pi) q[1];\nu3(3.485769049246982*pi,3.2285311209872787*pi,2.199035184836835*pi) q[2];\nu3(3.2283668539087698*pi,3.2275844412360866*pi,0.8372240412394953*pi) q[3];\nu3(3.8811418415515804*pi,0.8076409032861263*pi,0.731128140298464*pi) q[4];\nu3(3.1746584292431277*pi,2.893695792622597*pi,1.6353801383999667*pi) q[5];\nu3(3.4368866669688094*pi,-0.17612851424395437*pi,1.4157753193895948*pi) q[7];\nu3(3.3496779825168868*pi,3.354615415626083*pi,2.042327946877302*pi) q[8];\nu3(3.3759473439042895*pi,2.953607309819983*pi,1.5218903030133768*pi) q[9];\nu3(3.61289739159141*pi,3.3432455236684504*pi,1.7966755311619815*pi) q[10];\nu3(3.4064224915458574*pi,1.2865345651725506*pi,0.7037262113671989*pi) q[11];\nu3(3.5645563363528794*pi,0.9046332812694913*pi,2.2605174614178387*pi) q[12];\nu3(3.366366162651847*pi,3.343363440822272*pi,1.5039993943553465*pi) q[13];\nu3(3.444114657698138*pi,2.889865057782442*pi,2.0986528767735644*pi) q[14];\nu3(3.3377838582108925*pi,2.2503087351994875*pi,1.847927226997693*pi) q[15];\nu3(3.366450726666522*pi,-0.12848084162714107*pi,2.187163788122309*pi) q[16];\nRxxyyzz(0.3948263999064601*pi,0.1654624465583882*pi,0.04360089560726427*pi) q[0],q[4];\nRxxyyzz(0.43990478036496006*pi,0.366954340258323*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.47680189688983443*pi,0.4107351713794325*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.35665902786191*pi,0.17102795755374345*pi,3.86891352470513*pi) q[3],q[7];\nRxxyyzz(0.4080298134702297*pi,0.12991890106062914*pi,3.9220255031304205*pi) q[6],q[8];\nRxxyyzz(0.4113703567619601*pi,0.2934920428575331*pi,0.07741208365715281*pi) q[10],q[15];\nRxxyyzz(0.42666209391319976*pi,0.3881850740730217*pi,0.0*pi) q[16],q[13];\nu3(3.511656042050737*pi,2.2998079725131557*pi,0.8561238667163082*pi) q[0];\nu3(3.8668140622628733*pi,2.127064471165088*pi,0.813828330827243*pi) q[1];\nu3(3.305250403535741*pi,0.49201124328395507*pi,3.6439459262461193*pi) q[2];\nu3(3.569745565180239*pi,3.20065410111485*pi,0.7810209197436769*pi) q[3];\nu3(3.669025147148377*pi,0.4464097645606273*pi,4.216427172790533*pi) q[4];\nu3(3.6410962628384524*pi,2.5480464474945395*pi,3.625801432097594*pi) q[5];\nu3(3.739558850925017*pi,0.4927716029830609*pi,1.7236618025475343*pi) q[6];\nu3(3.316275100171156*pi,-0.34252425688509264*pi,0.7746346132903215*pi) q[7];\nu3(3.850608550063364*pi,1.557411082187774*pi,0.508051027048273*pi) q[8];\nu3(3.7867172314358166*pi,1.0849870883526096*pi,4.220448464260151*pi) q[9];\nu3(3.331052191297549*pi,0.7454355927469578*pi,3.058099666044179*pi) q[10];\nu3(3.726849625680743*pi,-0.3435699061608826*pi,1.6201668177042206*pi) q[13];\nu3(3.4222922406671064*pi,-0.37413040090469485*pi,3.5559576658475125*pi) q[15];\nu3(3.5245593729140325*pi,1.9179938928132785*pi,4.147133026953783*pi) q[16];\nRxxyyzz(0.4305120163683696*pi,0.35741740581062253*pi,0.17724743983088334*pi) q[0],q[7];\nRxxyyzz(0.23768038341698983*pi,0.15738810072470955*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.35402270752232046*pi,0.2291060510870937*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.44860070264146723*pi,0.27628303294104084*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.3439659072836595*pi,0.22225895772006332*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.38084887874376017*pi,0.2533997465378077*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4048619990672798*pi,0.23412551983287255*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3196722946392193*pi,0.26233219835539023*pi,0.0*pi) q[14],q[15];\nu3(3.7085793233542477*pi,1.0951580100751195*pi,0.5706401880647739*pi) q[0];\nu3(3.8710542490390516*pi,-0.38281126276683697*pi,1.5504819079569863*pi) q[1];\nu3(3.4941117963788915*pi,3.0325177239577337*pi,2.013459335466175*pi) q[2];\nu3(3.6566406264987656*pi,-0.04796188067493157*pi,0.672263977797777*pi) q[3];\nu3(3.4918226997566557*pi,-0.07609316126378579*pi,1.6154577203207605*pi) q[4];\nu3(3.403839818657831*pi,1.4827440150572195*pi,1.869181813659753*pi) q[5];\nu3(3.632203918686916*pi,0.0624072912872804*pi,2.348106876963504*pi) q[6];\nu3(3.2238523527167824*pi,1.8566707539824536*pi,0.7987476546789044*pi) q[7];\nu3(3.199414279068682*pi,3.22776780619699*pi,4.335152932705448*pi) q[8];\nu3(3.267621106829526*pi,-0.017388976249395283*pi,0.5996483969589619*pi) q[9];\nu3(3.6443242526605744*pi,2.6597427897687727*pi,0.685421849326806*pi) q[10];\nu3(3.5115152127724882*pi,1.7197824479834396*pi,1.5902754162207058*pi) q[12];\nu3(3.456709137311263*pi,0.8585855807712055*pi,1.9223726139874715*pi) q[13];\nu3(3.547281406356204*pi,0.935384479463073*pi,1.994060085174559*pi) q[14];\nu3(3.7379889107766355*pi,1.8345119047328002*pi,1.6486782820440031*pi) q[15];\nu3(3.6851907934662327*pi,3.447722952298506*pi,1.7002739846668993*pi) q[16];\nRxxyyzz(0.410163943912228*pi,0.27693180281003493*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.38862256394449957*pi,0.29292036458007165*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.41981105128815965*pi,0.37027140845029116*pi,3.8904760874049096*pi) q[4],q[13];\nRxxyyzz(0.33193159429072944*pi,0.25312441240833916*pi,3.868311121620481*pi) q[14],q[5];\nRxxyyzz(0.3279831619116612*pi,0.14817334175101848*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.3373569920437901*pi,0.2680051026533379*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.4803547432029176*pi,0.33190806707344*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.4938294755483298*pi,0.34556498622056886*pi,0.0*pi) q[16],q[12];\nu3(3.209655006572036*pi,0.5920290207637016*pi,0.8068215649076151*pi) q[0];\nu3(3.3260948134365713*pi,-0.44957489445224774*pi,1.1116850650485608*pi) q[1];\nu3(3.613749206851531*pi,3.194806981546266*pi,1.1508239914384295*pi) q[3];\nu3(3.602821584929768*pi,-0.44686824887686993*pi,2.1856696100843847*pi) q[4];\nu3(3.367544297737826*pi,0.2739866818603047*pi,2.262403300242375*pi) q[5];\nu3(3.4682156738385093*pi,2.5407689620544915*pi,0.7154639040803056*pi) q[6];\nu3(3.1861027113362113*pi,2.3167072377274174*pi,1.468917412070001*pi) q[7];\nu3(3.1450336017347746*pi,3.3942387126811946*pi,3.780843183745127*pi) q[8];\nu3(3.5882669955086697*pi,0.4049705343790839*pi,0.6974848098747404*pi) q[9];\nu3(3.4801899931434845*pi,0.7662115092182467*pi,2.146721134278769*pi) q[10];\nu3(3.6100292539905827*pi,3.391582571561957*pi,2.218313607768998*pi) q[11];\nu3(3.384004072623344*pi,0.5967970568216914*pi,1.104939530639696*pi) q[12];\nu3(3.8194558860320713*pi,-0.3067342882511322*pi,0.6031980655612816*pi) q[13];\nu3(3.773649463786295*pi,3.1596708379312006*pi,4.073329102270813*pi) q[14];\nu3(3.638715800921728*pi,-0.2229419258812132*pi,4.026606125924777*pi) q[15];\nu3(3.5679475429737346*pi,3.3214273844260607*pi,4.461656175077616*pi) q[16];\nRxxyyzz(0.43580785956353674*pi,0.25628167334353513*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3627672755425858*pi,0.30075288165689795*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.41245053577949975*pi,0.26739745059598174*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4366941537490795*pi,0.2681538199869231*pi,0.08574407529868577*pi) q[12],q[5];\nRxxyyzz(0.3676322081068998*pi,0.2629022160857183*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.42059275023184955*pi,0.270066175247365*pi,0.0723964360746774*pi) q[8],q[10];\nRxxyyzz(0.46377878861414945*pi,0.2566638726000756*pi,0.0*pi) q[9],q[16];\nu3(3.44919964265471*pi,0.3069933988369641*pi,1.0220743189639947*pi) q[1];\nu3(3.431409079936676*pi,2.8230121789012825*pi,1.9465268874770676*pi) q[2];\nu3(3.560025618375648*pi,-0.3956784243690527*pi,0.6018340893888672*pi) q[4];\nu3(3.8539090336663326*pi,-0.495860491454844*pi,2.7796666346683674*pi) q[5];\nu3(3.4593693156170318*pi,0.4525042662113572*pi,1.2041683355933384*pi) q[6];\nu3(3.4361791929869923*pi,-0.23813659619317196*pi,1.5795645823828082*pi) q[7];\nu3(3.500692929361059*pi,1.4699967286592939*pi,1.1502007169800375*pi) q[8];\nu3(3.7628683751234373*pi,-0.3070558952165362*pi,3.7780485172661513*pi) q[9];\nu3(3.664593347509171*pi,-0.260526607451361*pi,2.9803683818504307*pi) q[10];\nu3(3.4478196735206996*pi,3.1526402000970766*pi,1.524678835507404*pi) q[11];\nu3(3.3098651246317776*pi,0.4083830259822766*pi,4.3675875426730375*pi) q[12];\nu3(3.446098578671464*pi,1.0704250193421792*pi,1.607030968239358*pi) q[13];\nu3(3.6366273477141915*pi,3.317005071652999*pi,3.8577912467829876*pi) q[14];\nu3(3.3328038936009947*pi,-0.47993804851900757*pi,1.0018996859796756*pi) q[16];\nRxxyyzz(0.4334434605829879*pi,0.27967154218710266*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4150573704471602*pi,0.08736019683434926*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.3940680290334312*pi,0.24141522783902059*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3627467027472595*pi,0.21982360222698488*pi,3.927316428570041*pi) q[4],q[16];\nRxxyyzz(0.33368768570034424*pi,0.10536927224752268*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.39434305029181926*pi,0.15113453520977735*pi,3.9505841708090905*pi) q[9],q[14];\nRxxyyzz(0.46072520662402994*pi,0.3088421485658546*pi,0.09443275562783393*pi) q[11],q[10];\nu3(3.4289323188338856*pi,-0.0362439225883584*pi,1.0105621459286955*pi) q[0];\nu3(3.95083712180432*pi,-0.418435577028773*pi,1.5565996049706763*pi) q[1];\nu3(3.5063250051987205*pi,2.991237173950726*pi,0.9732686591024734*pi) q[3];\nu3(3.7868709055521386*pi,3.054981652560966*pi,1.534785067839942*pi) q[4];\nu3(3.4907904095281492*pi,0.06860824201081683*pi,1.4469351254616734*pi) q[5];\nu3(3.046078709255509*pi,-0.17961956139008062*pi,3.418038642598181*pi) q[6];\nu3(3.514497647909267*pi,3.4235228598105807*pi,1.1910337291970645*pi) q[7];\nu3(3.3297414936996055*pi,2.429766988664386*pi,0.5165418986126755*pi) q[8];\nu3(3.2116846155246463*pi,2.0274151500657442*pi,2.3528226590356627*pi) q[9];\nu3(3.8194179684693563*pi,0.24404701843396026*pi,0.674213537969272*pi) q[10];\nu3(3.63770986995409*pi,0.6937802873748935*pi,4.324867891521057*pi) q[11];\nu3(3.810230788784953*pi,-0.26303520669909675*pi,0.6030578759093416*pi) q[12];\nu3(3.2434444363784234*pi,2.2893676589895224*pi,0.5436651144405866*pi) q[14];\nu3(3.0304991960637313*pi,0.3428233278676973*pi,1.592813021814469*pi) q[16];\nRxxyyzz(0.3984898200243294*pi,0.2471644229485953*pi,3.9409720241934103*pi) q[0],q[14];\nRxxyyzz(0.46123191582317*pi,0.3515689093289682*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.3976502548694*pi,0.12135106494944159*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4048190875369096*pi,0.32983810900217414*pi,3.8588198653439005*pi) q[5],q[6];\nRxxyyzz(0.32131194911464955*pi,0.23946566672529945*pi,0.10155686591786317*pi) q[9],q[8];\nRxxyyzz(0.28684472039778935*pi,0.15986222135612138*pi,3.9262643370920394*pi) q[13],q[10];\nRxxyyzz(0.3421862509717669*pi,0.07747420642154879*pi,0.0*pi) q[11],q[16];\nu3(3.590425025766417*pi,-0.22059586554748645*pi,2.359377331636586*pi) q[0];\nu3(3.5555308463815907*pi,3.4512460883819385*pi,4.329276378063457*pi) q[2];\nu3(3.8794498174328536*pi,0.9572819960724317*pi,1.31710403288823*pi) q[3];\nu3(3.569331132900118*pi,-0.174008088801534*pi,2.0786015339369*pi) q[4];\nu3(3.8178250523389208*pi,0.5885654630523627*pi,2.3546674482208014*pi) q[5];\nu3(3.399221866646153*pi,3.144281427914197*pi,1.187966090993494*pi) q[6];\nu3(3.523583624382431*pi,2.783656907440373*pi,0.6823359285508617*pi) q[8];\nu3(3.9136378776448657*pi,0.7563189292892594*pi,1.3754918206473958*pi) q[9];\nu3(3.425093211762987*pi,2.3326913343656512*pi,1.7379963801153047*pi) q[10];\nu3(3.5741175032582744*pi,3.3738336694071185*pi,3.531464589735147*pi) q[11];\nu3(3.3158119741309*pi,3.391564813054133*pi,0.6017940586567996*pi) q[12];\nu3(3.6631737276502756*pi,1.767180107041908*pi,1.158651286609686*pi) q[13];\nu3(3.547952385625132*pi,-0.29761533236693527*pi,0.9497857658039108*pi) q[14];\nu3(3.734787665885235*pi,3.13336021857765*pi,0.6641742584260797*pi) q[16];\nRxxyyzz(0.32007967997475795*pi,0.1806542656755843*pi,3.9000909569876523*pi) q[9],q[0];\nRxxyyzz(0.3654643134469301*pi,0.3171329978663043*pi,0.08454598827190625*pi) q[1],q[10];\nRxxyyzz(0.3904131428227003*pi,0.211137058059676*pi,3.86413050962371*pi) q[15],q[2];\nRxxyyzz(0.4008235603700401*pi,0.14561282147811294*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.40299591443223026*pi,0.19029323064463188*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.40956839809661927*pi,0.27013373596836265*pi,3.90291324229974*pi) q[7],q[11];\nRxxyyzz(0.26085302052560966*pi,0.1928040105717379*pi,3.8287044562025994*pi) q[8],q[14];\nRxxyyzz(0.4906374026232997*pi,0.2516355020703025*pi,0.0*pi) q[12],q[13];\nu3(3.1809296763184705*pi,2.6681796404448725*pi,0.5344531578596108*pi) q[0];\nu3(3.834269613906608*pi,2.7422947331037033*pi,3.3499430012988087*pi) q[1];\nu3(3.615560042452435*pi,2.108286798974236*pi,2.4907516223117154*pi) q[2];\nu3(3.297700512161102*pi,2.9384985508137706*pi,1.663374112522774*pi) q[3];\nu3(3.76119948571853*pi,2.1717234309795055*pi,1.685592755080368*pi) q[4];\nu3(3.8721149464393836*pi,-0.2368280405017299*pi,0.930169970242972*pi) q[6];\nu3(3.7420646376370414*pi,0.07719922859368533*pi,2.2569089535965965*pi) q[7];\nu3(3.7098082414323876*pi,-0.13305829143994408*pi,4.14609669400191*pi) q[8];\nu3(3.130691222178908*pi,-0.2636696402434213*pi,0.6730267133247207*pi) q[9];\nu3(3.7269594997880513*pi,-0.3143925653144676*pi,1.7934831226943855*pi) q[10];\nu3(3.3310173666355674*pi,0.4931784078119469*pi,0.7369249958156967*pi) q[11];\nu3(3.3976733027947628*pi,3.0668478952239235*pi,0.8756356867309414*pi) q[12];\nu3(3.4188811573278084*pi,0.17284355853404043*pi,4.216332533074091*pi) q[13];\nu3(3.526376489588172*pi,1.998750466222405*pi,1.6542633999160703*pi) q[14];\nu3(3.3511512569068285*pi,3.0820824035609786*pi,1.612623912838556*pi) q[15];\nu3(3.5345549933149685*pi,1.0402511655096935*pi,1.2975768631395859*pi) q[16];\nRxxyyzz(0.43361010070193684*pi,0.2901223909686631*pi,0.052616350407683345*pi) q[8],q[1];\nRxxyyzz(0.3755650297705503*pi,0.26134469154017737*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.38927811575898996*pi,0.20584279687831988*pi,0.15136766331043106*pi) q[3],q[12];\nRxxyyzz(0.4234561989312998*pi,0.1630219292630546*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3766355487265801*pi,0.140325109086871*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4522147553151592*pi,0.28827336498001893*pi,3.8035815927543997*pi) q[9],q[6];\nRxxyyzz(0.46489075113531986*pi,0.27698343009456683*pi,0.0*pi) q[15],q[13];\nu3(3.2699041611172937*pi,-0.09784148059146142*pi,1.6326599762408032*pi) q[1];\nu3(3.573928154205453*pi,3.474954191671873*pi,1.8929378979716698*pi) q[2];\nu3(3.429680744694917*pi,-0.39421513685818144*pi,2.3482890703648094*pi) q[3];\nu3(3.433284678448377*pi,3.050087028694923*pi,0.8818087580430487*pi) q[4];\nu3(3.6491589714523363*pi,-0.12127986538362162*pi,0.8636503103964213*pi) q[5];\nu3(3.848963767084943*pi,-0.2401593922534488*pi,0.8289823710242361*pi) q[6];\nu3(3.4108007983315574*pi,2.8215142335638097*pi,0.6205706437917065*pi) q[8];\nu3(3.71014887544679*pi,3.239950276626381*pi,1.8088838719376388*pi) q[9];\nu3(3.570120166758125*pi,-0.08418787070673583*pi,2.3883198991454444*pi) q[10];\nu3(3.287912911566825*pi,3.47553803280934*pi,0.6899035573739623*pi) q[11];\nu3(3.623008526572273*pi,0.30135190889530383*pi,4.084712465488379*pi) q[12];\nu3(3.369970729266906*pi,-0.4679291432045515*pi,3.957908156831683*pi) q[13];\nu3(3.2862230222073214*pi,0.0757962313649001*pi,0.6108749952438457*pi) q[14];\nu3(3.6582705539265343*pi,1.7093825208624986*pi,0.8335339335379282*pi) q[15];\nRxxyyzz(0.18616547386439974*pi,0.14116970318767308*pi,3.9574263383182093*pi) q[0],q[15];\nRxxyyzz(0.3646177403672497*pi,0.24983146230948972*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.3741915102912495*pi,0.13966401586528077*pi,3.91557131347896*pi) q[14],q[3];\nRxxyyzz(0.41325501906834006*pi,0.20943496106791581*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.40140814926636015*pi,0.25454611988617654*pi,0.21218318182648652*pi) q[13],q[10];\nRxxyyzz(0.3998079393920298*pi,0.21686061702942047*pi,0.058079807194907476*pi) q[12],q[11];\nu3(3.76237371893818*pi,2.4604151504681355*pi,1.6942982810505534*pi) q[0];\nu3(3.783334840527909*pi,1.0676564277197735*pi,1.6468974727240704*pi) q[2];\nu3(3.4308988143890886*pi,-0.08397846161102251*pi,2.3913773751305323*pi) q[3];\nu3(3.3268296695533626*pi,0.8501096262497239*pi,1.9516455100873618*pi) q[4];\nu3(3.463603520585042*pi,0.7043161732216123*pi,2.114950319158389*pi) q[5];\nu3(3.625239551038682*pi,0.6475693279120631*pi,1.7381253239333665*pi) q[7];\nu3(3.6720842368468345*pi,2.158229477767003*pi,4.362031605086598*pi) q[10];\nu3(3.237108649149945*pi,1.6602731135102688*pi,4.388750583029939*pi) q[11];\nu3(3.5727585916637583*pi,2.797823077419993*pi,0.6518126296750253*pi) q[12];\nu3(3.3583642035235153*pi,0.05084761472775523*pi,4.339946144290254*pi) q[13];\nu3(3.5291127601126506*pi,0.13664496083147404*pi,1.5497921059570396*pi) q[14];\nu3(3.2038299614427994*pi,-0.2213508462101168*pi,0.5908252932206113*pi) q[15];\nRxxyyzz(0.3936799349264999*pi,0.31929474216696546*pi,3.9372112341423904*pi) q[0],q[16];\nRxxyyzz(0.34050954940540357*pi,0.254930641520817*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4122128057665496*pi,0.33589184300402697*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.46272445508365945*pi,0.1581816903528317*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3655473129564602*pi,0.299066558745555*pi,3.8614816758465107*pi) q[8],q[5];\nRxxyyzz(0.3644545838041098*pi,0.2281342299861927*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.42034273504174013*pi,0.32167814965483954*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.4397695831520767*pi,0.32685634751850245*pi,0.0*pi) q[15],q[10];\nu3(3.7751096148041836*pi,0.05553819490095291*pi,1.7893266046601108*pi) q[0];\nu3(3.2139129038146588*pi,3.21981376303117*pi,1.5246872701636764*pi) q[1];\nu3(3.090754131861759*pi,2.885711060053567*pi,1.794717749755904*pi) q[2];\nu3(3.7563852157199915*pi,3.4046013903804377*pi,1.6418986427260138*pi) q[3];\nu3(3.3143032522084814*pi,0.6633992406665012*pi,2.257634540870228*pi) q[4];\nu3(3.8566163227381836*pi,-0.11040212664844778*pi,1.2610942720466545*pi) q[5];\nu3(3.1077543905353497*pi,-0.4126367430619195*pi,0.5152984643998544*pi) q[6];\nu3(3.4541936580312322*pi,0.464026556694604*pi,1.244351707592612*pi) q[8];\nu3(3.4106475136583696*pi,0.9276418780576341*pi,1.9004474281062098*pi) q[9];\nu3(3.7776511823447647*pi,-0.06405392635655222*pi,2.449704436277792*pi) q[10];\nu3(3.328181635825697*pi,0.20044139255217852*pi,1.0026496204855713*pi) q[11];\nu3(3.445077037374431*pi,3.230103443045222*pi,1.9195011918058873*pi) q[12];\nu3(3.506031658507375*pi,0.5791656812201027*pi,1.2146707765974205*pi) q[13];\nu3(3.2715397340664465*pi,2.6575862706687534*pi,0.6209616188383767*pi) q[14];\nu3(3.78333554414472*pi,-0.43190538653350996*pi,4.2682745451784685*pi) q[15];\nu3(3.1836605480460456*pi,3.3641038738109463*pi,2.0420304738469106*pi) q[16];\nRxxyyzz(0.45251943174814124*pi,0.10118566878517843*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.3970171837535701*pi,0.37997398356804624*pi,0.053071233519091265*pi) q[8],q[2];\nRxxyyzz(0.47581886756548*pi,0.35960963097759024*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4796501774111186*pi,0.37171327405458726*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.41809483093017974*pi,0.40450890162813113*pi,0.1565188535446893*pi) q[6],q[11];\nRxxyyzz(0.41023546562256996*pi,0.36430036081565*pi,0.09845709970368688*pi) q[16],q[7];\nRxxyyzz(0.47899417455064996*pi,0.3320161153351364*pi,0.0*pi) q[14],q[12];\nu3(3.1781988592324755*pi,3.2554413152091604*pi,2.1417996769282235*pi) q[1];\nu3(3.385744937659724*pi,1.31591517076418*pi,1.1174725693141534*pi) q[2];\nu3(3.7344312336975456*pi,-0.31812456606267914*pi,1.2773356984101802*pi) q[3];\nu3(3.744698466329879*pi,-0.12840069854420733*pi,2.0018909509806786*pi) q[4];\nu3(3.4997207215984654*pi,-0.4439782616974238*pi,1.1395440950201232*pi) q[5];\nu3(3.8846597024534124*pi,0.2248149322192602*pi,1.7416170045249693*pi) q[6];\nu3(3.352905927530802*pi,3.201714578485391*pi,3.5008793226659005*pi) q[7];\nu3(3.374816357938469*pi,1.398752503208006*pi,1.5254648189454993*pi) q[8];\nu3(3.6120738068157365*pi,0.12761424752148587*pi,1.7454477053265776*pi) q[9];\nu3(3.340071732013397*pi,0.5226711696182689*pi,1.6929439902892343*pi) q[11];\nu3(3.0958099980565885*pi,3.1601499506761055*pi,1.3992958952329015*pi) q[12];\nu3(3.6564007380777603*pi,3.3630764640396036*pi,1.3330496996486971*pi) q[13];\nu3(3.4479103032400396*pi,0.05501696657701349*pi,0.8927147381146456*pi) q[14];\nu3(3.3765072141507875*pi,0.6980672954044047*pi,1.1176886566306143*pi) q[16];\nRxxyyzz(0.3740470392511196*pi,0.2245026926394654*pi,0.22109354859068886*pi) q[0],q[5];\nRxxyyzz(0.44516389206598017*pi,0.12283703761674414*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.37694805944298976*pi,0.17567542618511126*pi,3.89950370232277*pi) q[3],q[14];\nRxxyyzz(0.44484356517961987*pi,0.35681313040901236*pi,3.864163753242261*pi) q[6],q[13];\nRxxyyzz(0.46582017269768006*pi,0.2891565197645338*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.2839391842701301*pi,0.13683007602531772*pi,0.0*pi) q[16],q[11];\nRxxyyzz(0.4838758651546804*pi,0.22507150120463404*pi,0.0*pi) q[12],q[15];\nu3(3.634374483501583*pi,0.31350114334207857*pi,1.5068562989324623*pi) q[0];\nu3(3.697439530666233*pi,-0.00248554592497624*pi,0.7190264036257537*pi) q[1];\nu3(3.3815444153622023*pi,0.47701674731189403*pi,0.5601848142131405*pi) q[3];\nu3(3.2898898397302587*pi,0.1019900591452505*pi,3.400211582590969*pi) q[5];\nu3(3.6036007101569663*pi,2.616041079151616*pi,0.8013183236389527*pi) q[6];\nu3(3.0967219141234503*pi,-0.09266692984456693*pi,0.616924034220811*pi) q[7];\nu3(3.404072729944751*pi,2.67860067348868*pi,2.121569623621466*pi) q[8];\nu3(3.7728424460720675*pi,3.4093872584356455*pi,1.07834550390578*pi) q[10];\nu3(3.209137905648647*pi,1.5334965617798262*pi,1.4695271168330204*pi) q[11];\nu3(3.1606770672001536*pi,3.082461644364413*pi,4.398703082983255*pi) q[12];\nu3(3.3448095820132377*pi,3.3027739272034453*pi,0.5608444171573885*pi) q[13];\nu3(3.7513458096730674*pi,2.4692653703437086*pi,0.7574003144856332*pi) q[14];\nu3(3.743821487848326*pi,-0.26161998586084456*pi,1.8165695863078581*pi) q[15];\nu3(3.1644701683606073*pi,-0.13452873412089283*pi,2.389672167948633*pi) q[16];\nRxxyyzz(0.41709191762417314*pi,0.24920204642044072*pi,3.901207268942436*pi) q[0],q[15];\nRxxyyzz(0.3779876102958398*pi,0.21772050580599278*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.32569889729214985*pi,0.31406275841657383*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4751209179534196*pi,0.2224083096578422*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.3985030590263101*pi,0.31334781972829906*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4377564668062701*pi,0.1695069764618664*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4250845131361299*pi,0.14192856074201204*pi,3.9440688618141895*pi) q[9],q[11];\nRxxyyzz(0.3600852082664395*pi,0.245943866337611*pi,0.0*pi) q[12],q[14];\nu3(3.273229561880475*pi,-0.3198122375804707*pi,2.2057266357692615*pi) q[0];\nu3(3.369719011710398*pi,1.0752267080085702*pi,1.6103665809740568*pi) q[1];\nu3(3.5637177078496665*pi,-0.4071369365872931*pi,3.9250711376642395*pi) q[2];\nu3(3.745689276721719*pi,3.0986592692751436*pi,3.843714694923093*pi) q[3];\nu3(3.319709836077128*pi,2.235625013809866*pi,1.1642676706437243*pi) q[5];\nu3(3.152059852291228*pi,1.09327508419359*pi,1.6958360915232291*pi) q[6];\nu3(3.408565037617513*pi,-0.37912559862311523*pi,0.8490215730634691*pi) q[7];\nu3(3.781207939710948*pi,0.04326232891943438*pi,1.889277805856289*pi) q[8];\nu3(3.0527338311340695*pi,2.806466049387466*pi,1.10076645172424*pi) q[9];\nu3(3.317596938002075*pi,2.339159518069189*pi,1.7815928099747285*pi) q[10];\nu3(3.163309211326718*pi,1.1110480316179263*pi,2.4408915787172782*pi) q[11];\nu3(3.706648106519937*pi,3.4359542739446827*pi,1.2027214318310575*pi) q[12];\nu3(3.7880286666492613*pi,0.6936556334937662*pi,1.7503201305438085*pi) q[13];\nu3(3.699976147042692*pi,2.9709430842937055*pi,4.469813752295742*pi) q[14];\nu3(3.616122496218437*pi,2.8353043213666904*pi,2.3898885697213883*pi) q[15];\nu3(3.328427361895024*pi,2.5717786752833565*pi,0.9936378764394617*pi) q[16];\nRxxyyzz(0.38613897889729987*pi,0.3035085100072141*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.39191111600768036*pi,0.3011182266155128*pi,0.10363002535042973*pi) q[6],q[2];\nRxxyyzz(0.45254920453898*pi,0.27687852594383827*pi,0.04058701275715927*pi) q[3],q[8];\nRxxyyzz(0.3758827858047296*pi,0.16623108873460968*pi,0.08870664216465918*pi) q[4],q[11];\nRxxyyzz(0.26016593943718996*pi,0.1679581998988806*pi,3.91465406085618*pi) q[16],q[5];\nRxxyyzz(0.45590642227110945*pi,0.22235879294874383*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.41460492812842015*pi,0.19115759706210553*pi,3.9078760593640696*pi) q[10],q[14];\nu3(3.505732763819743*pi,1.2271868668148644*pi,1.0437751428755608*pi) q[1];\nu3(3.617634022132932*pi,-0.4710634781661982*pi,0.8543735395939727*pi) q[2];\nu3(3.614197912575057*pi,2.561176560671922*pi,1.3270890811635532*pi) q[3];\nu3(3.512488555302642*pi,2.80728104213919*pi,3.899282066621166*pi) q[4];\nu3(3.2304865766976456*pi,-0.21344376718690805*pi,1.894918101566292*pi) q[5];\nu3(3.7710952697669238*pi,-0.022622785703575066*pi,0.9265286460945918*pi) q[6];\nu3(3.4835135227536274*pi,1.99600682147579*pi,0.5094081313146877*pi) q[8];\nu3(3.4952596954428863*pi,-0.25380246414532925*pi,1.155714013591437*pi) q[9];\nu3(3.7860988942089837*pi,-0.36418999252777495*pi,1.0572917202300296*pi) q[10];\nu3(3.4462191651446346*pi,0.5024717922140176*pi,1.691671177585837*pi) q[11];\nu3(3.376435349775611*pi,2.8708760256316372*pi,0.9251735134470952*pi) q[12];\nu3(3.3466259970375347*pi,3.4688994541266234*pi,1.0624353745487616*pi) q[13];\nu3(3.6766113579360584*pi,0.18758134053385533*pi,1.7500235834260849*pi) q[14];\nu3(3.862990198077816*pi,2.9869098123334283*pi,1.0822369275359025*pi) q[16];\nRxxyyzz(0.29447835819435003*pi,0.14607017744898343*pi,0.0793687317071452*pi) q[0],q[11];\nRxxyyzz(0.3296180560668295*pi,0.11936467322390154*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4355660285065196*pi,0.2763588349057928*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.46023582319604994*pi,0.4199331760273992*pi,3.8894910403287692*pi) q[16],q[3];\nRxxyyzz(0.42029076015288963*pi,0.29665935537268834*pi,0.09168289590405324*pi) q[4],q[13];\nRxxyyzz(0.38834154958885947*pi,0.13100647259457304*pi,0.07966064761100133*pi) q[8],q[6];\nRxxyyzz(0.4226087665749794*pi,0.28582718557921755*pi,0.07399209570265328*pi) q[10],q[7];\nRxxyyzz(0.4432701298776896*pi,0.12626491932697517*pi,3.94674588368015*pi) q[9],q[14];\nu3(3.6126384681871677*pi,3.4928013451642705*pi,0.8970271510977939*pi) q[0];\nu3(3.7804640303029764*pi,2.9590405356355642*pi,4.240482285640395*pi) q[1];\nu3(3.6936247855566546*pi,3.0434983672039566*pi,0.5834815087242768*pi) q[2];\nu3(3.142847416537726*pi,3.389162222848497*pi,0.7868799411074021*pi) q[3];\nu3(3.3513109185592675*pi,3.3839020508654634*pi,1.6924849521028804*pi) q[4];\nu3(3.6014793832419807*pi,2.9933550919284375*pi,1.3385795153720972*pi) q[6];\nu3(3.7997588023286912*pi,2.7980344238050856*pi,1.6907584407292082*pi) q[7];\nu3(3.114947782218343*pi,-0.15642989810124297*pi,3.030854748557142*pi) q[8];\nu3(3.36374571345956*pi,1.401955146113422*pi,1.1654262581383978*pi) q[9];\nu3(3.5457970908523597*pi,0.25070512410511536*pi,1.016426238280825*pi) q[10];\nu3(3.698042813559079*pi,2.3708887463451926*pi,4.026225862358581*pi) q[11];\nu3(3.585139286027214*pi,2.9396161305932442*pi,0.8362341943042169*pi) q[12];\nu3(3.464416987678714*pi,-0.20731866702163915*pi,3.796411650251246*pi) q[13];\nu3(3.7324714895982014*pi,3.466137012309912*pi,1.9547749656064521*pi) q[14];\nu3(3.251355960727991*pi,0.8908482138891971*pi,0.9503636959587766*pi) q[15];\nu3(3.539006831854999*pi,0.5062014499255079*pi,1.194661574307133*pi) q[16];\nmeasure q[9] -> c[0];\nRxxyyzz(0.4268106627596801*pi,0.3156534762462175*pi,0.2333747123316018*pi) q[1],q[0];\nRxxyyzz(0.3957229025020902*pi,0.16669997061885677*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.4206524821402098*pi,0.35675728934422146*pi,0.1840475217296732*pi) q[3],q[4];\nRxxyyzz(0.4317678641093999*pi,0.20321191552432624*pi,0.10844548355606651*pi) q[8],q[5];\nRxxyyzz(0.34992003499356017*pi,0.3298671230325749*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.42650187493828007*pi,0.3700756397954823*pi,0.0702025599260434*pi) q[7],q[12];\nRxxyyzz(0.47984385530867*pi,0.26099119613606314*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.4207479327034696*pi,0.1909038321050507*pi,0.07584423971295236*pi) q[14],q[13];\nu3(3.381274829764953*pi,0.36617865901313884*pi,4.395824686490924*pi) q[0];\nu3(3.144664845532281*pi,0.014581552348554183*pi,4.163728905055461*pi) q[1];\nu3(3.295307201183679*pi,3.3904956900133687*pi,0.5069054352586715*pi) q[2];\nu3(3.5500080829657166*pi,2.0856833503661445*pi,1.6581378080886613*pi) q[3];\nu3(3.0917602949761434*pi,-0.05590619188449608*pi,1.9147640785406028*pi) q[4];\nu3(3.6356504721048846*pi,1.4756982990863432*pi,4.2752572147536*pi) q[5];\nu3(0.4830496497417496*pi,0.18502825065059925*pi,1.6731085479207914*pi) q[6];\nu3(3.7048108050738633*pi,3.3942337276776087*pi,1.701111449371176*pi) q[7];\nu3(3.354155302801741*pi,0.8282673278999182*pi,3.019129596755893*pi) q[8];\nu3(3.3987340918830533*pi,-0.4477326822302876*pi,0.6368796166093724*pi) q[10];\nu3(3.2049950037829684*pi,-0.29868511063311254*pi,2.268794529418753*pi) q[11];\nu3(3.640627634288678*pi,3.4954973172483927*pi,1.904739215196495*pi) q[12];\nu3(3.5567700647078597*pi,0.30264715925933605*pi,3.089267630734094*pi) q[13];\nu3(3.2839596146241363*pi,0.408771952470794*pi,4.455722849235729*pi) q[14];\nu3(3.309822702122599*pi,3.4024006737629215*pi,1.728911709596511*pi) q[15];\nu3(3.2718731326351254*pi,0.03187617980837154*pi,0.9789236125195906*pi) q[16];\nmeasure q[2] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[4] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[15] -> c[12];\nmeasure q[14] -> c[13];\nmeasure q[5] -> c[14];\nmeasure q[16] -> c[15];\nmeasure q[13] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3431443739491327*pi,-0.33861431625364713*pi,1.508927172134976*pi) q[0];\nu3(3.47452189262814*pi,-0.35341870896694816*pi,1.5985141027010248*pi) q[1];\nu3(3.948218161579348*pi,-0.151139764884634*pi,0.6437881815650103*pi) q[2];\nu3(3.051540959381313*pi,2.966125028683181*pi,0.5223080418714199*pi) q[3];\nu3(3.3246718579487275*pi,3.273395894380239*pi,3.8201639552273314*pi) q[4];\nu3(3.624066068708593*pi,0.473299391812794*pi,3.6080796440737353*pi) q[5];\nu3(3.3856397212265223*pi,3.4617683001051076*pi,1.7476547125284458*pi) q[6];\nu3(3.275284940221517*pi,0.9183991477822948*pi,1.3942916366934188*pi) q[7];\nu3(3.502125618058527*pi,-0.4186244843666405*pi,0.8906929663893663*pi) q[8];\nu3(3.2297524145134493*pi,0.3731278913923921*pi,3.9155275338876114*pi) q[9];\nu3(3.394151354566233*pi,2.3419408250326086*pi,1.2649387401861327*pi) q[10];\nu3(3.7454749184801512*pi,0.6796060044520975*pi,4.206950263912651*pi) q[11];\nu3(3.7048887008498914*pi,1.228133398140696*pi,4.244028436647241*pi) q[12];\nu3(3.3180736836475124*pi,2.5134872597800255*pi,1.506293988621055*pi) q[13];\nu3(3.5991120066211284*pi,-0.2475712711438054*pi,1.4306225504315284*pi) q[14];\nu3(3.538280048039798*pi,2.549505436794683*pi,3.919038279549077*pi) q[15];\nu3(3.1416259672129594*pi,0.4866024019508912*pi,2.0199237951697393*pi) q[16];\nRxxyyzz(0.4023433711342301*pi,0.2808926799634265*pi,0.16696121582251047*pi) q[0],q[13];\nRxxyyzz(0.41664544592544994*pi,0.2188732105331106*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.2796513202219195*pi,0.1111339642530691*pi,3.9568191129325196*pi) q[2],q[4];\nRxxyyzz(0.3819698859931001*pi,0.312713971255312*pi,0.22423693062512376*pi) q[3],q[5];\nRxxyyzz(0.2647740144867141*pi,0.18691001884715297*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.26101919880180624*pi,0.17662108231197993*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.48039967899522984*pi,0.2984440216321086*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.3468925773738895*pi,0.2533149306318614*pi,3.8313858030731094*pi) q[11],q[16];\nu3(3.0374390426245803*pi,-0.007941765658280975*pi,3.5842802750651392*pi) q[0];\nu3(3.0835810206846648*pi,2.3121770324197586*pi,2.1927407452447163*pi) q[1];\nu3(3.792216136495838*pi,2.185620870060295*pi,4.426619839751505*pi) q[2];\nu3(3.4695662436283623*pi,3.2388926543549776*pi,2.864457320625663*pi) q[3];\nu3(3.6312526271911363*pi,2.5434557084528944*pi,1.7727362548424856*pi) q[4];\nu3(3.555384828389011*pi,-0.2769854193103177*pi,3.6160312630580176*pi) q[5];\nu3(3.3458294473753716*pi,3.107809810084852*pi,4.151170032967559*pi) q[6];\nu3(3.7439599767826173*pi,2.3696966376400694*pi,0.822352356970545*pi) q[8];\nu3(3.66537978188209*pi,2.5053063462226195*pi,0.7834096181113201*pi) q[9];\nu3(3.5622033181397845*pi,3.3501826982822998*pi,4.373922156081633*pi) q[10];\nu3(3.6766796653915588*pi,2.4782878573226284*pi,0.6514244981492423*pi) q[11];\nu3(3.3817104054922944*pi,2.038210113887235*pi,2.010649221112165*pi) q[12];\nu3(3.233222514887739*pi,2.047614566520709*pi,0.7276448661895083*pi) q[13];\nu3(3.304417221538498*pi,2.523732552870544*pi,2.1427509066913286*pi) q[14];\nu3(3.4669235142302046*pi,2.903338973838532*pi,0.973398756055539*pi) q[15];\nu3(3.039469859629986*pi,1.1576587351827687*pi,0.7889062535317262*pi) q[16];\nRxxyyzz(0.4450506121476501*pi,0.15622744068670394*pi,3.9106995539920306*pi) q[0],q[1];\nRxxyyzz(0.31895955845567947*pi,0.12701166985121226*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.31207373271071936*pi,0.2910532548242717*pi,3.9346967028869706*pi) q[3],q[11];\nRxxyyzz(0.3779734676047699*pi,0.2691909189911377*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4106750211573229*pi,0.2008665824714253*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3525209221125495*pi,0.2497284483301092*pi,3.910066861323271*pi) q[6],q[16];\nRxxyyzz(0.3890695591163277*pi,0.23288630351493933*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4550269597151102*pi,0.40772323310109804*pi,3.9363720458462006*pi) q[10],q[13];\nu3(3.6804288664070275*pi,-0.443056495442789*pi,1.8554031273792817*pi) q[0];\nu3(3.648944627860631*pi,0.7556475649437484*pi,1.9364181388308361*pi) q[1];\nu3(3.2617910110785897*pi,2.586268985179826*pi,1.2224718161427195*pi) q[2];\nu3(3.2450405351030622*pi,2.9518805362733294*pi,1.8056835672062999*pi) q[3];\nu3(3.625858599287615*pi,-0.2556355092037268*pi,1.770724028949044*pi) q[4];\nu3(3.768830491047387*pi,2.3626356906566155*pi,1.5403332291347014*pi) q[5];\nu3(3.3708092789093786*pi,0.08190774663299683*pi,1.3358482856198597*pi) q[6];\nu3(3.558020268368717*pi,0.28295903972478587*pi,1.6443550696707683*pi) q[7];\nu3(3.722849236803252*pi,2.660423503796261*pi,0.6145175471958613*pi) q[8];\nu3(3.833464161506114*pi,-0.11043999647079616*pi,2.040309651117231*pi) q[9];\nu3(3.4679813649990026*pi,3.1853869330918667*pi,0.8850638148583738*pi) q[10];\nu3(3.4779478913632254*pi,-0.47850548242113*pi,1.4589069723017385*pi) q[11];\nu3(3.3398531671320777*pi,0.17988224638910255*pi,1.534427665350865*pi) q[13];\nu3(3.187232213585514*pi,0.12394273644985243*pi,4.241066608888807*pi) q[14];\nu3(3.8015402924383634*pi,2.7774952711508574*pi,2.0638560430613655*pi) q[15];\nu3(3.473939432973898*pi,2.155937388976986*pi,1.1214900506187124*pi) q[16];\nRxxyyzz(0.46408705973980746*pi,0.3970736015891865*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.39962046206713*pi,0.23524597500865285*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.31657402506676974*pi,0.23580887973700992*pi,0.14408207156935493*pi) q[2],q[7];\nRxxyyzz(0.3782726333736698*pi,0.21813442928138826*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3707103404929005*pi,0.14689956422917216*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.3882593468527703*pi,0.1637407101857575*pi,3.9345358733260394*pi) q[14],q[6];\nRxxyyzz(0.4696737859104696*pi,0.17430745730020836*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4271326436323494*pi,0.11645831053435252*pi,0.0*pi) q[11],q[9];\nu3(3.0736773268225095*pi,0.13337615595984798*pi,1.6346920009148653*pi) q[0];\nu3(3.6881518046880055*pi,-0.4225386207597196*pi,1.0485386439634994*pi) q[1];\nu3(3.738427322226941*pi,0.5278733134277358*pi,0.9963832759129699*pi) q[2];\nu3(3.2433500689713335*pi,3.0643734478905564*pi,0.8991015390028907*pi) q[3];\nu3(3.4032642207687047*pi,1.0476488128996295*pi,1.5748515315606917*pi) q[4];\nu3(3.6407354582029123*pi,1.6581726105837156*pi,1.4717580284095588*pi) q[5];\nu3(3.2843896911907606*pi,0.2748938321207517*pi,1.8505287501785452*pi) q[6];\nu3(3.7439900553484*pi,2.5445609189127385*pi,4.45921266052416*pi) q[7];\nu3(3.197222677408981*pi,2.319016112612304*pi,1.8320189406460383*pi) q[8];\nu3(3.285928840043144*pi,3.3263689970901207*pi,4.358549284566499*pi) q[9];\nu3(3.6953375374505137*pi,0.14060228814655773*pi,4.404268915478876*pi) q[10];\nu3(3.7396471972859513*pi,2.084444076047477*pi,1.3314549762758092*pi) q[11];\nu3(3.0928071279036686*pi,3.2638065251865553*pi,3.9331520320612765*pi) q[13];\nu3(3.182967842991974*pi,1.4650156256459264*pi,1.5460390221516487*pi) q[14];\nu3(3.5838813984256865*pi,0.5747875022691082*pi,0.6164681253894968*pi) q[15];\nu3(3.07870289132607*pi,3.4714716129757957*pi,1.3426054636406137*pi) q[16];\nRxxyyzz(0.44517250437586003*pi,0.2209209833200485*pi,3.9500180950022608*pi) q[10],q[0];\nRxxyyzz(0.4055186515126597*pi,0.21958554105612116*pi,0.16190217376186358*pi) q[1],q[7];\nRxxyyzz(0.3862901113949291*pi,0.28189076771735533*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.32957303206679*pi,0.18206939402702993*pi,0.10396351358903022*pi) q[4],q[9];\nRxxyyzz(0.35586803012430945*pi,0.28314644139299094*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.44287417180579947*pi,0.35591197561156307*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.2966053949285099*pi,0.16103086208822326*pi,3.9536819893071*pi) q[13],q[14];\nRxxyyzz(0.3122072047582094*pi,0.16891503373744143*pi,3.93722126965356*pi) q[16],q[15];\nu3(3.764745865979434*pi,0.08605972883825486*pi,1.44128640767646*pi) q[0];\nu3(3.493362037258631*pi,-0.2545202740768211*pi,3.9807965333106785*pi) q[1];\nu3(3.7102698881019656*pi,1.5953750115033398*pi,1.4220694739327393*pi) q[3];\nu3(3.569179714013826*pi,-0.4683026470839303*pi,3.7731271647624647*pi) q[4];\nu3(3.708360949318944*pi,0.017689621882150064*pi,3.6742471298125046*pi) q[5];\nu3(3.3964608293780034*pi,-0.27061152184162673*pi,0.5897894260079157*pi) q[6];\nu3(3.670153150455257*pi,2.6450747471594642*pi,3.850063227618765*pi) q[7];\nu3(3.590888827162004*pi,-0.3244751754879984*pi,0.8317997323328505*pi) q[8];\nu3(3.1342738829976304*pi,-0.38391631604605936*pi,3.8465872416926783*pi) q[9];\nu3(3.840744389384077*pi,3.4401668383928015*pi,1.9064199688167476*pi) q[10];\nu3(3.3367896241077455*pi,3.1556357534349098*pi,0.7128609644235526*pi) q[11];\nu3(3.3042170172829644*pi,0.1631496231388435*pi,1.3541555795347695*pi) q[12];\nu3(3.1832251845637876*pi,3.3715881432483474*pi,3.318982608110205*pi) q[13];\nu3(3.682652867241157*pi,1.6750500980198808*pi,1.5376000965672163*pi) q[14];\nu3(3.7481593339114623*pi,0.9476365110428908*pi,1.5574569374907101*pi) q[15];\nu3(3.5881062247832682*pi,2.6371702098342023*pi,0.7041010484442951*pi) q[16];\nRxxyyzz(0.3349391860740202*pi,0.2975664635352371*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.40988412700369015*pi,0.1038301421625949*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.31311966421787585*pi,0.26931889045362034*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.43750762678486993*pi,0.35918967440934857*pi,0.2540395871895589*pi) q[11],q[5];\nRxxyyzz(0.4011962612357598*pi,0.29592806357007584*pi,3.89748130786137*pi) q[9],q[6];\nRxxyyzz(0.39145465014437963*pi,0.29704795782150384*pi,3.8045244146384207*pi) q[14],q[7];\nRxxyyzz(0.4044420966103105*pi,0.2686613410935924*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4185184440651999*pi,0.34193711387250486*pi,3.8302390492665706*pi) q[15],q[10];\nu3(3.506770466126217*pi,-0.40100883452171426*pi,1.5983183091621596*pi) q[0];\nu3(3.316447976125651*pi,-0.006189354517562584*pi,0.7274159037503165*pi) q[1];\nu3(3.8053557428760567*pi,3.4772232545762107*pi,4.370133738236345*pi) q[2];\nu3(3.668189012518345*pi,0.5607049003455717*pi,1.0938192760531833*pi) q[3];\nu3(3.216511017390136*pi,0.40098394142749516*pi,3.9705985613119577*pi) q[5];\nu3(3.662549356161331*pi,2.7758934303906675*pi,1.4526384722740646*pi) q[6];\nu3(3.3246163268926434*pi,-0.29328589437397823*pi,0.7512401909030573*pi) q[7];\nu3(3.357244583364185*pi,1.9489611813302319*pi,1.2778016059242594*pi) q[8];\nu3(3.5906501741200607*pi,3.273610981105402*pi,1.1836384223164451*pi) q[9];\nu3(3.527188202235809*pi,-0.28257431198417904*pi,2.331250841453523*pi) q[10];\nu3(3.372815843290269*pi,-0.3428668718067819*pi,1.2851120761143267*pi) q[11];\nu3(3.580583003948807*pi,2.742347723205205*pi,4.3013095452674905*pi) q[12];\nu3(3.530576564320204*pi,-0.3819487344610767*pi,3.824204675837243*pi) q[13];\nu3(3.779356763619389*pi,2.789682270324883*pi,1.3626945808178075*pi) q[14];\nu3(3.4260319583203684*pi,0.876279969547348*pi,1.906443191820024*pi) q[15];\nu3(3.9135736458765513*pi,-0.21287839216818616*pi,1.0301777117230597*pi) q[16];\nRxxyyzz(0.47074466955267014*pi,0.23111468825946802*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4576313477216493*pi,0.33889928717595125*pi,0.17743396246991433*pi) q[4],q[1];\nRxxyyzz(0.4032198110278701*pi,0.3134090134490144*pi,3.840051292091699*pi) q[2],q[9];\nRxxyyzz(0.44938380390690996*pi,0.2451037659397932*pi,3.87424026131837*pi) q[12],q[5];\nRxxyyzz(0.4268763230859394*pi,0.17245568419179416*pi,0.060757366140691674*pi) q[11],q[7];\nRxxyyzz(0.40743956217017935*pi,0.16167449362735709*pi,3.883200329640699*pi) q[15],q[8];\nRxxyyzz(0.49341984700414976*pi,0.4198952809611978*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.4002871888206502*pi,0.23335314753578107*pi,0.0*pi) q[16],q[14];\nu3(3.624380445107017*pi,-0.046846078892424536*pi,0.6778742481803177*pi) q[0];\nu3(3.5675874237666036*pi,0.2123742131589741*pi,0.6846645805346367*pi) q[1];\nu3(3.7377657290772883*pi,3.151167319614646*pi,2.3110420332374333*pi) q[2];\nu3(3.257964112920943*pi,0.5535434925703928*pi,3.98515652221979*pi) q[4];\nu3(3.745350611206213*pi,3.3734565102219336*pi,2.1889148324125856*pi) q[5];\nu3(3.7692965764174255*pi,0.7575136464807284*pi,1.1693172751396441*pi) q[6];\nu3(3.494406277779801*pi,3.1760033783155386*pi,0.7671230340675863*pi) q[7];\nu3(3.6464921487588495*pi,0.059481895444067345*pi,0.6335457441067582*pi) q[8];\nu3(3.55033549922112*pi,0.6197962228752045*pi,0.6633442835456458*pi) q[9];\nu3(3.800431137619*pi,0.06845351004637013*pi,1.899500046618725*pi) q[10];\nu3(3.2121070123933047*pi,3.4262513224029054*pi,1.1115669044961236*pi) q[11];\nu3(3.2406314647882764*pi,0.2552784738421414*pi,2.4514170934796766*pi) q[12];\nu3(3.142248234647738*pi,2.6113485904228497*pi,4.4083269871708595*pi) q[13];\nu3(3.667253425592112*pi,-0.3660027401921853*pi,1.1241478811451726*pi) q[14];\nu3(3.428210187895255*pi,2.3112213255999885*pi,1.1289074855705676*pi) q[15];\nu3(3.58426793437948*pi,1.9854661903903308*pi,1.3434579784315508*pi) q[16];\nRxxyyzz(0.39433759620846076*pi,0.2713720980277383*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.45235977537733*pi,0.27880370428736423*pi,0.08167817011665642*pi) q[2],q[11];\nRxxyyzz(0.2912863140302099*pi,0.18931657617834197*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.2824895997639968*pi,0.08940638238566034*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.43821487071552945*pi,0.2926326884409679*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.45526712709769956*pi,0.36060539853285944*pi,3.81320949037151*pi) q[12],q[6];\nRxxyyzz(0.2621028972841902*pi,0.255825109975643*pi,3.94923450620413*pi) q[16],q[8];\nRxxyyzz(0.4291797486631993*pi,0.19509307815899038*pi,0.13659666933238906*pi) q[15],q[10];\nu3(3.483132066046423*pi,0.9962382027358827*pi,1.2736841310400693*pi) q[1];\nu3(3.5139634773830357*pi,-0.2084221789546878*pi,1.456343274388315*pi) q[2];\nu3(3.394428581051089*pi,3.284225074331039*pi,1.7707179418346173*pi) q[3];\nu3(3.5494122814733755*pi,-0.45583130610971423*pi,0.522588240265685*pi) q[4];\nu3(3.441432637963727*pi,3.3537349949002913*pi,2.028539169307181*pi) q[5];\nu3(3.552705060490519*pi,-0.0852592977042097*pi,1.076394676424115*pi) q[6];\nu3(3.142040475603756*pi,1.241810103641008*pi,1.6461527519471506*pi) q[7];\nu3(3.827973634021982*pi,3.114940288243762*pi,0.748483065517866*pi) q[8];\nu3(3.6854596695317188*pi,0.6305797089101537*pi,1.5603467973503395*pi) q[9];\nu3(3.403801521337434*pi,-0.046820033789324145*pi,4.043009347437385*pi) q[10];\nu3(3.4855401548737976*pi,0.6947731162565014*pi,3.8260651716393306*pi) q[11];\nu3(3.2553753607748472*pi,0.9282461362770382*pi,1.287338485233053*pi) q[12];\nu3(3.570676112192759*pi,-0.2714535768682762*pi,1.9276109870422453*pi) q[13];\nu3(3.0897903491636787*pi,-0.020518603233823485*pi,4.466115494364672*pi) q[14];\nu3(3.5794316463778073*pi,3.1077672567182675*pi,1.4440001158600682*pi) q[15];\nu3(3.6367389707147564*pi,2.774055891211034*pi,1.33705648816772*pi) q[16];\nRxxyyzz(0.40990389751866063*pi,0.2350492148186678*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.379955170378678*pi,0.13210409841164283*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.3716460910923304*pi,0.13453766194327443*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4411324753128696*pi,0.2720135305878666*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.33304451182298944*pi,0.18477551570024187*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.3829752055156299*pi,0.3690243901824708*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.46683718738647473*pi,0.31865416429982807*pi,0.0*pi) q[12],q[14];\nu3(3.220870095779448*pi,0.10789453578384445*pi,1.748046559668766*pi) q[0];\nu3(3.8809174130832216*pi,0.3531825060523319*pi,1.9327615398480373*pi) q[1];\nu3(3.4125120583801483*pi,2.9320708986663258*pi,1.8966991248062244*pi) q[2];\nu3(3.637346067463124*pi,3.3801506522776887*pi,0.9250451163502387*pi) q[3];\nu3(3.6743793507777207*pi,3.200993393942384*pi,2.491050030146573*pi) q[5];\nu3(3.1847094054520744*pi,1.387508843059797*pi,1.5786596147059442*pi) q[6];\nu3(3.6488758417295246*pi,0.5468596633756817*pi,2.13614133566355*pi) q[8];\nu3(3.750914103832102*pi,1.6755187488515442*pi,0.5829295881682934*pi) q[9];\nu3(3.1763298711897328*pi,0.3802283873740704*pi,4.44542758093186*pi) q[10];\nu3(3.524193875349069*pi,1.1024040663658163*pi,1.6931121268187055*pi) q[11];\nu3(3.465167836976646*pi,1.1909253511536075*pi,1.5875389264985542*pi) q[12];\nu3(3.553741047381915*pi,3.418022668519752*pi,1.695123729887864*pi) q[14];\nu3(3.665158991400703*pi,2.363342853007819*pi,1.897733233125156*pi) q[15];\nu3(3.839114783413948*pi,1.3185914539495749*pi,3.948485650336958*pi) q[16];\nRxxyyzz(0.45254398746718005*pi,0.2313546658722313*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.46662214330890883*pi,0.10651170021971001*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.4043422773177097*pi,0.32277015628678807*pi,0.09037544442773433*pi) q[7],q[2];\nRxxyyzz(0.3903039330567899*pi,0.18622323357438605*pi,0.04094929041055276*pi) q[4],q[11];\nRxxyyzz(0.43564127799886*pi,0.19834801204027316*pi,0.13314063982281923*pi) q[5],q[6];\nRxxyyzz(0.458266929367362*pi,0.15002559155940087*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.39522084753471004*pi,0.2845777476924845*pi,0.056319379743392094*pi) q[10],q[12];\nRxxyyzz(0.28359680681420907*pi,0.10856014159038496*pi,0.0*pi) q[13],q[16];\nu3(3.582990668173446*pi,0.5833800234831286*pi,2.0378733589630778*pi) q[0];\nu3(3.6128026647615505*pi,0.5760593226355606*pi,0.6130703771557408*pi) q[1];\nu3(3.384640992665356*pi,2.3933147285975442*pi,0.7983829989160378*pi) q[2];\nu3(3.965914479689075*pi,0.7516659682456499*pi,1.106654618840418*pi) q[3];\nu3(3.1934239455089903*pi,0.8829396544691446*pi,4.4818161329313275*pi) q[4];\nu3(3.3892387127886225*pi,2.91762150807825*pi,1.2406547689040104*pi) q[5];\nu3(3.8289267730074545*pi,3.0119281070561703*pi,1.4136534355067796*pi) q[6];\nu3(3.848573326826914*pi,3.284214264238348*pi,0.5389067658099331*pi) q[7];\nu3(3.8009376708397222*pi,2.229729241706069*pi,1.7482193306695364*pi) q[8];\nu3(3.6755861554629625*pi,0.2850090236589553*pi,1.1895156876649642*pi) q[9];\nu3(3.7659251904310027*pi,3.3083623520237873*pi,4.486685068375417*pi) q[10];\nu3(3.584113211780498*pi,2.183126624352532*pi,0.6090392721807953*pi) q[11];\nu3(3.402612584702373*pi,-0.1517266140270252*pi,1.501192541853032*pi) q[12];\nu3(3.4718772821288963*pi,3.2063733136197587*pi,1.4297297762977506*pi) q[13];\nu3(3.5734345959986573*pi,-0.46259049244888995*pi,4.153590759985715*pi) q[15];\nu3(3.38010382770314*pi,-0.08306531397287742*pi,1.5412910569656397*pi) q[16];\nRxxyyzz(0.46742811984936083*pi,0.12883042646167076*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4716099989501802*pi,0.20282942094159273*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4936816786689202*pi,0.2676269258485382*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.43084283593720063*pi,0.19040733563393486*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.46153507189724996*pi,0.2851853921216636*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4190942904466902*pi,0.28218857451538304*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.34230602084285905*pi,0.2831363029696532*pi,3.86834998313598*pi) q[10],q[9];\nRxxyyzz(0.3629286820482499*pi,0.2343764490641853*pi,0.15533866726846413*pi) q[15],q[13];\nu3(3.0806607109017534*pi,0.001966873610967812*pi,2.2110040598465277*pi) q[0];\nu3(3.487613699649455*pi,3.191402064025359*pi,4.477980923224191*pi) q[2];\nu3(3.1525471828071887*pi,2.7225473918797656*pi,0.6744597155610432*pi) q[3];\nu3(3.056771031006493*pi,-0.4860659644251554*pi,1.3504247267271694*pi) q[4];\nu3(3.780889182054833*pi,3.4736860846399242*pi,3.8785427372890684*pi) q[5];\nu3(3.5851078987198575*pi,-0.06696691043112007*pi,0.8105273211406083*pi) q[6];\nu3(3.4677688041730192*pi,2.9610244418791014*pi,0.8325326077946815*pi) q[7];\nu3(3.559989312400572*pi,2.721026573536604*pi,1.8503277990812876*pi) q[8];\nu3(3.3046093842973687*pi,2.774606829122911*pi,1.0093494942943462*pi) q[9];\nu3(3.1107847771440995*pi,2.6945551180028326*pi,0.7520675678425639*pi) q[10];\nu3(3.2465086223188484*pi,-0.39818135260083964*pi,4.030387271169504*pi) q[11];\nu3(3.51606521215098*pi,1.0664222521696636*pi,1.5463647161466318*pi) q[12];\nu3(3.7318865028615926*pi,-0.43853786017393936*pi,2.943828090352062*pi) q[13];\nu3(3.5972822772909328*pi,2.651356858291838*pi,1.0099497022672774*pi) q[14];\nu3(3.18653541347222*pi,3.235528449786206*pi,0.7426588013530905*pi) q[15];\nu3(3.5735478252441846*pi,3.3383655373136905*pi,1.1239556242666806*pi) q[16];\nRxxyyzz(0.35361233231209976*pi,0.31852887359171533*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.45506283816677984*pi,0.18872749221248863*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3919175715996897*pi,0.29910663924176845*pi,3.9190656955582*pi) q[15],q[2];\nRxxyyzz(0.4297566711670272*pi,0.3098291149980802*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4398953739870799*pi,0.22205698194040216*pi,3.8385524111690406*pi) q[7],q[10];\nRxxyyzz(0.4557529597767003*pi,0.1619197228227005*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4606698674819501*pi,0.31055313849864463*pi,3.919344064715089*pi) q[14],q[9];\nRxxyyzz(0.4046136631382194*pi,0.162749464147391*pi,3.879235168282*pi) q[13],q[11];\nu3(3.6953438806428913*pi,-0.21987398117219747*pi,0.8998585775188335*pi) q[0];\nu3(3.567238798507962*pi,2.8758452762325857*pi,4.351350453001886*pi) q[1];\nu3(3.3799924963433985*pi,-0.12047962631555587*pi,2.2489396456010224*pi) q[2];\nu3(3.958386651263383*pi,0.9465924193135564*pi,1.9535809600087357*pi) q[3];\nu3(3.175109547718509*pi,-0.391767018588256*pi,0.7828260760113235*pi) q[4];\nu3(3.502179121753728*pi,-0.168645769864548*pi,4.327866856374282*pi) q[6];\nu3(3.2998264755532607*pi,0.7380036474141831*pi,0.6331558887377913*pi) q[7];\nu3(3.469735829812148*pi,-0.20440033593064533*pi,1.9759060779632764*pi) q[8];\nu3(3.7095276306465257*pi,0.8541863124420286*pi,0.6485254194370675*pi) q[9];\nu3(3.249045334485076*pi,3.484163703495617*pi,2.115541711079169*pi) q[10];\nu3(3.5272760215949726*pi,-0.4933785560570919*pi,0.881026042543589*pi) q[11];\nu3(3.103658965980221*pi,0.873917320450996*pi,1.8051940454165973*pi) q[12];\nu3(3.4153955292083675*pi,0.7794515594520897*pi,2.0035619326679575*pi) q[13];\nu3(3.345837715758821*pi,3.198483442418236*pi,1.0480767942559281*pi) q[14];\nu3(3.229597643258884*pi,-0.24285105978533272*pi,1.1444145292145311*pi) q[15];\nu3(3.334044120330269*pi,3.3427097495782596*pi,0.8680121032869788*pi) q[16];\nRxxyyzz(0.4796824151050978*pi,0.1925826631913976*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.46849729026426*pi,0.1554222290425804*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.34221033666889966*pi,0.10572119947265801*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4510074849100506*pi,0.24770144858670062*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.43275488261693*pi,0.2317679787925551*pi,3.9157819543524095*pi) q[14],q[4];\nRxxyyzz(0.4414024386951897*pi,0.2884356510391654*pi,3.9400190466306793*pi) q[6],q[11];\nRxxyyzz(0.29684092473629997*pi,0.1904072380902324*pi,3.9116957007764306*pi) q[8],q[12];\nRxxyyzz(0.4583602015805881*pi,0.16369104096097375*pi,0.0*pi) q[10],q[16];\nu3(3.7351900506756577*pi,-0.11379772229187302*pi,0.8607542773789412*pi) q[0];\nu3(3.5537307279211423*pi,-0.27791261205045614*pi,0.5464743016625739*pi) q[1];\nu3(3.4208495602895503*pi,0.4718005011508082*pi,1.8179058793383247*pi) q[2];\nu3(3.7365660787277695*pi,2.5804558225489016*pi,3.8553147358708233*pi) q[3];\nu3(3.15950636797247*pi,1.1318026662823293*pi,0.5860915657353174*pi) q[4];\nu3(3.682368559551243*pi,0.049646051446999295*pi,2.451817073403835*pi) q[5];\nu3(3.409120870807633*pi,1.3960309765978016*pi,1.4177983407196253*pi) q[6];\nu3(3.8457589357694992*pi,-0.14143973170599067*pi,0.714022129757864*pi) q[7];\nu3(3.64422600991825*pi,0.3817958466172895*pi,1.4877916583729844*pi) q[8];\nu3(3.545275444225007*pi,0.7093804909960499*pi,1.1127227796074597*pi) q[10];\nu3(3.6954651437298085*pi,3.2766012231775408*pi,2.1961485438726744*pi) q[11];\nu3(3.583563293582448*pi,2.840330414374624*pi,4.194566226054486*pi) q[12];\nu3(3.347454799646231*pi,-0.30577531507656164*pi,0.9051382905003597*pi) q[13];\nu3(3.2652380848263847*pi,0.35483149321656127*pi,1.5059116734085836*pi) q[14];\nu3(3.249218200819809*pi,0.7514500466374452*pi,1.4036082611136123*pi) q[15];\nu3(3.2548692815497855*pi,2.4965439888935594*pi,0.6866070706156375*pi) q[16];\nRxxyyzz(0.4434919349472901*pi,0.38749198828682346*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.387639050862174*pi,0.06205647550630122*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.42450029173187975*pi,0.23763916191067846*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.2836910853856587*pi,0.1345929713945202*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.2906008234252302*pi,0.20184946537999715*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.2259729592280505*pi,0.12716842918719085*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.3648164223567498*pi,0.34311741735039114*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.40937018138874015*pi,0.33036095481310196*pi,0.1377330540773208*pi) q[13],q[14];\nu3(3.2192132998106593*pi,3.116085404535447*pi,1.2487437459589232*pi) q[0];\nu3(3.8359072561470597*pi,3.0945048998514*pi,1.612939936819452*pi) q[1];\nu3(3.290909222417529*pi,-0.40184860924349763*pi,1.2222177624874053*pi) q[2];\nu3(3.6924016921941556*pi,3.018044236229431*pi,1.7155245273374675*pi) q[3];\nu3(3.3671176687964106*pi,3.2158083571320994*pi,1.3753334420579635*pi) q[4];\nu3(3.582930642617741*pi,-0.15105583431201702*pi,1.1813200996618538*pi) q[5];\nu3(3.5249066775740365*pi,2.5412472950979077*pi,1.6664989450840249*pi) q[6];\nu3(3.4310324575802444*pi,3.461036505447936*pi,0.7141738687197674*pi) q[7];\nu3(3.4100540543938327*pi,3.1047207439271003*pi,0.9145752969105914*pi) q[8];\nu3(3.4658984369173447*pi,0.8875797416773832*pi,2.0972949911098655*pi) q[9];\nu3(3.420396322266747*pi,-0.1467190210793261*pi,3.979086653757231*pi) q[10];\nu3(3.3578962230827867*pi,-0.24267792278300382*pi,1.118358554726576*pi) q[11];\nu3(3.429177329281151*pi,0.3648374352743695*pi,0.5243442509963827*pi) q[13];\nu3(3.412448731271192*pi,-0.08410171551904444*pi,3.865477441970179*pi) q[14];\nu3(3.434775804415686*pi,3.002916586033364*pi,1.294395845888153*pi) q[15];\nu3(3.4012157352877024*pi,0.1297477836499321*pi,4.117827919026974*pi) q[16];\nRxxyyzz(0.35624125169394005*pi,0.25806230484232295*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.34295536843533025*pi,0.27415515279591607*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4790722221274759*pi,0.3703262098687433*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.4764624101426801*pi,0.3462486338158546*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.45687334854209016*pi,0.3701289569195092*pi,0.17510121046109595*pi) q[16],q[7];\nRxxyyzz(0.45889087066789946*pi,0.2665355840915018*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.4956618219289597*pi,0.13275873231426716*pi,0.0*pi) q[13],q[9];\nu3(3.7064237715208224*pi,2.3663497570826912*pi,1.050901933977384*pi) q[0];\nu3(3.328336429072149*pi,0.2993864480221955*pi,1.585243398430645*pi) q[2];\nu3(3.4185318246130434*pi,2.4036997484484273*pi,1.8896747882911988*pi) q[3];\nu3(3.5280323139127443*pi,3.289646286166178*pi,0.7774259571847713*pi) q[4];\nu3(3.323979823888657*pi,3.091674139382255*pi,4.396452946488214*pi) q[5];\nu3(3.8633211820364455*pi,0.44383677272827327*pi,1.504357246673158*pi) q[6];\nu3(3.3666397311575023*pi,3.3874654783483584*pi,3.499426985744207*pi) q[7];\nu3(3.693771282256187*pi,2.2668058191445892*pi,2.057472774611541*pi) q[8];\nu3(3.493656445911154*pi,3.3881744214998815*pi,2.1688841273958195*pi) q[9];\nu3(3.625721509954353*pi,2.215140652466437*pi,1.2465674018123336*pi) q[11];\nu3(3.9495855622838145*pi,-0.4272910197759534*pi,1.0389464853984536*pi) q[12];\nu3(3.4733407824947364*pi,3.3729015595223055*pi,1.0352687394326288*pi) q[13];\nu3(3.526972019294853*pi,0.18867386556183574*pi,1.3402412534980033*pi) q[15];\nu3(3.153043015517971*pi,-0.1987209937922756*pi,1.1007822024999836*pi) q[16];\nRxxyyzz(0.43477020053124393*pi,0.31617984188071496*pi,0.18392286439584976*pi) q[0],q[6];\nRxxyyzz(0.4554065752255996*pi,0.24535982592915606*pi,0.2067226233900166*pi) q[14],q[2];\nRxxyyzz(0.4549039451156496*pi,0.16951950281355677*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3867673887503983*pi,0.24505625574025602*pi,0.13604034850240573*pi) q[11],q[4];\nRxxyyzz(0.4405071096527535*pi,0.2313430613287527*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.42516831755161005*pi,0.20944072714609338*pi,3.91609261909438*pi) q[8],q[7];\nRxxyyzz(0.4052806730405195*pi,0.27117731338727213*pi,0.221885767770769*pi) q[10],q[12];\nRxxyyzz(0.44913154860346083*pi,0.17312163402565794*pi,0.0*pi) q[15],q[13];\nu3(3.871720375123767*pi,0.24032731889993353*pi,1.4483577463437123*pi) q[0];\nu3(3.246093206003516*pi,0.858538697133925*pi,3.6974004779352065*pi) q[2];\nu3(3.454258029357313*pi,0.9629824511069565*pi,1.0054234760902272*pi) q[3];\nu3(3.4321567183759907*pi,0.9707984510880268*pi,0.7421957734932926*pi) q[4];\nu3(3.7999023932361986*pi,3.1680579107949884*pi,1.0051413019881745*pi) q[5];\nu3(3.527174272212413*pi,3.4748062722969455*pi,2.204418403330118*pi) q[6];\nu3(3.376344300467791*pi,0.5845828271123263*pi,1.0029609502694907*pi) q[7];\nu3(3.4717461410077606*pi,0.5420566217882219*pi,2.176012988456286*pi) q[8];\nu3(3.6346178030253227*pi,0.7545148926108243*pi,2.084747064853385*pi) q[9];\nu3(3.210748178649083*pi,2.8800884099940944*pi,1.7326498645490205*pi) q[10];\nu3(3.7931956282881294*pi,3.137168846390436*pi,3.51525775198012*pi) q[11];\nu3(3.830650422981138*pi,1.088495069960107*pi,0.6048567261183978*pi) q[12];\nu3(3.292103315346716*pi,0.36005681350205054*pi,1.8654248292008997*pi) q[13];\nu3(3.3315834181793083*pi,-0.4995871853832008*pi,3.998267522937617*pi) q[14];\nu3(3.121386482135084*pi,3.075067182086749*pi,0.6321879612894321*pi) q[15];\nu3(3.416407784585602*pi,2.784330145818479*pi,1.3621004417133704*pi) q[16];\nRxxyyzz(0.42112070693359943*pi,0.32698179752551715*pi,3.9210725599832195*pi) q[4],q[0];\nRxxyyzz(0.4211358665471002*pi,0.18990613395526257*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.3192828434260502*pi,0.20764939574813113*pi,0.1038906238898285*pi) q[9],q[2];\nRxxyyzz(0.36076411678634995*pi,0.26513532122793926*pi,0.12001586840910106*pi) q[5],q[8];\nRxxyyzz(0.3587814031464568*pi,0.12092669814045653*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.37218105101498955*pi,0.2965599339890825*pi,3.9021167501831098*pi) q[15],q[12];\nRxxyyzz(0.3419563140856031*pi,0.19122043452617032*pi,0.0*pi) q[13],q[14];\nu3(3.467003755652182*pi,2.827659319047145*pi,2.2279343093260096*pi) q[0];\nu3(3.8425134875637195*pi,3.1902890608042482*pi,1.4784289958118122*pi) q[1];\nu3(3.3864745355985812*pi,-0.3638293000139855*pi,2.719296321154515*pi) q[2];\nu3(3.439783694607262*pi,1.489387381778878*pi,2.026433792466497*pi) q[4];\nu3(3.3885992024372955*pi,2.3599133673023154*pi,4.188275218239104*pi) q[5];\nu3(3.8957498943475657*pi,3.454949377551263*pi,0.9313502936936122*pi) q[7];\nu3(3.1807105151253574*pi,0.8007534562294136*pi,0.851670736994384*pi) q[8];\nu3(3.516411136990927*pi,3.487158046185843*pi,2.4771616605870657*pi) q[9];\nu3(3.485602213320751*pi,-0.49306264715896886*pi,1.8166812730206932*pi) q[10];\nu3(3.637433073417536*pi,1.7609236970211475*pi,2.489554133243991*pi) q[12];\nu3(0.8381602208932654*pi,2.4193752325651046*pi,0.8554035410061781*pi) q[13];\nu3(3.9746383665939975*pi,2.903600967866134*pi,1.7098702487306545*pi) q[14];\nu3(3.468278094986503*pi,0.6014719376078859*pi,1.1304906142601134*pi) q[15];\nu3(3.1241018756552648*pi,3.368813827407239*pi,1.1880774437101933*pi) q[16];\nmeasure q[13] -> c[3];\nmeasure q[4] -> c[5];\nmeasure q[0] -> c[6];\nRxxyyzz(0.40399324075434956*pi,0.32531362349468645*pi,3.9236541917015*pi) q[1],q[11];\nRxxyyzz(0.4543204163618597*pi,0.407954835568618*pi,3.79912607994702*pi) q[16],q[2];\nRxxyyzz(0.3748779558685293*pi,0.2044286734470391*pi,3.950383396313681*pi) q[3],q[9];\nRxxyyzz(0.4203704450946102*pi,0.32179117563837*pi,3.9396545129618303*pi) q[7],q[5];\nRxxyyzz(0.4033059080202286*pi,0.16365005976549007*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.44670031482921946*pi,0.3790615292963302*pi,3.8559102286304108*pi) q[15],q[8];\nRxxyyzz(0.3225510217725401*pi,0.21102936180824194*pi,3.8481889267335703*pi) q[10],q[12];\nu3(3.5879436987969084*pi,1.3147133938009328*pi,2.20624112758098*pi) q[1];\nu3(3.273786403227427*pi,3.1072793761489454*pi,2.25831922610295*pi) q[2];\nu3(3.8469850989177*pi,-0.23550133815514118*pi,1.0901584961399595*pi) q[3];\nu3(3.5836325102850313*pi,-0.07204865152944695*pi,2.279130262264461*pi) q[5];\nu3(3.644309384356474*pi,0.4647317539756186*pi,2.0681179515333503*pi) q[6];\nu3(3.3516645688960436*pi,-0.23722314200502037*pi,1.3173834844164696*pi) q[7];\nu3(3.867515657819141*pi,2.263910062535507*pi,1.2881990571459954*pi) q[8];\nu3(3.4510124571401946*pi,-0.35403600291932724*pi,1.4970110980715177*pi) q[9];\nu3(1.5991484802810112*pi,0.6343252583956813*pi,4.267077851731548*pi) q[10];\nu3(3.4391690982640766*pi,2.8689321901112796*pi,1.8607835483408683*pi) q[11];\nu3(2.5730547998937885*pi,3.043576093874961*pi,2.16645354004152*pi) q[12];\nu3(3.5798013814767984*pi,2.671775261250653*pi,1.0929146789364088*pi) q[14];\nu3(3.4853484198467726*pi,2.698479574368948*pi,4.378858531320329*pi) q[15];\nu3(3.1215202589116635*pi,0.00532092704690168*pi,2.3832807404101173*pi) q[16];\nmeasure q[6] -> c[0];\nmeasure q[15] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[11] -> c[4];\nmeasure q[7] -> c[7];\nmeasure q[16] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[8] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[2] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[14] -> c[15];\nmeasure q[12] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.7193713301962643*pi,0.3949544916022908*pi,3.966128631634028*pi) q[0];\nu3(3.4385394687389446*pi,-0.4902514571534728*pi,4.3537780488277305*pi) q[1];\nu3(3.710853840025117*pi,3.1477800561010403*pi,2.724108505655157*pi) q[2];\nu3(3.8482758702204887*pi,2.437133237015474*pi,1.13819241635577*pi) q[3];\nu3(3.755549419541839*pi,2.650034677451407*pi,4.445404390615699*pi) q[4];\nu3(3.37418950356217*pi,-0.41312636891436116*pi,3.5366859656995695*pi) q[5];\nu3(3.782398476099588*pi,0.18466460121773265*pi,0.7228693718160573*pi) q[6];\nu3(3.454676151145394*pi,0.3165484142001086*pi,3.78144785664945*pi) q[7];\nu3(3.17096398779511*pi,3.2131014520828116*pi,2.101880424908181*pi) q[8];\nu3(3.3132212675092956*pi,2.863760579491101*pi,3.068378089553261*pi) q[9];\nu3(3.685124227798133*pi,2.3003155352571687*pi,0.5205414288954266*pi) q[10];\nu3(3.3601470792525054*pi,3.1286880633323753*pi,2.882369665058812*pi) q[11];\nu3(3.5822354995831933*pi,-0.022799633978571654*pi,1.476803416509925*pi) q[12];\nu3(3.7514530987104746*pi,2.501343431822452*pi,0.6210788684044926*pi) q[13];\nu3(3.5734615075776124*pi,3.379343873132712*pi,1.1644396587683197*pi) q[14];\nu3(3.1132091014503436*pi,3.0785905614040594*pi,1.4828648876647748*pi) q[15];\nu3(3.7167903569029663*pi,1.4079017170410522*pi,1.3629889503665347*pi) q[16];\nRxxyyzz(0.43480841181981167*pi,0.23873819345285263*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4156670746329998*pi,0.3672346752258262*pi,0.11486523614006927*pi) q[1],q[14];\nRxxyyzz(0.41446719480312966*pi,0.15601604898447177*pi,3.9146977813255592*pi) q[3],q[13];\nRxxyyzz(0.3244601176290195*pi,0.21996374978232858*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4615362894930002*pi,0.15384029996112059*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.2638818729811555*pi,0.16612709389525737*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.3961554294205199*pi,0.29960673677885113*pi,3.823904099873341*pi) q[8],q[9];\nRxxyyzz(0.4756972055893697*pi,0.3036155032151382*pi,0.0*pi) q[11],q[15];\nu3(3.3907187462122885*pi,3.3448055379034676*pi,0.8328455704165847*pi) q[0];\nu3(3.569737360561949*pi,0.41243393128388606*pi,1.7708389823558592*pi) q[1];\nu3(3.6415552176231962*pi,-0.4887733711588419*pi,2.0326518785154564*pi) q[3];\nu3(3.1117987038006087*pi,-0.20432797830469773*pi,1.206611084865513*pi) q[4];\nu3(3.366745306024825*pi,2.7271700985996743*pi,1.4093822333702606*pi) q[5];\nu3(3.2855696090075095*pi,3.4305251896541735*pi,0.5113022098266851*pi) q[6];\nu3(3.550219332119185*pi,3.1673561641016064*pi,1.3769738603118054*pi) q[7];\nu3(3.4751735232173484*pi,2.4339043857446025*pi,2.129309902897788*pi) q[8];\nu3(3.4862495935990276*pi,-0.18368084642827875*pi,0.9611892315637189*pi) q[9];\nu3(3.6413199085837666*pi,-0.343317923820729*pi,1.32862722248312*pi) q[10];\nu3(3.3281434267163066*pi,1.9850442855641264*pi,1.9511350692249816*pi) q[11];\nu3(3.598345222707171*pi,3.224417284866292*pi,0.7752327497140121*pi) q[12];\nu3(3.2918216428908593*pi,0.04354116041423772*pi,1.2120463976686415*pi) q[13];\nu3(3.598861089621485*pi,-0.36027579325351267*pi,4.499250498898039*pi) q[14];\nu3(3.6688237024955876*pi,-0.15445155651006853*pi,2.4923421504381023*pi) q[15];\nu3(3.9760791084006457*pi,3.1236027842631957*pi,0.6602139262273923*pi) q[16];\nRxxyyzz(0.38809717491963924*pi,0.2650675151358132*pi,0.05300996779699713*pi) q[0],q[7];\nRxxyyzz(0.43414443847324996*pi,0.21009752686736638*pi,3.8980589065033797*pi) q[1],q[13];\nRxxyyzz(0.3939151839751499*pi,0.29606187076664736*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.42658119617233015*pi,0.2801039647176895*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4949840649069097*pi,0.3518798313427821*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4183074827978394*pi,0.2460291600048628*pi,0.05285653043982678*pi) q[5],q[8];\nRxxyyzz(0.3669075250493512*pi,0.1271877579296572*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4487302887304796*pi,0.2319037757263395*pi,3.9571783486985304*pi) q[16],q[15];\nu3(3.3719011952736673*pi,2.631618208551166*pi,0.911463059393343*pi) q[0];\nu3(3.5534754000705266*pi,2.6402950404311376*pi,2.0171172944345743*pi) q[1];\nu3(3.30552604233202*pi,1.303287254870822*pi,1.3169112560690963*pi) q[2];\nu3(3.1192271745498275*pi,0.339060960454858*pi,1.5279937073218433*pi) q[3];\nu3(3.8521007363529085*pi,-0.3478702859146357*pi,1.8481650323121077*pi) q[4];\nu3(3.736567115764943*pi,2.2503654057384876*pi,3.990909307464719*pi) q[5];\nu3(3.534051287507628*pi,2.2701091882758657*pi,1.0371458625031438*pi) q[6];\nu3(3.600894188948972*pi,0.011310357064800325*pi,3.954556487679663*pi) q[7];\nu3(3.1096579789830683*pi,2.579865152676199*pi,4.41116275021817*pi) q[8];\nu3(3.331766755296961*pi,0.03486642257761274*pi,0.8378251932949807*pi) q[9];\nu3(3.455064357174241*pi,3.2761495577978748*pi,1.1568880577822696*pi) q[11];\nu3(3.4685297990648656*pi,2.63516702963281*pi,1.3428177789190658*pi) q[12];\nu3(3.4257929340404902*pi,2.0325254840533047*pi,0.8245330492312251*pi) q[13];\nu3(3.532617968455204*pi,3.2773334270864014*pi,4.204000396186655*pi) q[14];\nu3(3.445855690239082*pi,3.0851979421797227*pi,1.692801981151697*pi) q[15];\nu3(3.7613934149297252*pi,2.8375661721190797*pi,1.4233987690738512*pi) q[16];\nRxxyyzz(0.38392641976634956*pi,0.29991798463023045*pi,3.7581150898296993*pi) q[11],q[0];\nRxxyyzz(0.3901146618292106*pi,0.31371881427589277*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.34726127638185067*pi,0.26552754381962407*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.3746451158649595*pi,0.22685436314812524*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.49125091468718995*pi,0.1465993711941822*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.36803453848765977*pi,0.16844805464782373*pi,0.13236402645499182*pi) q[5],q[13];\nRxxyyzz(0.4584794563293396*pi,0.23359082038437534*pi,3.9567643929086405*pi) q[12],q[6];\nRxxyyzz(0.4211999484309202*pi,0.3091865840964865*pi,0.08930019270324303*pi) q[8],q[7];\nu3(3.3412526964155864*pi,-0.41674108007052435*pi,2.0495048868888546*pi) q[0];\nu3(3.2812494284860168*pi,-0.28879966367504756*pi,0.5243618419147955*pi) q[1];\nu3(3.293125392623591*pi,-0.10203250237357636*pi,1.4056835249695312*pi) q[2];\nu3(3.133600255994713*pi,-0.35676495640119543*pi,3.8763076236336076*pi) q[3];\nu3(3.7525480292175546*pi,2.3254632182964947*pi,1.4063308358664564*pi) q[4];\nu3(3.5258086665892456*pi,3.0820372404198446*pi,3.930951895256392*pi) q[5];\nu3(3.7123492650765773*pi,2.9481237030855985*pi,1.8220040906485968*pi) q[6];\nu3(3.408757165141627*pi,-0.36799722717149463*pi,3.55989312115998*pi) q[7];\nu3(3.711143539185459*pi,-0.46843927057667134*pi,4.352172159978406*pi) q[8];\nu3(3.3146744060716173*pi,2.930113365444349*pi,4.076903214022323*pi) q[9];\nu3(3.472816013132771*pi,2.219317941459334*pi,1.3901831564260068*pi) q[10];\nu3(3.877128594262828*pi,3.432836224379207*pi,1.383630599166629*pi) q[11];\nu3(3.8881909942451967*pi,0.107043967616546*pi,0.9688343899092571*pi) q[12];\nu3(3.357746043843011*pi,2.102139402621578*pi,0.639741854232067*pi) q[13];\nu3(3.3614998523839303*pi,2.543801691255349*pi,1.5130850884239448*pi) q[15];\nu3(3.3545382406699087*pi,0.1703814746245541*pi,0.6481390739972541*pi) q[16];\nRxxyyzz(0.4246164696240503*pi,0.22055703174569666*pi,0.0949425713988103*pi) q[0],q[7];\nRxxyyzz(0.45889912988821935*pi,0.1524041188437555*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.42219423576984383*pi,0.07783959221611991*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.41965795705899994*pi,0.27789653737361625*pi,3.9176415024285998*pi) q[3],q[5];\nRxxyyzz(0.3926964270268599*pi,0.22743767205180443*pi,3.9171593592322296*pi) q[11],q[6];\nRxxyyzz(0.43740840677856774*pi,0.38616814567480645*pi,0.0*pi) q[16],q[10];\nRxxyyzz(0.4502119776992997*pi,0.3309538980765973*pi,3.958942333134301*pi) q[15],q[12];\nu3(3.41964077861304*pi,2.203396332129169*pi,4.385029736595733*pi) q[0];\nu3(3.530991212390779*pi,3.1989502410593706*pi,1.0516264625678122*pi) q[1];\nu3(3.558481517720103*pi,1.3833169030617496*pi,1.418598990536778*pi) q[2];\nu3(3.5565701926142896*pi,0.6861541179489119*pi,0.7243643617629303*pi) q[3];\nu3(3.5733558962995646*pi,1.020231392998984*pi,2.2531683164403957*pi) q[5];\nu3(3.5641677480406972*pi,-0.4537921537160585*pi,0.5671926569224377*pi) q[6];\nu3(3.4057807457811453*pi,1.5102781844720368*pi,1.1395168325603495*pi) q[7];\nu3(3.7070481845829346*pi,-0.04385807073690112*pi,1.1365771215423572*pi) q[8];\nu3(3.673516984054636*pi,2.2975785933534154*pi,3.777645342028116*pi) q[10];\nu3(3.2168573127652573*pi,0.4081833503539989*pi,2.3866544743881075*pi) q[11];\nu3(3.568972406274477*pi,2.5433307806499066*pi,0.8104024921431288*pi) q[12];\nu3(3.3851379531116392*pi,1.0873729485163168*pi,1.8371939672635134*pi) q[13];\nu3(3.695207341372239*pi,0.41174679927399294*pi,1.7172620297305468*pi) q[15];\nu3(3.2436430164574244*pi,1.7158671766074294*pi,0.6554846974253317*pi) q[16];\nRxxyyzz(0.40942229385471013*pi,0.18590420985579295*pi,0.061733171610388264*pi) q[1],q[14];\nRxxyyzz(0.4245320191788098*pi,0.2734091520504743*pi,0.07171519234696615*pi) q[8],q[2];\nRxxyyzz(0.39751739311572953*pi,0.18674827053313825*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.36114370542505014*pi,0.22486056491634793*pi,0.14337176919544345*pi) q[11],q[5];\nRxxyyzz(0.46517483086220945*pi,0.3749915419390801*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.3057463699525199*pi,0.2756795816726729*pi,3.8874323155056*pi) q[15],q[7];\nu3(3.832333465695448*pi,0.9946442258965194*pi,4.404272675409233*pi) q[1];\nu3(3.5911442640286424*pi,0.8760508119798831*pi,4.35929296014857*pi) q[2];\nu3(3.1642463548556377*pi,2.730648226869892*pi,0.705718043067808*pi) q[3];\nu3(3.291602111822887*pi,1.6194962946407223*pi,0.6034478646465664*pi) q[5];\nu3(3.43947864886366*pi,-0.46158469584102*pi,1.964676980851455*pi) q[6];\nu3(3.485714615610707*pi,-0.33562195524394656*pi,0.7156424984571021*pi) q[7];\nu3(3.465480112058526*pi,0.14542712748308306*pi,3.4162013524257437*pi) q[8];\nu3(3.6375803709616243*pi,0.32117794777604036*pi,3.7146568052209354*pi) q[11];\nu3(3.8393032599779673*pi,3.2295607200643364*pi,0.7128950345982508*pi) q[12];\nu3(3.822580870455264*pi,3.391321545936461*pi,4.108897838686385*pi) q[13];\nu3(3.1306292119093198*pi,0.9181339349102404*pi,0.9818638604316714*pi) q[14];\nu3(3.3720506302718247*pi,0.7279166536931501*pi,1.2313796993162185*pi) q[15];\nRxxyyzz(0.43929619848658946*pi,0.16503506299957663*pi,0.10552449560402133*pi) q[1],q[7];\nRxxyyzz(0.4163044540782398*pi,0.09791601581589049*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.40492356193314727*pi,0.3850361034933529*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.35403674703191956*pi,0.1723222573121994*pi,0.10338290545875939*pi) q[12],q[4];\nRxxyyzz(0.44562908852000926*pi,0.28719405144069704*pi,0.22085274908106634*pi) q[5],q[14];\nRxxyyzz(0.43678061885269026*pi,0.16413696798840807*pi,3.92449427725865*pi) q[10],q[8];\nRxxyyzz(0.41022535632343726*pi,0.24863589820107723*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.43582840463552985*pi,0.19863125897091138*pi,0.0*pi) q[16],q[13];\nu3(3.531117611972458*pi,2.6770673338819986*pi,3.481082172975762*pi) q[1];\nu3(3.328697371418708*pi,0.7448616218158535*pi,1.025271573005884*pi) q[2];\nu3(3.54981384533541*pi,0.046589543587661875*pi,3.4740901802280986*pi) q[3];\nu3(3.48569232998093*pi,-0.3074593978248218*pi,3.4709298362680103*pi) q[4];\nu3(3.346252719347101*pi,1.7117591194783461*pi,0.6930115157142227*pi) q[5];\nu3(3.702954162136912*pi,1.0013098172207056*pi,1.0062907130432497*pi) q[6];\nu3(3.0611503944968432*pi,0.3276867945548225*pi,1.3421093318257018*pi) q[7];\nu3(3.08873374124359*pi,-0.08074197423336349*pi,2.489909506842315*pi) q[8];\nu3(3.4534236294761653*pi,2.344327362493905*pi,0.9865833170190725*pi) q[9];\nu3(3.5681405713228105*pi,-0.035885689637897455*pi,1.3131515357659511*pi) q[10];\nu3(3.245212925672881*pi,2.35063163789421*pi,1.0551209472598992*pi) q[11];\nu3(3.4930690275827385*pi,0.744168012206319*pi,4.111269762473897*pi) q[12];\nu3(3.4259738875484773*pi,0.1806647759748098*pi,2.1975799911607816*pi) q[13];\nu3(3.662719676534861*pi,-0.031893491835351284*pi,3.0313082432068232*pi) q[14];\nu3(3.5236266590733822*pi,3.146811859194638*pi,3.505472033306143*pi) q[15];\nu3(3.7594625889554734*pi,2.9205930490034815*pi,1.002911837438608*pi) q[16];\nRxxyyzz(0.3144953415698701*pi,0.2340775797343646*pi,3.90103337385548*pi) q[0],q[8];\nRxxyyzz(0.4171506031004004*pi,0.14944905160158894*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.44948337884919987*pi,0.33081573761812616*pi,3.8107985077320294*pi) q[16],q[2];\nRxxyyzz(0.39309966632124993*pi,0.35380174172120926*pi,3.82247877590463*pi) q[9],q[5];\nRxxyyzz(0.47679181641048096*pi,0.3895518587257396*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.4640880702366701*pi,0.24297318085819386*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.32837317203863936*pi,0.23933340692959792*pi,0.0*pi) q[15],q[13];\nu3(3.438579099491328*pi,-0.2845301475184211*pi,3.625948548414063*pi) q[0];\nu3(3.3164736973330746*pi,-0.1901907574339895*pi,3.9890593358853565*pi) q[1];\nu3(3.2538432318897614*pi,1.139279240299716*pi,2.2802995845289926*pi) q[2];\nu3(3.2443711436562532*pi,0.41262073501875596*pi,0.5391682855438464*pi) q[3];\nu3(3.5124633257190823*pi,-0.2960363283551256*pi,2.2098618701715687*pi) q[5];\nu3(3.932741168348767*pi,1.369001870466744*pi,3.804197803235488*pi) q[6];\nu3(3.3263955865484625*pi,-0.4168188013419001*pi,3.685372307852574*pi) q[7];\nu3(3.1181073118151494*pi,-0.03419285176450365*pi,0.9956479727918215*pi) q[8];\nu3(3.8449142665371516*pi,2.794731218829909*pi,1.7505289181955153*pi) q[9];\nu3(3.8389466176394165*pi,0.3066104022700833*pi,4.332132522076737*pi) q[10];\nu3(3.2778792805015997*pi,-0.48573133198237295*pi,1.6900077177069985*pi) q[13];\nu3(3.2446312977003395*pi,0.18868860702640844*pi,1.2687086758081385*pi) q[14];\nu3(3.5689829053157673*pi,0.01547794147487258*pi,0.6611649698122462*pi) q[15];\nu3(3.4672873830441358*pi,3.3048339248878675*pi,1.8264400879845848*pi) q[16];\nRxxyyzz(0.4188244651845999*pi,0.174521429578685*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.3619670988806498*pi,0.24167728353346485*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.3761330774068102*pi,0.29614341561834084*pi,3.9365529432947604*pi) q[8],q[2];\nRxxyyzz(0.45424204415718983*pi,0.2391179490852445*pi,3.93370344716745*pi) q[5],q[7];\nRxxyyzz(0.2698214195060401*pi,0.17643543677909812*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.27010960068449924*pi,0.15850145782738423*pi,0.06464688650749917*pi) q[11],q[10];\nRxxyyzz(0.41985632360735947*pi,0.3156689455502093*pi,0.0*pi) q[13],q[14];\nu3(3.2413771581572184*pi,0.523167172818928*pi,1.3736499764225587*pi) q[0];\nu3(3.5477303179861917*pi,-0.30745940174426367*pi,1.6847948379421682*pi) q[1];\nu3(3.0598661944284467*pi,1.3134085980604184*pi,0.9112367798069507*pi) q[2];\nu3(3.03507407762954*pi,0.9055202098131052*pi,1.7771424699945608*pi) q[3];\nu3(3.4220397555149074*pi,0.3367165254304758*pi,1.1506437573098593*pi) q[5];\nu3(3.2857445406939787*pi,0.6468639739214246*pi,1.9722645657681774*pi) q[6];\nu3(3.516320418654653*pi,3.287733696102706*pi,1.2148297043079959*pi) q[7];\nu3(3.628327321371907*pi,3.0368963540355525*pi,1.6830214524746814*pi) q[8];\nu3(3.660579484130314*pi,0.6331011101125954*pi,0.8949418269223003*pi) q[10];\nu3(3.526555583093737*pi,2.0505977432669793*pi,1.5389380520803928*pi) q[11];\nu3(3.422215070478984*pi,1.3575497544484165*pi,1.6062178748167804*pi) q[13];\nu3(3.550077581610756*pi,3.0232292564471894*pi,4.385745370562031*pi) q[14];\nu3(3.671763645788162*pi,0.521010032701124*pi,2.1632422359824215*pi) q[15];\nu3(3.147734156073242*pi,2.661932970762622*pi,1.7819409197132354*pi) q[16];\nRxxyyzz(0.31324443470030955*pi,0.14821680221482048*pi,3.9601181046900003*pi) q[0],q[6];\nRxxyyzz(0.3462161252781595*pi,0.12940660407689397*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.32823076828457987*pi,0.25727846262758824*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.44327394193531966*pi,0.31450183510090385*pi,3.8147552591204796*pi) q[16],q[4];\nRxxyyzz(0.4778606437782197*pi,0.2935514782457346*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.42402153647597945*pi,0.3378747710746068*pi,3.76968728490752*pi) q[7],q[14];\nRxxyyzz(0.32615081580882954*pi,0.2098257692628286*pi,0.0*pi) q[8],q[12];\nu3(3.8697088392770933*pi,3.1276997166059024*pi,4.326376692785697*pi) q[0];\nu3(3.755788835603225*pi,0.9873011642858565*pi,1.0869818575765895*pi) q[1];\nu3(3.5058730277215937*pi,3.259026316949873*pi,1.0061465790415993*pi) q[2];\nu3(3.5225849198387573*pi,0.009348279303858065*pi,1.3733354267269338*pi) q[3];\nu3(3.388823453185768*pi,0.6621456069141824*pi,2.480712715760804*pi) q[4];\nu3(3.492608027368415*pi,3.3683755883368036*pi,0.8371366349968821*pi) q[5];\nu3(3.2828433401371786*pi,-0.33507734142208434*pi,4.231811462963021*pi) q[6];\nu3(3.465297578728901*pi,3.4912470108682774*pi,2.253955155306307*pi) q[7];\nu3(3.323945683990315*pi,2.936816597722769*pi,3.283346926804156*pi) q[8];\nu3(3.4618031852003*pi,3.157266899543882*pi,0.5337248244985009*pi) q[9];\nu3(3.7476940235035667*pi,3.3218050187092114*pi,4.444151422627756*pi) q[12];\nu3(3.5375988885032217*pi,1.012706833088003*pi,2.089722768937132*pi) q[13];\nu3(3.2849685710756638*pi,0.4818142866171258*pi,1.9100103357692435*pi) q[14];\nu3(3.1084162937850968*pi,3.4096837417069525*pi,1.8520452046940767*pi) q[16];\nRxxyyzz(0.32737003853109004*pi,0.13159029136586042*pi,3.89738437524594*pi) q[0],q[1];\nRxxyyzz(0.39997167329357985*pi,0.23635963910418212*pi,0.19810382992204079*pi) q[12],q[2];\nRxxyyzz(0.45834034605269913*pi,0.36619265696132064*pi,3.9201689392040198*pi) q[3],q[6];\nRxxyyzz(0.40156648782070015*pi,0.2196568125638676*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.4783688156971496*pi,0.27753584897535255*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.481318008882886*pi,0.22356412976888518*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.2950329729355694*pi,0.2426769343546611*pi,3.8801818335546105*pi) q[11],q[8];\nRxxyyzz(0.3180546974838399*pi,0.13767670354014916*pi,0.08763604591797236*pi) q[9],q[13];\nu3(3.3651776350341427*pi,1.7128780677467783*pi,0.92803340544431*pi) q[0];\nu3(3.5696463993125933*pi,2.033809943007313*pi,2.4730226825455213*pi) q[1];\nu3(3.8047565104164858*pi,3.4602727745374935*pi,2.3195697476871384*pi) q[2];\nu3(3.8343059819866956*pi,0.34601630315298715*pi,0.5655276262144557*pi) q[3];\nu3(3.0314424791082235*pi,3.371718110619302*pi,4.036965444030724*pi) q[4];\nu3(3.779612209061661*pi,1.905142037508642*pi,1.7648558662139795*pi) q[5];\nu3(3.44164867613036*pi,-0.06517309446170372*pi,0.5098088742776437*pi) q[6];\nu3(3.5225883903723036*pi,1.0822028229511589*pi,1.5345828357394735*pi) q[7];\nu3(3.4376358357234915*pi,2.641384460026986*pi,2.113570133209536*pi) q[8];\nu3(3.1360921483325077*pi,0.14226814317010983*pi,0.5418581638529496*pi) q[9];\nu3(3.356485714033617*pi,-0.344363448700162*pi,3.872222834943575*pi) q[10];\nu3(3.0835848460701483*pi,0.07478748816963554*pi,2.2084293309240746*pi) q[11];\nu3(3.3755272764202173*pi,-0.2021234790699391*pi,3.6022508843543113*pi) q[12];\nu3(3.662353731092484*pi,3.444928313551701*pi,0.9714924086261749*pi) q[13];\nu3(3.332600153306683*pi,0.8112643678205913*pi,2.0077340838408855*pi) q[15];\nu3(3.2922048644637263*pi,0.23247224085885942*pi,0.6123895356929804*pi) q[16];\nRxxyyzz(0.3832418449900298*pi,0.17947804128833716*pi,0.07742170770083942*pi) q[0],q[6];\nRxxyyzz(0.2112936222344497*pi,0.11695683069195895*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.35862464525946974*pi,0.20630735628547026*pi,3.9593340666586894*pi) q[2],q[15];\nRxxyyzz(0.44771527817106027*pi,0.27499962568139313*pi,0.05609896160532902*pi) q[4],q[5];\nRxxyyzz(0.40627089161020946*pi,0.16551889553947796*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4425013285842607*pi,0.09535430620916241*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.40952072304806997*pi,0.25340296056469325*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.4144699638097994*pi,0.1107391720613696*pi,0.04704986307334536*pi) q[13],q[14];\nu3(3.5112616641785923*pi,0.2125754423725278*pi,3.292162145724677*pi) q[0];\nu3(3.306843292861165*pi,2.7847582206919688*pi,0.6143309495689486*pi) q[1];\nu3(3.776113013390199*pi,-0.14677191913795273*pi,3.6327620041722644*pi) q[2];\nu3(3.20793204855218*pi,0.8554810258794108*pi,1.969703477193612*pi) q[3];\nu3(3.726363069110448*pi,3.0291530695472066*pi,3.084035726167649*pi) q[4];\nu3(3.955373828524092*pi,3.322366624159681*pi,3.1505533665016783*pi) q[5];\nu3(3.945517862556472*pi,3.0868184311648332*pi,1.872980980307105*pi) q[6];\nu3(3.416358134124417*pi,3.38096750466065*pi,1.2544629341824054*pi) q[8];\nu3(3.669209111013454*pi,2.6882019932490544*pi,0.7946471965059091*pi) q[9];\nu3(3.7527785547276937*pi,-0.20196114205447924*pi,3.908889271716473*pi) q[10];\nu3(3.278000726562397*pi,2.855624745758423*pi,0.8415260372732591*pi) q[11];\nu3(3.3499608637483416*pi,3.425511879775686*pi,4.198270130987092*pi) q[12];\nu3(3.1841400086515192*pi,2.3292359717584175*pi,2.995245449111003*pi) q[13];\nu3(3.593100993009166*pi,-0.17374174989687208*pi,0.9983819682481285*pi) q[14];\nu3(3.415190245842329*pi,2.812335060071371*pi,2.2789729604416156*pi) q[15];\nu3(3.3152714170519824*pi,3.2904269416424574*pi,2.319508776192827*pi) q[16];\nRxxyyzz(0.44140443924645956*pi,0.2716591636772821*pi,0.12719595941922868*pi) q[5],q[0];\nRxxyyzz(0.3816195102197702*pi,0.16555367380380714*pi,0.10148112355410346*pi) q[1],q[15];\nRxxyyzz(0.44060920566184036*pi,0.27497058707427713*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.42315768089489003*pi,0.191557676091761*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.29647120727124043*pi,0.12354345435400493*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4213892024535505*pi,0.17588423247956464*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.2837111322386202*pi,0.26727891262344705*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.33635545872542916*pi,0.12845840227449146*pi,0.0*pi) q[12],q[14];\nu3(3.327793011920267*pi,2.8519484786131235*pi,1.5783911891942364*pi) q[0];\nu3(3.5348305512769413*pi,-0.2889625794419154*pi,3.8116607099092112*pi) q[1];\nu3(3.438576964822915*pi,0.4257648473430947*pi,0.5946906323938524*pi) q[2];\nu3(3.657896441635108*pi,-0.4996363550964271*pi,4.393996098861452*pi) q[3];\nu3(3.294288408297326*pi,2.3964255087340174*pi,1.9900747999489943*pi) q[4];\nu3(3.741382547210899*pi,2.7009199393323953*pi,4.499443689405158*pi) q[5];\nu3(3.581092169838446*pi,3.2980774592172053*pi,1.194683866723955*pi) q[6];\nu3(3.2615503192336246*pi,0.18793246043821288*pi,0.5973666161509563*pi) q[7];\nu3(3.593078611321314*pi,-0.42309644399583046*pi,2.1214144872210703*pi) q[8];\nu3(3.362647115315065*pi,-0.225139806218707*pi,4.363926516135827*pi) q[10];\nu3(3.5914629684764634*pi,1.964278029322208*pi,1.3110738892389402*pi) q[11];\nu3(3.741933266703393*pi,0.6152208797819376*pi,1.7735679181078465*pi) q[12];\nu3(3.1376837030502975*pi,-0.11326349130358315*pi,1.3158324138686734*pi) q[13];\nu3(3.344400524176656*pi,-0.3610770865783652*pi,0.9659457804324414*pi) q[14];\nu3(3.0436318312598423*pi,2.730901035368049*pi,4.38136450079425*pi) q[15];\nu3(3.708813088558075*pi,3.066900179627278*pi,0.5572247686906646*pi) q[16];\nRxxyyzz(0.3674842479987598*pi,0.2226182470285104*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.39565430914385946*pi,0.1819682952825883*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.40210884485968007*pi,0.21881113624165482*pi,3.8919848891180404*pi) q[3],q[10];\nRxxyyzz(0.4059944077973032*pi,0.2459640143669548*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.45792472491796*pi,0.2944769639725771*pi,3.78625984002017*pi) q[5],q[15];\nRxxyyzz(0.42614357886958665*pi,0.06625398022691908*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4593422661584601*pi,0.33737210935022605*pi,3.87534079380818*pi) q[9],q[14];\nRxxyyzz(0.3412982832681052*pi,0.2552024438732592*pi,3.8785972869091143*pi) q[13],q[11];\nu3(3.3184604346633915*pi,2.2944524446927113*pi,2.2900678150955853*pi) q[1];\nu3(3.5909445928123214*pi,3.430584428420308*pi,1.5650240839927125*pi) q[2];\nu3(3.2715108294474318*pi,0.22214737084321212*pi,1.364241716850926*pi) q[3];\nu3(3.756131800382722*pi,3.1093779962971047*pi,4.337457807137625*pi) q[4];\nu3(3.502651298589069*pi,1.9024745488837862*pi,0.7743607865361533*pi) q[5];\nu3(3.176608811379187*pi,0.03352890495847338*pi,0.6803072520540202*pi) q[6];\nu3(3.6169681872841384*pi,0.10160931794742667*pi,0.8163455306700564*pi) q[7];\nu3(3.7511980908937788*pi,3.4885355547581707*pi,0.650685814187319*pi) q[8];\nu3(3.62772032403593*pi,3.032392650847533*pi,1.026214805290869*pi) q[9];\nu3(3.617834671300161*pi,0.1356550547466563*pi,1.6431639564909113*pi) q[10];\nu3(3.557244677049546*pi,0.2576986826460056*pi,0.6504567756516196*pi) q[11];\nu3(3.777933971654213*pi,2.5221640891850936*pi,2.383206163835604*pi) q[12];\nu3(3.728079557033354*pi,0.11304030388007769*pi,1.2452974281722065*pi) q[13];\nu3(3.3444473588644796*pi,0.9271987283172467*pi,2.44392064937555*pi) q[14];\nu3(3.2786688179312398*pi,2.7206015139154203*pi,1.5558569713317163*pi) q[15];\nu3(3.5358851499021227*pi,-0.15288792457609773*pi,0.5816255060664242*pi) q[16];\nRxxyyzz(0.41894630082199974*pi,0.19238459913660774*pi,0.07849908646908027*pi) q[5],q[0];\nRxxyyzz(0.4883598142697735*pi,0.356860336647435*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.3968860310985838*pi,0.07021486385035225*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.45825979271901984*pi,0.3122581440901442*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4453496430543603*pi,0.32419172117167616*pi,3.9033399200550303*pi) q[8],q[7];\nRxxyyzz(0.46006966139293104*pi,0.1423017895128248*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.3803591249464393*pi,0.2669660416768118*pi,0.0*pi) q[10],q[14];\nu3(3.211655255311658*pi,-0.38389597079248683*pi,4.0874679561176634*pi) q[0];\nu3(3.521317607130022*pi,0.18780575827423018*pi,1.5392031323145887*pi) q[1];\nu3(3.2051390497585075*pi,-0.028681254891652186*pi,0.909333102164869*pi) q[2];\nu3(3.5087088848468175*pi,0.2307144459111905*pi,1.6516543675250497*pi) q[3];\nu3(3.3035057021180645*pi,3.4254085286289833*pi,1.9141132481997443*pi) q[4];\nu3(3.861530777325166*pi,2.359170519564056*pi,1.081665217568974*pi) q[5];\nu3(3.171791254509204*pi,-0.1954959438106565*pi,2.2886201932745758*pi) q[6];\nu3(3.513962093974261*pi,3.0304222675576975*pi,0.9939575650703514*pi) q[7];\nu3(3.372972612710386*pi,0.6160089560282942*pi,2.0169368917117407*pi) q[8];\nu3(3.5273682772935744*pi,0.18212208720851852*pi,4.399941485083559*pi) q[9];\nu3(3.65391412989712*pi,-0.26674756961107066*pi,1.4819028907900655*pi) q[10];\nu3(3.2906051972002452*pi,3.08410419241599*pi,4.493430767292489*pi) q[14];\nu3(3.180752678553255*pi,0.1384564930254072*pi,2.193161839378305*pi) q[15];\nu3(3.2897958231875473*pi,0.14777834592147654*pi,1.498690792327874*pi) q[16];\nRxxyyzz(0.3812263250555309*pi,0.2853322245865152*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3628479220809794*pi,0.2988461210220059*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.40811809402984167*pi,0.19212090428353035*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4168562019417097*pi,0.3769834335094182*pi,3.70084811597801*pi) q[3],q[9];\nRxxyyzz(0.3094850703471729*pi,0.08949149413146962*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.40130638437535904*pi,0.26562795297234854*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3804656268267196*pi,0.175455579033584*pi,0.09548712463666018*pi) q[16],q[15];\nu3(3.7452312552308062*pi,3.480450480265211*pi,3.7508730029546298*pi) q[0];\nu3(3.172647947722199*pi,1.3394868492965817*pi,1.5726229097937732*pi) q[1];\nu3(3.26310647994371*pi,-0.04476867518769462*pi,0.8474894448449244*pi) q[2];\nu3(3.8660239979663373*pi,1.7239111181737412*pi,2.3141390118840923*pi) q[3];\nu3(3.5403695464307816*pi,-0.07422119691708767*pi,1.56269387457651*pi) q[4];\nu3(3.186103265716265*pi,3.444136094667784*pi,3.644559130031205*pi) q[5];\nu3(3.6832026832938736*pi,1.1299311647672874*pi,1.593163495017554*pi) q[6];\nu3(3.156889274473209*pi,0.15886874631984016*pi,4.4461502906937245*pi) q[9];\nu3(3.6383053693640983*pi,1.1596571083807667*pi,1.424042742890291*pi) q[10];\nu3(3.147012162399082*pi,-0.14037196043821482*pi,0.7281826749830711*pi) q[11];\nu3(3.5418033814683945*pi,0.24709269351776209*pi,1.8770813184339712*pi) q[12];\nu3(3.5782936727090666*pi,1.1304592761633392*pi,1.620595350046833*pi) q[14];\nu3(3.6056734276526616*pi,2.3833260492540824*pi,4.337767551213405*pi) q[15];\nu3(3.5034634082897487*pi,0.29665238975998154*pi,1.6597215261943297*pi) q[16];\nRxxyyzz(0.43782024850681023*pi,0.1920800830631011*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.40636145186014*pi,0.31043389900743046*pi,0.1365565372981103*pi) q[13],q[1];\nRxxyyzz(0.3874668991044796*pi,0.2982244389677373*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.41027509455620936*pi,0.16529385125956075*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.43701965790208025*pi,0.343635087631382*pi,0.12145259518929791*pi) q[7],q[6];\nRxxyyzz(0.43638484157354973*pi,0.251055211455427*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.31140369949782054*pi,0.2598143036046886*pi,0.0*pi) q[14],q[16];\nu3(3.821094273989984*pi,2.381979210406649*pi,2.0591175347791815*pi) q[0];\nu3(3.236940329172249*pi,0.2705020739951064*pi,3.432537043505217*pi) q[1];\nu3(3.514399709148073*pi,-0.4895425805787326*pi,1.535142254839993*pi) q[3];\nu3(3.4059040636638542*pi,3.2109383310935797*pi,0.707773613543214*pi) q[4];\nu3(3.612637190500301*pi,1.2818900321788775*pi,1.3978342157888775*pi) q[5];\nu3(3.4178928716910764*pi,1.365397709684586*pi,0.9678121673819194*pi) q[6];\nu3(3.360568727826439*pi,3.04810995791984*pi,1.6770882510275957*pi) q[7];\nu3(3.064533686251878*pi,3.0554030519338857*pi,3.9969395070603193*pi) q[8];\nu3(3.628977725302722*pi,0.9462753142001064*pi,1.3943653193336862*pi) q[9];\nu3(3.662743394423421*pi,-0.19829237273318212*pi,0.61100260430513*pi) q[11];\nu3(3.178478816561051*pi,2.767775874097288*pi,0.7240843676689046*pi) q[12];\nu3(3.3356808029028047*pi,2.6003137171534285*pi,3.625718378597203*pi) q[13];\nu3(0.14989813365452934*pi,0.22775959540971535*pi,1.8574733862890263*pi) q[14];\nu3(3.3471729994194503*pi,3.311824424674848*pi,4.431509594639583*pi) q[16];\nmeasure q[14] -> c[6];\nRxxyyzz(0.2998366474101893*pi,0.22547899186333353*pi,3.902675938285471*pi) q[0],q[6];\nRxxyyzz(0.4385706502571497*pi,0.36050391584498503*pi,3.80532967209258*pi) q[1],q[3];\nRxxyyzz(0.39093788556816034*pi,0.24622523187762158*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.38240539919320937*pi,0.29605539984786133*pi,0.04605968320472134*pi) q[4],q[15];\nRxxyyzz(0.4591051022936198*pi,0.2385385209837979*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.41744056315611966*pi,0.15719559780950784*pi,3.8843631626962907*pi) q[13],q[8];\nRxxyyzz(0.4290439889556694*pi,0.1781992624639223*pi,3.8755264420242295*pi) q[16],q[9];\nRxxyyzz(0.45256813479609936*pi,0.3539820751002665*pi,0.13020022442494622*pi) q[10],q[11];\nu3(1.3900347443591887*pi,2.9943788188863105*pi,4.345693432212698*pi) q[0];\nu3(3.6507684913694276*pi,2.8995084564483937*pi,0.8996875573864127*pi) q[1];\nu3(3.7469653174777307*pi,-0.3956223122231135*pi,1.7974906276217086*pi) q[2];\nu3(3.274720971090618*pi,2.830278581086624*pi,1.878108650807718*pi) q[3];\nu3(3.6024595791113145*pi,3.000178151171242*pi,1.57046151617056*pi) q[4];\nu3(3.584256854044356*pi,1.9373168863270367*pi,1.642535888717363*pi) q[5];\nu3(0.8766231917310185*pi,-0.46939724427109836*pi,1.014546533131756*pi) q[6];\nu3(3.6324271841602314*pi,-0.295416646180995*pi,2.1572978840631647*pi) q[7];\nu3(3.471375829956412*pi,0.9993271588235388*pi,2.0550549534344418*pi) q[8];\nu3(3.679455234733489*pi,3.379122573974692*pi,1.5487921163113718*pi) q[9];\nu3(3.7059109259660614*pi,2.3531717765864495*pi,4.24904914061696*pi) q[10];\nu3(3.4109727472589553*pi,2.741894051822496*pi,1.5555511661237482*pi) q[11];\nu3(3.6187238014747365*pi,2.3605802324403693*pi,1.1551690117198414*pi) q[12];\nu3(3.250748354826274*pi,1.4668606516728664*pi,0.6894901047833226*pi) q[13];\nu3(3.530914975607732*pi,2.1795545478390754*pi,1.756391716899267*pi) q[15];\nu3(3.4331193072842385*pi,2.5784489218435773*pi,1.5140750024070382*pi) q[16];\nmeasure q[13] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[4] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[9] -> c[13];\nmeasure q[12] -> c[14];\nmeasure q[6] -> c[15];\nmeasure q[15] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6505621464708073*pi,0.7675171209883851*pi,0.557270783990701*pi) q[0];\nu3(3.397679554131541*pi,0.2831098045553161*pi,1.9931293013314315*pi) q[1];\nu3(3.3134837433207283*pi,0.912923496998479*pi,0.8878667277829728*pi) q[2];\nu3(3.7419410435545397*pi,2.3078487870803692*pi,3.302102997078807*pi) q[3];\nu3(3.151184995697024*pi,2.2315834383078226*pi,0.8030228806743755*pi) q[4];\nu3(3.574319708815386*pi,-0.4608490978346911*pi,1.8210936673816809*pi) q[5];\nu3(3.4025583423113375*pi,2.9400570064770273*pi,0.9037038371055628*pi) q[6];\nu3(3.528880837002739*pi,2.8409741440452905*pi,3.882174723635698*pi) q[7];\nu3(3.6265740459740003*pi,3.2654055235912*pi,3.3783978299532786*pi) q[8];\nu3(3.343255212241072*pi,-0.3796338926191358*pi,1.0977109683340536*pi) q[9];\nu3(3.7578154801443087*pi,-0.31453116547281834*pi,3.8112247235109873*pi) q[10];\nu3(3.7518626563639046*pi,0.42223059583214806*pi,1.5675173427543336*pi) q[11];\nu3(3.389341507056844*pi,3.1957876673610586*pi,4.260139206661575*pi) q[12];\nu3(3.5924206354816*pi,0.8602251160385219*pi,0.7229407629331965*pi) q[13];\nu3(3.322437800013465*pi,3.220982370641598*pi,2.7900027651049113*pi) q[14];\nu3(3.7095968839765003*pi,3.2263811028139298*pi,4.1059139603595805*pi) q[15];\nu3(3.3779365839581814*pi,2.5715760716115135*pi,1.8797600563529535*pi) q[16];\nRxxyyzz(0.33464418238783*pi,0.17785144936636854*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4380015556290704*pi,0.3245911750351651*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.41198776669528014*pi,0.1872921405147202*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3952485326621409*pi,0.27215389424593195*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4504267340049699*pi,0.4285572629833774*pi,3.8939108645415104*pi) q[5],q[14];\nRxxyyzz(0.41076532534070054*pi,0.21021743170821328*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3733230174440898*pi,0.23949850891789226*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.22559227575014956*pi,0.20677508089171193*pi,3.80009742399049*pi) q[10],q[11];\nu3(3.60308049068796*pi,-0.34846168701737024*pi,0.5977646766250967*pi) q[0];\nu3(3.565462385557978*pi,2.539052253434988*pi,2.1293427822516877*pi) q[1];\nu3(3.2517116583923795*pi,-0.43822113643289384*pi,3.5863375047033785*pi) q[2];\nu3(3.395004787656323*pi,-0.01973600129258196*pi,1.1796589438865335*pi) q[3];\nu3(3.764146093376302*pi,-0.44420012403266096*pi,0.9276869371915186*pi) q[4];\nu3(3.44671875579929*pi,-0.1717706470153848*pi,0.8999594890016414*pi) q[5];\nu3(3.448951552053624*pi,3.131640281686094*pi,1.207619874400826*pi) q[6];\nu3(3.476791282443477*pi,0.5229466821591979*pi,2.0922006517158485*pi) q[7];\nu3(3.388812061736785*pi,0.9209857046523799*pi,1.9090971696634236*pi) q[8];\nu3(3.5030711479170247*pi,3.0544903230294*pi,1.4440700877165342*pi) q[9];\nu3(3.2778291689053853*pi,0.41513049158217596*pi,2.189965904541249*pi) q[10];\nu3(3.9837002410863365*pi,-0.01770434601246762*pi,1.3431941298394574*pi) q[11];\nu3(3.133828188804968*pi,3.1333681353628284*pi,0.719482914570464*pi) q[12];\nu3(3.9129081227614697*pi,0.6934802439180985*pi,0.8698757161165824*pi) q[13];\nu3(3.446531707671676*pi,0.4408239002986888*pi,1.5043569628143743*pi) q[14];\nu3(3.774815594823267*pi,0.04223272829933189*pi,2.1280460444150355*pi) q[15];\nRxxyyzz(0.4197525701234107*pi,0.2787650450116823*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.44715260942472*pi,0.3993343699992784*pi,0.08620042485392254*pi) q[1],q[5];\nRxxyyzz(0.4414709357728994*pi,0.19904045081450786*pi,0.040231835459891195*pi) q[2],q[6];\nRxxyyzz(0.3663008350623296*pi,0.31545008020640997*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3332478184098198*pi,0.25111870409535353*pi,3.9399790288680703*pi) q[7],q[10];\nRxxyyzz(0.30312344425597004*pi,0.21567408684294087*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.45364764944633995*pi,0.3281871232899044*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.40934775837873*pi,0.3082887428919774*pi,0.04205120509249478*pi) q[14],q[16];\nu3(3.5927635837464984*pi,3.3993433485711018*pi,3.6637996352100672*pi) q[0];\nu3(3.767551509396433*pi,2.918470144492838*pi,1.2855235063990895*pi) q[1];\nu3(3.4131421820008794*pi,0.5316361899282553*pi,0.6340297823258889*pi) q[2];\nu3(3.761653066684439*pi,3.3434477601123564*pi,0.9405931737330162*pi) q[3];\nu3(3.7898551613989557*pi,3.166040417503159*pi,1.4658488618400398*pi) q[5];\nu3(3.371319588848352*pi,3.108832852843963*pi,0.9041015939621826*pi) q[6];\nu3(3.507690006787455*pi,2.4779709040951037*pi,1.769851304956195*pi) q[7];\nu3(3.2920863467783077*pi,2.427238430613248*pi,1.8622913360874118*pi) q[8];\nu3(3.599441330530926*pi,0.5468563941166524*pi,2.444663075166244*pi) q[9];\nu3(3.4324401311205595*pi,0.30162382344623806*pi,2.4025058442190392*pi) q[10];\nu3(3.326900859201418*pi,0.8592854422286917*pi,1.5623527681020366*pi) q[11];\nu3(3.339200014409766*pi,3.485654383657144*pi,0.6116392356790092*pi) q[12];\nu3(3.1612816045102208*pi,3.200191746791945*pi,0.9806415254487997*pi) q[13];\nu3(3.143073885012065*pi,2.0245156578375063*pi,4.0233179733848345*pi) q[14];\nu3(3.3992040007044575*pi,2.1188566907807695*pi,1.823526254469771*pi) q[15];\nu3(3.452569461741308*pi,3.0605097501860956*pi,1.383624599785843*pi) q[16];\nRxxyyzz(0.40645889416182995*pi,0.24257891332506604*pi,3.8855544943565103*pi) q[12],q[0];\nRxxyyzz(0.4568336809985001*pi,0.2843788947128767*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.42867579587983906*pi,0.3345595260779775*pi,3.747153814938679*pi) q[2],q[10];\nRxxyyzz(0.41790713877725105*pi,0.23806021962577262*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4311985019750307*pi,0.2097965930421602*pi,0.04443211796352001*pi) q[9],q[4];\nRxxyyzz(0.43798928417515015*pi,0.2832565072267672*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4669413871681172*pi,0.20482488436583968*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.4068281483410901*pi,0.26672374962166695*pi,3.9452706008769702*pi) q[15],q[14];\nu3(3.6105638127330604*pi,2.575430992061982*pi,0.8911449631696526*pi) q[0];\nu3(3.5916684933626586*pi,0.9092687894525671*pi,1.2611965399954983*pi) q[1];\nu3(3.230015217724891*pi,2.436984294655473*pi,0.6945569356703887*pi) q[2];\nu3(3.1240649555025883*pi,0.3386856713200411*pi,4.484081390644274*pi) q[3];\nu3(3.368056549869448*pi,2.273396664497838*pi,1.1957692581515038*pi) q[4];\nu3(3.5339438342516636*pi,0.2784891551729618*pi,1.3122256242538308*pi) q[5];\nu3(3.6059278272109077*pi,1.0338446367677157*pi,1.731112802486469*pi) q[7];\nu3(3.7083518944675538*pi,0.17423890029400624*pi,1.571498328467245*pi) q[8];\nu3(3.3884694552834236*pi,-0.3771739699785939*pi,3.8652314456284964*pi) q[9];\nu3(3.4683631810482027*pi,3.028013826938181*pi,0.7292339813708453*pi) q[10];\nu3(3.497684330166363*pi,3.3963419294633335*pi,2.322192934598193*pi) q[11];\nu3(3.5113727005550337*pi,0.5059668687882026*pi,2.053674262002032*pi) q[12];\nu3(3.3985357487545746*pi,3.2609044767858024*pi,0.5473851452341887*pi) q[13];\nu3(3.8220958207915703*pi,2.532973673608514*pi,0.8233660600902857*pi) q[14];\nu3(3.541558054306849*pi,-0.08215619481474462*pi,1.247463261308139*pi) q[15];\nu3(3.0281783307205083*pi,1.8263272227343115*pi,1.3586618854010353*pi) q[16];\nRxxyyzz(0.4470747221755503*pi,0.16658258252010544*pi,0.11352439882209497*pi) q[6],q[0];\nRxxyyzz(0.37532749454732*pi,0.3268640886088453*pi,3.8252936962615305*pi) q[1],q[5];\nRxxyyzz(0.3997821924089793*pi,0.18331260641929203*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.45562117353727943*pi,0.2654302004762255*pi,0.14355377759852805*pi) q[13],q[8];\nRxxyyzz(0.3853861433894793*pi,0.18779430239230388*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.4601916673186939*pi,0.30617216193752506*pi,0.0*pi) q[12],q[14];\nu3(3.684151871060473*pi,2.8149781327655754*pi,3.255007348702712*pi) q[0];\nu3(3.241859467295123*pi,3.0633792102477977*pi,1.131034467913183*pi) q[1];\nu3(3.42594853801023*pi,2.1126653431946014*pi,1.8318991317413054*pi) q[2];\nu3(3.7255498136656366*pi,-0.14716366614275705*pi,4.232840971180579*pi) q[3];\nu3(3.698998992994822*pi,0.4408699687804293*pi,1.800675860579052*pi) q[5];\nu3(3.41967246901862*pi,0.07651320759898539*pi,3.6661658152186636*pi) q[6];\nu3(3.265132575654232*pi,0.1559910804150445*pi,4.366033159931747*pi) q[8];\nu3(3.70134513234533*pi,3.334995645717132*pi,0.729514982899198*pi) q[10];\nu3(3.3339744447253836*pi,-0.3730245308820305*pi,1.9899171641764446*pi) q[12];\nu3(3.8851298416589373*pi,0.26010977473075725*pi,4.022775404334923*pi) q[13];\nu3(3.479044195771399*pi,1.0140303854613206*pi,1.8044090332619653*pi) q[14];\nu3(3.346537981833449*pi,-0.05259031325777008*pi,0.7301136412886922*pi) q[15];\nRxxyyzz(0.34643545181305946*pi,0.2602581808084017*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.40515266355173996*pi,0.3714398017070675*pi,0.12393296663269737*pi) q[2],q[12];\nRxxyyzz(0.36441360265627953*pi,0.24252663197071306*pi,3.947064723001949*pi) q[3],q[10];\nRxxyyzz(0.3284948265431492*pi,0.19513552947250212*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.3658628602631495*pi,0.23127176385230402*pi,3.92605285068648*pi) q[5],q[11];\nRxxyyzz(0.4350207915384299*pi,0.22538174364605734*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4379689272686398*pi,0.27763945808609725*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.38016823442672953*pi,0.2628317874503826*pi,0.0*pi) q[13],q[9];\nu3(3.540289749252555*pi,2.266227012179305*pi,2.4183984717567695*pi) q[1];\nu3(3.8685664094990413*pi,-0.4509907043431171*pi,2.0908658956636272*pi) q[2];\nu3(3.620488894643734*pi,3.235705695371474*pi,2.0819686662720582*pi) q[3];\nu3(3.545291105303771*pi,1.9972821265627037*pi,1.4373395239437672*pi) q[4];\nu3(3.2743219134647186*pi,0.8227222376939474*pi,1.1088516271197433*pi) q[5];\nu3(3.3814947213641653*pi,3.2327045363563345*pi,2.262978624518566*pi) q[6];\nu3(3.464547593149523*pi,2.468437632765123*pi,2.143545808081788*pi) q[7];\nu3(3.2389664658349644*pi,2.1728188583777786*pi,1.654201857992703*pi) q[8];\nu3(3.220425816334059*pi,2.4734746079522325*pi,0.9976276702614643*pi) q[9];\nu3(3.7736435302063436*pi,0.419485703756006*pi,1.7078860889236978*pi) q[10];\nu3(3.3634133954551424*pi,3.212758686593082*pi,1.7209375148042838*pi) q[11];\nu3(3.2744078332449176*pi,3.247691620481286*pi,1.565119101111223*pi) q[12];\nu3(3.423488408362624*pi,3.482737808856826*pi,1.1304922899188408*pi) q[13];\nu3(3.900284645410833*pi,2.133190663380689*pi,1.968962221281435*pi) q[14];\nu3(3.575283883586929*pi,3.4041879971716016*pi,4.145626509522609*pi) q[15];\nu3(3.0962031072861773*pi,2.297860720843406*pi,1.3874922959998912*pi) q[16];\nRxxyyzz(0.43176432247461005*pi,0.284453987667159*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.41445235670699987*pi,0.22406242311397928*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.41048850052389935*pi,0.2442391738083188*pi,0.08458149436989346*pi) q[3],q[4];\nRxxyyzz(0.4523198702916399*pi,0.2693809268754952*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.3990724466794999*pi,0.36982398695228413*pi,0.06592543384037697*pi) q[13],q[6];\nRxxyyzz(0.3761201360236104*pi,0.20802567148414744*pi,3.90201213285023*pi) q[9],q[8];\nRxxyyzz(0.4408802833331602*pi,0.310967272751828*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.39631276804964966*pi,0.29944588999776883*pi,0.049818054742679585*pi) q[12],q[16];\nu3(3.478317780744402*pi,3.160390472404191*pi,4.236088246661808*pi) q[0];\nu3(3.322037179006081*pi,-0.4032857622130431*pi,2.1608369374395053*pi) q[2];\nu3(3.1168465353572543*pi,3.380230593414807*pi,3.0142704811971797*pi) q[3];\nu3(3.5535800068188057*pi,-0.29873513309231614*pi,1.5729050013986887*pi) q[4];\nu3(3.8037247574031157*pi,-0.27144092364396577*pi,1.8974753420467665*pi) q[5];\nu3(3.448962115353024*pi,0.7309977550381062*pi,4.125610657955927*pi) q[6];\nu3(3.158792117597133*pi,3.071758691057821*pi,4.295890712650854*pi) q[7];\nu3(3.3789413316495995*pi,0.25439754242604906*pi,1.2347148459388673*pi) q[8];\nu3(3.872749774531166*pi,0.09234240291656959*pi,1.3679629499150827*pi) q[9];\nu3(3.0391720071052193*pi,-0.26191388954624983*pi,1.1089622421487912*pi) q[10];\nu3(3.405480383984117*pi,0.8314406423415011*pi,1.6600848754411386*pi) q[11];\nu3(3.281438244870979*pi,1.9953498802366036*pi,0.5997964140061636*pi) q[12];\nu3(3.781898743466443*pi,-0.10085066468789894*pi,0.5521906024665046*pi) q[13];\nu3(3.326686263416777*pi,-0.29822100358865367*pi,0.9790135729465324*pi) q[14];\nu3(3.0510087109372037*pi,-0.4381827595512144*pi,1.6028757070702668*pi) q[15];\nu3(3.04665056305181*pi,0.6960486809065585*pi,0.9075345571959772*pi) q[16];\nRxxyyzz(0.4137048687298295*pi,0.1437807774645462*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.42232460231869023*pi,0.1580696017689331*pi,0.055168752679457145*pi) q[1],q[4];\nRxxyyzz(0.31374633029340954*pi,0.12881378249196906*pi,0.054747663204301134*pi) q[2],q[10];\nRxxyyzz(0.4648275906127298*pi,0.23011081557056923*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4278118550486294*pi,0.08025449104773914*pi,3.9530772435533894*pi) q[6],q[16];\nRxxyyzz(0.35145495968633916*pi,0.31408285300226346*pi,3.91181116293716*pi) q[8],q[14];\nRxxyyzz(0.41326466191683187*pi,0.09262268651607031*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.39355668220594997*pi,0.2818223827666133*pi,0.0*pi) q[13],q[11];\nu3(3.385872042875084*pi,0.02092017282729164*pi,4.412852546788647*pi) q[0];\nu3(3.5275174311777238*pi,0.49983161898006967*pi,3.564308949905658*pi) q[1];\nu3(3.985096084181888*pi,3.1527724881603456*pi,2.2055248615599865*pi) q[2];\nu3(3.6706165923525855*pi,2.9709376180270537*pi,4.141953646754423*pi) q[3];\nu3(3.710591775618673*pi,2.2433107398262058*pi,3.8710363826834024*pi) q[4];\nu3(3.5075158101741755*pi,2.1472317759127733*pi,1.6638561153349571*pi) q[5];\nu3(3.556444671566752*pi,3.1240748193177907*pi,1.7429815973204663*pi) q[6];\nu3(3.693100979683816*pi,2.5283483171667607*pi,1.945639786942822*pi) q[7];\nu3(3.7306201774969274*pi,-0.40455653330884755*pi,0.8489367290815197*pi) q[8];\nu3(3.287815996935192*pi,2.589631984530011*pi,4.442527995787013*pi) q[9];\nu3(3.436300321223657*pi,-0.14307833013277815*pi,3.0643460161128133*pi) q[10];\nu3(3.615548941953775*pi,2.957446299092195*pi,0.7902120528205551*pi) q[11];\nu3(3.5168493759692026*pi,3.43907666826284*pi,0.9687744786397936*pi) q[13];\nu3(3.3273008763574103*pi,1.0689104664760691*pi,1.6131660946641286*pi) q[14];\nu3(3.397442648815754*pi,3.3618130535289485*pi,1.9236461265779463*pi) q[15];\nu3(3.6892774849113206*pi,-0.001707918389048435*pi,1.3892859661614323*pi) q[16];\nRxxyyzz(0.4554771070798759*pi,0.19100449252373708*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.46097027183196015*pi,0.32676775181570145*pi,3.7867124277233004*pi) q[13],q[1];\nRxxyyzz(0.4112667082549295*pi,0.0779233282047983*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.45010221845815934*pi,0.20257132875477102*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.3889986748999793*pi,0.16640015094983235*pi,0.06795100560963598*pi) q[5],q[12];\nRxxyyzz(0.4359037270238802*pi,0.2714861025881646*pi,3.9333264723708705*pi) q[6],q[8];\nRxxyyzz(0.4356805857002994*pi,0.27193495820667135*pi,0.04287662338106517*pi) q[7],q[10];\nu3(3.5184991286332594*pi,2.9023074146668977*pi,1.52685106977642*pi) q[0];\nu3(3.6538659662182855*pi,0.7813831768107928*pi,1.8447485680438236*pi) q[1];\nu3(3.718642186543154*pi,0.005817559537906969*pi,2.3280997327073893*pi) q[2];\nu3(3.185807179620639*pi,2.9759735907487306*pi,2.266852162771488*pi) q[3];\nu3(3.5715996564815256*pi,-0.06139116253425747*pi,1.0437879294967551*pi) q[4];\nu3(3.518900430955128*pi,-0.3200352772244125*pi,4.035205958695863*pi) q[5];\nu3(3.540758976950692*pi,2.9134576628890474*pi,2.0808905090789542*pi) q[6];\nu3(3.3010710275883923*pi,2.648727083163961*pi,4.141984596879728*pi) q[7];\nu3(3.7809265319550174*pi,0.4321253965743749*pi,1.563738573714101*pi) q[8];\nu3(3.8598966736013858*pi,-0.4177960768814335*pi,0.6958179058099171*pi) q[10];\nu3(3.307480193084012*pi,-0.38822268845583996*pi,2.1774646989859625*pi) q[11];\nu3(3.625512935960142*pi,0.0827979383314783*pi,1.0507693966521128*pi) q[12];\nu3(3.4033920988635957*pi,0.4542383579169834*pi,1.4077047005590786*pi) q[13];\nu3(3.8221884087483917*pi,-0.13170113039998083*pi,0.6229882731184304*pi) q[14];\nRxxyyzz(0.4235644114422198*pi,0.19830653092284692*pi,3.92637941648197*pi) q[0],q[8];\nRxxyyzz(0.4025042447792898*pi,0.3102038789752535*pi,0.04036240773479078*pi) q[1],q[16];\nRxxyyzz(0.3961364693594499*pi,0.289217903807804*pi,0.19203167940893254*pi) q[2],q[14];\nRxxyyzz(0.39017270934033044*pi,0.06747169564321531*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.40193281212618015*pi,0.29342442231773647*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.3840612631587599*pi,0.1732940722851437*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4358039928739502*pi,0.3038873484517707*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.3816935563632203*pi,0.22464658131657525*pi,0.15993382556718375*pi) q[13],q[15];\nu3(3.6974434947976107*pi,2.9314840637815487*pi,0.6049380796097639*pi) q[0];\nu3(3.3085742221211434*pi,1.7573648784347649*pi,4.46021339762857*pi) q[1];\nu3(3.5212310570590097*pi,-0.4715186146678646*pi,3.8284212848796435*pi) q[2];\nu3(3.7562889006751043*pi,-0.16202349003443917*pi,1.08602686976083*pi) q[3];\nu3(3.816926946076686*pi,0.4376024540550665*pi,1.27776586814231*pi) q[4];\nu3(3.9187295086082576*pi,-0.37802851574249313*pi,1.418602280054962*pi) q[5];\nu3(3.479655058297385*pi,3.2559846684647598*pi,3.8616805774618275*pi) q[6];\nu3(3.3499870315120295*pi,1.2653226974756553*pi,1.5974604946998299*pi) q[7];\nu3(3.4425788839941713*pi,1.9472863848105848*pi,2.4466729982617017*pi) q[8];\nu3(3.7860309470997873*pi,2.7280286486082392*pi,0.8814350059226069*pi) q[10];\nu3(3.3026959521718178*pi,3.2685940647182363*pi,1.6938686823699363*pi) q[11];\nu3(3.4114480485236163*pi,0.5098483328066374*pi,4.29379464182221*pi) q[12];\nu3(3.923622400841985*pi,-0.01054736993619898*pi,1.1195417594040795*pi) q[13];\nu3(3.2872708774874*pi,0.287194858522983*pi,0.5163528369708775*pi) q[14];\nu3(3.2417255514505188*pi,0.3506464142356027*pi,3.9945338808174835*pi) q[15];\nu3(3.0515802272553323*pi,2.127525254394828*pi,0.9774704292279872*pi) q[16];\nRxxyyzz(0.31845054719503996*pi,0.13917887067103152*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3189814920360209*pi,0.2513551257451301*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4838610505579345*pi,0.11691024937963768*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.3282153561908493*pi,0.17614278265554306*pi,3.94358225780784*pi) q[6],q[14];\nRxxyyzz(0.49004683154301887*pi,0.3943370233794224*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.3503654334975197*pi,0.24910587306474685*pi,3.94350427830667*pi) q[9],q[12];\nRxxyyzz(0.41113278211065607*pi,0.29242220641581707*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.4213352947202803*pi,0.07369600034301826*pi,0.0*pi) q[11],q[16];\nu3(3.382452434364402*pi,3.4545153967741724*pi,0.8509820227282501*pi) q[0];\nu3(3.597153080721738*pi,-0.42378765422338116*pi,0.7920396427176408*pi) q[1];\nu3(3.5939335991911174*pi,2.3806043486519948*pi,1.2929848620358362*pi) q[2];\nu3(3.814086584621094*pi,-0.3573226493504642*pi,1.5954839317821965*pi) q[4];\nu3(3.5763604123494384*pi,0.03353307062966304*pi,4.463462608965952*pi) q[5];\nu3(3.292261537250729*pi,3.1465639210027785*pi,0.7257356943281643*pi) q[6];\nu3(3.309311131193927*pi,0.26511632019861964*pi,4.360059203379413*pi) q[7];\nu3(3.7164933356441114*pi,0.9925469551932959*pi,4.356394189799479*pi) q[8];\nu3(3.284057561336117*pi,0.8069197944314128*pi,1.5598318710971781*pi) q[9];\nu3(3.878150415290644*pi,3.1064922218323816*pi,2.4403045549490603*pi) q[10];\nu3(3.603060774822223*pi,3.348576109376209*pi,1.2828841111945077*pi) q[11];\nu3(3.060676213057145*pi,3.487511004777403*pi,0.9013011009407625*pi) q[12];\nu3(3.5126037437880835*pi,2.1821959487167897*pi,1.9435929954071927*pi) q[13];\nu3(3.4382594776488826*pi,-0.24139776944646663*pi,2.1705939968472423*pi) q[14];\nu3(3.504098907388744*pi,1.0080841081381762*pi,0.6858418109262212*pi) q[15];\nu3(3.339733183079687*pi,-0.3152767036472793*pi,0.5015921778359294*pi) q[16];\nRxxyyzz(0.46025258407963054*pi,0.3862426196781909*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.30077859256108275*pi,0.19912019557531258*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.35402529228819973*pi,0.24674372300279224*pi,3.8389015442329093*pi) q[9],q[2];\nRxxyyzz(0.31034547899052345*pi,0.18729275012817725*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.47585294871193984*pi,0.10406363962309495*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4165947808361895*pi,0.29740506472956285*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.41384387458536964*pi,0.271471341793646*pi,0.2100835730982184*pi) q[14],q[12];\nu3(3.3258962088145947*pi,2.7118853617520653*pi,1.054611598865533*pi) q[0];\nu3(3.654847100102433*pi,1.2462107309107588*pi,1.4183145719648484*pi) q[1];\nu3(3.4986187517098397*pi,-0.356263651147106*pi,0.8422248314141809*pi) q[2];\nu3(3.67637715196996*pi,3.33497258715119*pi,3.7493184811692006*pi) q[3];\nu3(3.908038094632244*pi,-0.27619125175981785*pi,2.260768488216214*pi) q[6];\nu3(3.1353959052663405*pi,1.379796674953857*pi,1.5146870355246087*pi) q[7];\nu3(3.4008089913768877*pi,0.2364886040365839*pi,0.695690069974048*pi) q[8];\nu3(3.5939936655872944*pi,3.2389572729354095*pi,3.490875571998802*pi) q[9];\nu3(3.3486077601958435*pi,3.182668620834495*pi,4.1562995913750855*pi) q[10];\nu3(3.749522595366587*pi,0.6398422889887847*pi,0.6875453689785954*pi) q[11];\nu3(3.297300850576517*pi,3.3596651929992105*pi,4.453836040363241*pi) q[12];\nu3(3.745582483310365*pi,0.1342740317236314*pi,1.6108925147589672*pi) q[14];\nu3(3.6628954422745434*pi,0.6536000237057089*pi,2.2078270109260085*pi) q[15];\nu3(3.7775042561656504*pi,3.2820450121411247*pi,1.360549524160562*pi) q[16];\nRxxyyzz(0.4002912929412697*pi,0.15436753743097806*pi,3.8648890688033704*pi) q[3],q[0];\nRxxyyzz(0.28933663543528576*pi,0.2196217697885522*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.45832911967629064*pi,0.28880717787334653*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4746225224299775*pi,0.36054748777846823*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.440331985894831*pi,0.2555392607706901*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.3573261696061495*pi,0.28129371603905096*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4558553069009899*pi,0.3131015965782451*pi,0.06501476704213467*pi) q[9],q[13];\nRxxyyzz(0.4856281153187695*pi,0.16005313947744515*pi,0.0*pi) q[16],q[10];\nu3(3.32069399193092*pi,0.6775182874998253*pi,2.1912225795179148*pi) q[0];\nu3(3.9100454922761956*pi,3.254629142295664*pi,1.1768506725911383*pi) q[1];\nu3(3.463465194966142*pi,2.1533866890562705*pi,1.2095471552581136*pi) q[2];\nu3(3.4490408187276453*pi,2.4806985717065233*pi,2.1117112793011565*pi) q[3];\nu3(3.2183643633089005*pi,2.4347921755695934*pi,1.7806259947972476*pi) q[4];\nu3(3.4825311581934484*pi,3.038659395768165*pi,2.1642129263200247*pi) q[5];\nu3(3.1263974876050513*pi,3.2286704568879196*pi,1.1579132125530718*pi) q[6];\nu3(3.670345376244824*pi,1.2850614549544948*pi,1.537825908749699*pi) q[7];\nu3(3.5341739904473717*pi,3.0815280084535606*pi,4.437550856698449*pi) q[8];\nu3(3.4076120024085865*pi,0.21865285968472092*pi,4.209177409335508*pi) q[9];\nu3(3.469021880493202*pi,-0.36504043496177846*pi,4.449279890770244*pi) q[10];\nu3(3.817039283462116*pi,0.13727614296257074*pi,1.6364895926831662*pi) q[11];\nu3(3.727544837076068*pi,2.3490193301739306*pi,1.8941208530611333*pi) q[12];\nu3(3.1074872078907116*pi,-0.268209515420615*pi,3.4824944024999205*pi) q[13];\nu3(3.71736069443316*pi,0.0425791353971382*pi,2.0642043543808457*pi) q[14];\nu3(3.2965145479714444*pi,2.0643478104241466*pi,1.2850916243336528*pi) q[16];\nRxxyyzz(0.39646071236442026*pi,0.20482322494331517*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.36124277561225976*pi,0.20053895580988437*pi,0.07544843093165775*pi) q[7],q[1];\nRxxyyzz(0.4445127428774899*pi,0.20824851272729905*pi,3.91149522800041*pi) q[9],q[2];\nRxxyyzz(0.4516392164289798*pi,0.29539995808711594*pi,0.04749129520346925*pi) q[3],q[12];\nRxxyyzz(0.47437986637826945*pi,0.37178064390301746*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.37962058114825975*pi,0.27085506147457056*pi,0.16991225416939806*pi) q[6],q[16];\nRxxyyzz(0.40180093298962105*pi,0.3093788833849399*pi,0.0*pi) q[8],q[10];\nu3(3.762926425645737*pi,-0.15525786074081005*pi,1.7854847182022608*pi) q[0];\nu3(3.5816924125339247*pi,3.304715131633881*pi,3.2533623353464134*pi) q[1];\nu3(3.242022766285811*pi,2.0542533410964188*pi,2.0387711074023915*pi) q[2];\nu3(3.3460045981398103*pi,3.348047496547371*pi,1.6034471278157634*pi) q[3];\nu3(3.5257690670381656*pi,1.6604118211824725*pi,4.360912520440522*pi) q[5];\nu3(3.1089212463097864*pi,0.12050939460102095*pi,0.923059314946721*pi) q[6];\nu3(3.836669874495535*pi,1.7718214881252967*pi,4.373849316046597*pi) q[7];\nu3(3.3804978208862213*pi,2.5777391405595758*pi,1.7222778054076682*pi) q[8];\nu3(3.159604468315717*pi,3.4518009138648478*pi,1.8035662964755876*pi) q[9];\nu3(3.7378251249932632*pi,-0.019264273134511956*pi,1.9221077028610427*pi) q[10];\nu3(3.4999724086391075*pi,3.4696255981229416*pi,4.386774688035832*pi) q[12];\nu3(3.1903779468468536*pi,0.25557960420469583*pi,1.4558152285737882*pi) q[14];\nu3(3.4626952315084396*pi,-0.27850159321104084*pi,1.2745709560347065*pi) q[15];\nu3(3.3603487946742745*pi,-0.2307748053637415*pi,4.004523609965081*pi) q[16];\nRxxyyzz(0.4564468561017305*pi,0.21859663900041326*pi,0.055023945902972125*pi) q[5],q[0];\nRxxyyzz(0.42769554516279984*pi,0.3583296683754329*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.34101798990970544*pi,0.18189767413156965*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4391757129943502*pi,0.20972002079994834*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4376604950692967*pi,0.2198675787657951*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.41182949236798005*pi,0.16551860914770522*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.29779965068137004*pi,0.21652692625290926*pi,0.0*pi) q[16],q[11];\nRxxyyzz(0.4615972606736123*pi,0.2681543368054182*pi,0.0*pi) q[14],q[13];\nu3(3.376178275477038*pi,2.4767358737876473*pi,1.2476573854695274*pi) q[0];\nu3(3.531761375097583*pi,-0.0782823374106294*pi,1.8385622436463755*pi) q[1];\nu3(3.6037577527209934*pi,2.198905821931323*pi,4.487160634316832*pi) q[2];\nu3(3.3691161824893125*pi,2.0236703877816056*pi,1.5474439255927153*pi) q[3];\nu3(3.4209767381663543*pi,2.2517488467089377*pi,4.2207391000689505*pi) q[5];\nu3(3.0352489103042246*pi,1.182117429147854*pi,2.0488961090636115*pi) q[6];\nu3(3.4331863894872985*pi,-0.17980653004167457*pi,1.7267690757656615*pi) q[7];\nu3(3.923111706497901*pi,0.7777262954848705*pi,0.9107643581640603*pi) q[8];\nu3(3.644626320451554*pi,0.4797755854946254*pi,0.6841133654054138*pi) q[9];\nu3(3.592992731172855*pi,0.2553832682553888*pi,1.0364277093171266*pi) q[10];\nu3(3.25566009907334*pi,0.10219632215921515*pi,0.650598880469328*pi) q[11];\nu3(3.186574214841696*pi,0.8632624109386002*pi,1.445487606196152*pi) q[12];\nu3(3.6911164925313598*pi,0.7220886333358094*pi,1.4277565973949873*pi) q[13];\nu3(3.1969647246222284*pi,2.902113646049673*pi,1.4765198942895528*pi) q[14];\nu3(3.246554574340668*pi,-0.22344809066839155*pi,4.012244505595678*pi) q[15];\nu3(3.7046698235411557*pi,2.01941932877653*pi,1.325428149836207*pi) q[16];\nRxxyyzz(0.4739781470946607*pi,0.32206040851303996*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.37885056846452925*pi,0.1594695880107182*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4503907340497601*pi,0.2506889729669908*pi,3.9264975489097496*pi) q[4],q[2];\nRxxyyzz(0.25814577934188954*pi,0.11027110128329043*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.3114567629634001*pi,0.16999563970754217*pi,3.917520506489681*pi) q[5],q[11];\nRxxyyzz(0.46006407476140726*pi,0.20750858607026532*pi,0.10537996354853871*pi) q[7],q[13];\nRxxyyzz(0.39583409712447004*pi,0.285242130882612*pi,3.808799963839663*pi) q[8],q[15];\nRxxyyzz(0.4501836567559901*pi,0.321180365986897*pi,0.0450293974678537*pi) q[16],q[14];\nu3(3.5368265311191207*pi,2.2111077870086997*pi,1.842082074352974*pi) q[0];\nu3(3.3504726221354852*pi,0.1269719812437351*pi,1.5414175984186942*pi) q[1];\nu3(3.42456762843482*pi,2.7159787598536687*pi,0.78588884878633*pi) q[2];\nu3(3.4462801873381697*pi,2.8890162975508176*pi,2.060740546699971*pi) q[3];\nu3(3.178839470565332*pi,2.972807338632215*pi,1.0083529416534347*pi) q[4];\nu3(3.4841105545353472*pi,0.2316248080513671*pi,4.241841958152114*pi) q[5];\nu3(3.3998674889606297*pi,3.057310683739745*pi,2.172110134500807*pi) q[6];\nu3(3.725315436807149*pi,0.03605126758862154*pi,3.907474372584594*pi) q[7];\nu3(3.1267055193966535*pi,1.169885628685043*pi,0.8017271867182965*pi) q[8];\nu3(3.771607122478856*pi,-0.24012175577646633*pi,1.437332880679976*pi) q[10];\nu3(3.4768761998226365*pi,1.133855362426472*pi,1.1839730184547737*pi) q[11];\nu3(3.415540142833929*pi,-0.4174167529982498*pi,2.0174833797373197*pi) q[12];\nu3(3.20365899686176*pi,0.10098211785320044*pi,1.2041187782443152*pi) q[13];\nu3(3.845454550794758*pi,1.3809676958195247*pi,1.3366366828217742*pi) q[14];\nu3(3.4100856651578093*pi,3.0614380220981703*pi,1.573140486611611*pi) q[15];\nu3(3.760232969894206*pi,2.6519183039282677*pi,3.415188778615253*pi) q[16];\nRxxyyzz(0.45774138363793954*pi,0.09528962162574393*pi,0.05327716792354476*pi) q[0],q[12];\nRxxyyzz(0.42015535934468895*pi,0.3724832196665*pi,3.7953816143376002*pi) q[1],q[10];\nRxxyyzz(0.41433259961450025*pi,0.2805366772554842*pi,0.14775239579422725*pi) q[3],q[2];\nRxxyyzz(0.34379259387688954*pi,0.23010950678274877*pi,3.94704924608242*pi) q[4],q[14];\nRxxyyzz(0.3874210071374038*pi,0.14521679970610446*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.3513440781770996*pi,0.2694777136478579*pi,3.7949680898729294*pi) q[9],q[11];\nu3(3.6578456090885507*pi,2.8459017196108016*pi,4.431418441576424*pi) q[0];\nu3(3.377603653676448*pi,-0.43260165257810546*pi,1.3114459624933275*pi) q[1];\nu3(3.491015348930076*pi,3.046249043469396*pi,1.9081276611057278*pi) q[2];\nu3(3.5509493782539128*pi,-0.2844926914895631*pi,4.310938799126724*pi) q[3];\nu3(3.5627094040350613*pi,2.1496733522469693*pi,4.452968042406239*pi) q[4];\nu3(3.311083961881952*pi,-0.4282306639133294*pi,0.5709280154563965*pi) q[6];\nu3(3.399559435363388*pi,0.5400904875540897*pi,1.2067869682441148*pi) q[9];\nu3(3.2448574426312886*pi,2.0355470382152503*pi,1.6367063937327226*pi) q[10];\nu3(2.2070778405112015*pi,0.6094192636959661*pi,2.2508668818453232*pi) q[11];\nu3(3.3411741421827914*pi,3.2457182585104984*pi,4.138530127026847*pi) q[12];\nu3(3.2597094849399273*pi,2.996866721609686*pi,1.0719591302483913*pi) q[14];\nu3(3.541475914039278*pi,-0.1800462739729502*pi,0.5508117387516309*pi) q[16];\nmeasure q[6] -> c[6];\nmeasure q[11] -> c[13];\nmeasure q[16] -> c[16];\nRxxyyzz(0.4337143653237598*pi,0.15201878447393638*pi,3.912448753447631*pi) q[0],q[2];\nRxxyyzz(0.283613306301289*pi,0.15825344778919215*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3959127632890098*pi,0.3523798793856995*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4795191023986203*pi,0.24141935542716653*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.43978877951227013*pi,0.27901446286750264*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4201965415505896*pi,0.3004581288274509*pi,3.9243913878413395*pi) q[8],q[12];\nRxxyyzz(0.24493059438775977*pi,0.08833606055263421*pi,0.0*pi) q[13],q[14];\nu3(3.2950841562795006*pi,1.4763539088244475*pi,2.049954669511962*pi) q[0];\nu3(0.15140860599781358*pi,-0.3428596402653554*pi,0.9384630433763029*pi) q[1];\nu3(3.1466774777669593*pi,3.3202474241873148*pi,1.7984011458506917*pi) q[2];\nu3(3.0521272352054583*pi,2.7924433177154993*pi,0.8559911010546671*pi) q[3];\nu3(3.0974978893022285*pi,3.1887821313374087*pi,2.0943448036673087*pi) q[4];\nu3(3.6498619236311907*pi,0.5672211782742083*pi,4.2143957949205415*pi) q[5];\nu3(3.1874867841105203*pi,1.4558560080056955*pi,4.102110670706809*pi) q[7];\nu3(3.482221863016482*pi,2.552700939568452*pi,1.9937812199624845*pi) q[8];\nu3(3.2835143305518595*pi,1.1187720858207146*pi,1.3187260146399327*pi) q[9];\nu3(3.5880690385973337*pi,2.9102551371766543*pi,1.991543751790846*pi) q[10];\nu3(3.245314696807002*pi,0.2687861776974563*pi,2.2529845249598734*pi) q[12];\nu3(0.19589060130847433*pi,3.2914019781977837*pi,2.1238997630819574*pi) q[13];\nu3(1.6511437360429317*pi,-0.22985804786761*pi,0.7776497809524414*pi) q[14];\nu3(3.5049885239190575*pi,3.2335743255434046*pi,1.2838726586536358*pi) q[15];\nmeasure q[15] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[8] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[4] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[2] -> c[14];\nmeasure q[14] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.1808850019928685*pi,-0.08174187761660245*pi,3.9966884865251946*pi) q[0];\nu3(3.209123845156245*pi,3.2709582301841675*pi,3.9600854566553707*pi) q[1];\nu3(3.6327376859939005*pi,-0.17636833487703146*pi,0.6749546294957709*pi) q[2];\nu3(3.6559967383793732*pi,-0.2665729439361807*pi,1.5102887204537336*pi) q[3];\nu3(3.4721594810327066*pi,2.579362610470485*pi,0.984111631980185*pi) q[4];\nu3(3.4111187810210644*pi,0.03767704365010438*pi,2.615342025256128*pi) q[5];\nu3(3.653099030559463*pi,2.3259005559919075*pi,4.19701058777575*pi) q[6];\nu3(3.9013554442244627*pi,-0.39264628140003566*pi,3.389638632490698*pi) q[7];\nu3(3.5597683668492435*pi,2.9419118575326006*pi,4.207372120704668*pi) q[8];\nu3(3.2389307294765945*pi,0.23677215037378618*pi,3.372757424847792*pi) q[9];\nu3(3.2090761935391727*pi,0.2612705883257799*pi,4.093551319946236*pi) q[10];\nu3(3.7628482411903055*pi,3.123838548941678*pi,3.2355929526291187*pi) q[11];\nu3(3.6446470521047223*pi,-0.15949726674123382*pi,2.3056176844911156*pi) q[12];\nu3(3.795574358428479*pi,0.026355600974868998*pi,1.2874043836453*pi) q[13];\nu3(3.266107064466791*pi,2.1487107896244897*pi,0.8877088036177925*pi) q[14];\nu3(3.5670026633307814*pi,2.688322781144142*pi,3.879802638762771*pi) q[15];\nu3(3.6276474293148304*pi,2.9348369569814627*pi,2.792194913837937*pi) q[16];\nRxxyyzz(0.3707008248415295*pi,0.2783229503204706*pi,0.05012994131127787*pi) q[0],q[8];\nRxxyyzz(0.4266384582920999*pi,0.2768004029965238*pi,0.05992891378114664*pi) q[1],q[16];\nRxxyyzz(0.4587958938635502*pi,0.2193337098445531*pi,3.95077140360768*pi) q[3],q[5];\nRxxyyzz(0.4534350952338193*pi,0.40147927016600304*pi,3.9579638454852706*pi) q[4],q[9];\nRxxyyzz(0.4340602308697702*pi,0.27200298026371517*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3262252922771901*pi,0.25749174812746123*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4250529103492693*pi,0.04268499309046592*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.3829986803319897*pi,0.16093367232578623*pi,3.8771650632527503*pi) q[12],q[15];\nu3(3.677408140346267*pi,1.8754879516362495*pi,4.223841084615465*pi) q[0];\nu3(3.3354015707177607*pi,3.1961274750142734*pi,3.296576102739605*pi) q[1];\nu3(3.5434763994788003*pi,3.2109259880891523*pi,0.9572523068792811*pi) q[3];\nu3(3.294734076253944*pi,3.475997134889281*pi,1.1086910421453153*pi) q[4];\nu3(3.839879842368223*pi,1.3289500066128643*pi,0.562488530876113*pi) q[5];\nu3(3.2000282585281434*pi,2.118231137896698*pi,1.2793613893868359*pi) q[6];\nu3(3.304404202603765*pi,-0.26143319338090476*pi,1.2581018189992903*pi) q[7];\nu3(3.3855878934994004*pi,3.2562968698389643*pi,1.9657845386339612*pi) q[8];\nu3(3.2646942706118525*pi,-0.3152158582802469*pi,1.0591441583423595*pi) q[9];\nu3(3.4632477987444186*pi,-0.41667904952164764*pi,2.1048856447666386*pi) q[10];\nu3(3.6441891560223265*pi,1.1452094783679203*pi,2.262081010103423*pi) q[11];\nu3(3.2974402090198245*pi,0.8971356968830975*pi,0.9177020834284524*pi) q[12];\nu3(3.6933211163827346*pi,3.3251785538801126*pi,1.9830922066395271*pi) q[13];\nu3(3.276066977251798*pi,0.14150591628449338*pi,4.46878063339064*pi) q[14];\nu3(3.6070307593451325*pi,-0.48335883595497464*pi,1.9458449447934454*pi) q[15];\nu3(3.3449862630442544*pi,0.853081242427352*pi,3.994696562942732*pi) q[16];\nRxxyyzz(0.34370398958947923*pi,0.198207172018821*pi,0.05867190164173186*pi) q[0],q[11];\nRxxyyzz(0.45738790028626986*pi,0.2855117448438616*pi,0.10497595931728611*pi) q[1],q[2];\nRxxyyzz(0.19561579880117974*pi,0.14583556933866015*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4611134416387045*pi,0.17894129420523552*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.38233347554101943*pi,0.34372016608639555*pi,3.8245345316182995*pi) q[6],q[15];\nRxxyyzz(0.4511040675278002*pi,0.2593548907583414*pi,0.0546764753409261*pi) q[7],q[10];\nRxxyyzz(0.4648561947372498*pi,0.32778757429616523*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.38544360522648025*pi,0.07983866792037553*pi,0.0*pi) q[13],q[16];\nu3(3.78699132259049*pi,3.4869039197827085*pi,0.6257083699808189*pi) q[0];\nu3(3.445956960853756*pi,2.532231527271689*pi,0.7657670376916892*pi) q[1];\nu3(3.319280756217109*pi,0.022844975988273397*pi,4.274861929461347*pi) q[2];\nu3(3.585184154875142*pi,0.341216918368355*pi,1.6388729731107992*pi) q[3];\nu3(3.131976064776004*pi,3.044694535097821*pi,1.2231318355794008*pi) q[5];\nu3(3.371341003019759*pi,2.629067114691674*pi,1.4665697250078362*pi) q[6];\nu3(3.0979454160221342*pi,0.42307740491487944*pi,3.660697313945017*pi) q[7];\nu3(3.7412848778912773*pi,-0.34702100415221004*pi,3.7758294256331637*pi) q[8];\nu3(3.622624076811507*pi,-0.2726328495981477*pi,0.5507062888309551*pi) q[9];\nu3(3.764043464250106*pi,0.10695856512672397*pi,3.9294505159369617*pi) q[10];\nu3(3.2484574236817254*pi,2.9907744949511956*pi,3.201171662738038*pi) q[11];\nu3(3.152283996294214*pi,3.0468276578387568*pi,2.3985216949373136*pi) q[12];\nu3(3.534344848963127*pi,2.9142382797602133*pi,1.5661877699092486*pi) q[13];\nu3(3.1714548548897756*pi,-0.48525520591424237*pi,0.9472342317264348*pi) q[14];\nu3(3.8590391550470997*pi,0.2535363392822313*pi,1.6871858508531368*pi) q[15];\nu3(3.516745862047403*pi,-0.40382111986380176*pi,1.4643483508479662*pi) q[16];\nRxxyyzz(0.42386379067099966*pi,0.4086742253751816*pi,3.837492072467621*pi) q[0],q[16];\nRxxyyzz(0.47192620066384994*pi,0.34084955984452714*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4496935157256986*pi,0.2619042385434993*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4855508378366694*pi,0.1888575278683522*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4437691255375992*pi,0.3159249041459681*pi,3.9351607408628504*pi) q[4],q[5];\nRxxyyzz(0.4094049347208492*pi,0.2131985162435104*pi,3.95498015183556*pi) q[8],q[11];\nRxxyyzz(0.4354798270406296*pi,0.11127971892492511*pi,0.04141694435747547*pi) q[14],q[9];\nRxxyyzz(0.4045313765117502*pi,0.289841383856942*pi,0.0*pi) q[10],q[15];\nu3(3.3008294182751987*pi,-0.4512584531422081*pi,4.496197072434011*pi) q[0];\nu3(3.4573688660073536*pi,-0.27877703059300324*pi,2.3802420383503766*pi) q[1];\nu3(3.4243246397853846*pi,2.808383046379133*pi,1.5560993088854582*pi) q[2];\nu3(3.071270526981523*pi,1.1943865120096757*pi,1.7356526004093196*pi) q[3];\nu3(3.7569737245932266*pi,-0.39516557239256533*pi,1.0092172970621671*pi) q[4];\nu3(3.397165929399686*pi,2.559739186691294*pi,0.8323871669345531*pi) q[5];\nu3(3.141827564013251*pi,-0.4626010750140236*pi,3.5672187690656187*pi) q[6];\nu3(3.622981770757016*pi,-0.4511250043252857*pi,0.6659763547176532*pi) q[7];\nu3(3.8213195393905015*pi,0.5557432243888065*pi,1.2568952052468827*pi) q[8];\nu3(3.8424060814361187*pi,1.8828823565639916*pi,4.198539740369476*pi) q[9];\nu3(3.834406957134411*pi,2.2813312855326875*pi,0.8220828165371551*pi) q[10];\nu3(3.2051401741963597*pi,3.0075454493362996*pi,0.7194811913375543*pi) q[11];\nu3(3.776953137853326*pi,0.4235510039514463*pi,2.1650849575353046*pi) q[12];\nu3(3.780883358654251*pi,3.2575410833941523*pi,3.9752164087991826*pi) q[14];\nu3(3.5795885793187265*pi,-0.19046765913341157*pi,2.193371671208741*pi) q[15];\nu3(3.742438552473751*pi,2.987018798822449*pi,1.256556497742655*pi) q[16];\nRxxyyzz(0.3899362117814197*pi,0.1697651890719829*pi,3.8989865043358507*pi) q[0],q[5];\nRxxyyzz(0.45253575543745983*pi,0.29365971519904255*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4179105801305104*pi,0.33506663960266736*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.46078241092932015*pi,0.17039566711660045*pi,0.07975083362004488*pi) q[3],q[16];\nRxxyyzz(0.4215041411715781*pi,0.38566085390420834*pi,0.2361750277295337*pi) q[4],q[11];\nRxxyyzz(0.3957969978998302*pi,0.2938486186307257*pi,3.7327652502383604*pi) q[6],q[13];\nRxxyyzz(0.4445439553026097*pi,0.21308105302731006*pi,0.10876278074640827*pi) q[7],q[12];\nRxxyyzz(0.4545245734416697*pi,0.2809308770244372*pi,0.23621164528052482*pi) q[8],q[9];\nu3(3.791783519379289*pi,3.1871682527434118*pi,0.8917399388775173*pi) q[0];\nu3(3.917735568475572*pi,0.8710594689041677*pi,1.0773804332794445*pi) q[1];\nu3(3.6656508518032407*pi,3.439137616676926*pi,2.170838166363882*pi) q[2];\nu3(3.4284032079330107*pi,0.4663244027601805*pi,2.714388637739887*pi) q[3];\nu3(3.6205387481583564*pi,1.1687040343249468*pi,3.9844138077474875*pi) q[4];\nu3(3.0624579047723435*pi,1.9586848359350966*pi,0.7084510913330497*pi) q[5];\nu3(3.2631976066756296*pi,-0.4209794888131997*pi,0.634562724985011*pi) q[6];\nu3(3.334166311555572*pi,-0.28105497886041064*pi,0.9331700027188837*pi) q[7];\nu3(3.3204379759347162*pi,3.069853664292208*pi,1.8348792373875797*pi) q[8];\nu3(3.167236004640934*pi,3.0016349337294015*pi,4.233731648048915*pi) q[9];\nu3(3.6703813287591847*pi,2.7706264667219123*pi,4.256047040917251*pi) q[10];\nu3(3.5439672253199013*pi,3.3961482735907778*pi,3.127014540241751*pi) q[11];\nu3(3.607005932458917*pi,-0.2692567262178871*pi,4.313670373329839*pi) q[12];\nu3(3.6699357411155544*pi,-0.10404433303356819*pi,1.5566531742511511*pi) q[13];\nu3(3.5269832479623893*pi,2.81433756973115*pi,1.1106250008549878*pi) q[15];\nu3(3.4791390370169317*pi,-0.24528758353179725*pi,3.9382645143101636*pi) q[16];\nRxxyyzz(0.40913883697063*pi,0.3596827788208068*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.39177046043671027*pi,0.1599076869318664*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.36090005761199934*pi,0.23332256929156792*pi,0.09101186280943097*pi) q[9],q[2];\nRxxyyzz(0.24412524312020167*pi,0.13996785157416713*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.33924668754035026*pi,0.18091014185742704*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.2759452065563349*pi,0.209489483176021*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.3421011517509297*pi,0.26884601588219703*pi,0.0*pi) q[10],q[12];\nu3(3.7251479781940304*pi,-0.23679384472568166*pi,1.1440532620739723*pi) q[0];\nu3(3.477142982340549*pi,3.4440682973902397*pi,0.5340088296349224*pi) q[1];\nu3(3.5235662960155025*pi,0.19496520938116801*pi,4.180835213517385*pi) q[2];\nu3(3.1323920304736266*pi,0.176693721250329*pi,0.6216680422200895*pi) q[3];\nu3(3.626330092768883*pi,0.14780270665868322*pi,3.9837963144117965*pi) q[5];\nu3(3.5456219639712647*pi,-0.34570110256338205*pi,1.9333379639787087*pi) q[6];\nu3(3.9267999008935166*pi,-0.04815016996104282*pi,1.2612384169998347*pi) q[7];\nu3(3.3438294481805735*pi,0.2826131880252398*pi,1.9723610379462277*pi) q[8];\nu3(3.6671857984600797*pi,1.1306789390352838*pi,1.279197856555269*pi) q[9];\nu3(3.325861243902264*pi,2.6311077280094897*pi,1.842401459392606*pi) q[10];\nu3(3.7798890618492624*pi,-0.10939973380689844*pi,0.7083490909263137*pi) q[12];\nu3(3.5653614548030417*pi,0.8473048667827063*pi,1.938008428091723*pi) q[13];\nu3(3.322374088655713*pi,3.4586945417092485*pi,1.5658119225888523*pi) q[14];\nu3(3.607411502441621*pi,2.7453274243501724*pi,1.220074371334614*pi) q[15];\nRxxyyzz(0.4192590017337795*pi,0.03918915099747022*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.45809922385962004*pi,0.3456307303569397*pi,3.92569839160121*pi) q[1],q[9];\nRxxyyzz(0.44914598180244003*pi,0.220904141206979*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.48173572208419213*pi,0.1560412907805664*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4825201946370702*pi,0.33077111171202156*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.33277264805648926*pi,0.21063706723614706*pi,3.9340819970416696*pi) q[7],q[6];\nRxxyyzz(0.4578903159473595*pi,0.10568477151450417*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.43327215953014975*pi,0.1935925790240133*pi,3.894346115873999*pi) q[12],q[11];\nu3(3.3491263244801557*pi,0.37535009369118155*pi,1.4629252430583184*pi) q[0];\nu3(3.669745022939232*pi,0.3164701982323126*pi,2.4882508291630447*pi) q[1];\nu3(3.8043786283367753*pi,2.998286136193715*pi,2.0534962733098707*pi) q[2];\nu3(3.1024011413849752*pi,1.1406627550774822*pi,1.643259363280193*pi) q[3];\nu3(3.17274218647364*pi,-0.11972008819319951*pi,0.9910002183314804*pi) q[4];\nu3(3.890878179273071*pi,-0.37152207664712567*pi,1.3539027701356139*pi) q[5];\nu3(3.8662330018025948*pi,2.8115857951894085*pi,2.0841899453526325*pi) q[6];\nu3(3.1930265795972543*pi,1.9302856094281653*pi,1.8753423398831126*pi) q[7];\nu3(3.453241080478452*pi,2.2974416622226057*pi,4.364454318988565*pi) q[8];\nu3(3.8809925692371414*pi,2.8736789994204637*pi,2.451040076741604*pi) q[9];\nu3(3.4448448603701407*pi,3.232344480198344*pi,0.5589747237220049*pi) q[10];\nu3(3.6073040412272985*pi,2.2755176268727197*pi,1.9484682091569143*pi) q[11];\nu3(3.8669524964863213*pi,0.608204596583203*pi,2.4269422266382104*pi) q[12];\nu3(3.908986428919742*pi,0.7941715817580128*pi,1.0262292567599358*pi) q[13];\nu3(3.7111006651755174*pi,-0.3651106715252914*pi,3.8553495096647925*pi) q[15];\nu3(3.6174732069478717*pi,-0.19993759817126622*pi,2.186475709251889*pi) q[16];\nRxxyyzz(0.380699153157087*pi,0.25702005782279436*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.2725318202636604*pi,0.19768820963731804*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3857622792022086*pi,0.2640209385834399*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.3828565434106297*pi,0.23408882719684063*pi,0.1436480431792283*pi) q[5],q[4];\nRxxyyzz(0.31644819679880987*pi,0.14084905409662696*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.38594631761287956*pi,0.22360961825184322*pi,3.90448853755775*pi) q[9],q[11];\nRxxyyzz(0.3981838700195292*pi,0.15851557093055219*pi,3.8466835315984405*pi) q[13],q[16];\nRxxyyzz(0.4480866810442603*pi,0.08574553728409384*pi,0.0*pi) q[14],q[15];\nu3(3.0860524303159145*pi,0.5528173739212114*pi,0.8791435476783399*pi) q[0];\nu3(3.595945678782046*pi,0.30122274599827614*pi,1.3084463323105253*pi) q[1];\nu3(3.4854041176269206*pi,2.814134836275062*pi,1.46651211852165*pi) q[2];\nu3(3.1913653780559983*pi,-0.2294257291653441*pi,1.2247054720245862*pi) q[3];\nu3(3.4843914352697807*pi,-0.08427677416861801*pi,1.6023260154119772*pi) q[4];\nu3(3.2662043081366217*pi,3.3863641194583596*pi,1.1142923319396325*pi) q[5];\nu3(3.723263094516108*pi,0.20955350861047572*pi,4.302868908647986*pi) q[6];\nu3(3.3872038746984607*pi,0.27470211426194413*pi,1.567040285894231*pi) q[8];\nu3(3.688587692618895*pi,3.3389982886905356*pi,2.221701256265333*pi) q[9];\nu3(3.2287066372596542*pi,-0.49042542767112296*pi,1.0394569172136032*pi) q[10];\nu3(3.5341530182784546*pi,0.9409035157447341*pi,2.489334164780007*pi) q[11];\nu3(3.9374917873028457*pi,3.392549644807606*pi,0.6536859035410569*pi) q[12];\nu3(3.3245537921975545*pi,0.5918645975031362*pi,0.5859764922706532*pi) q[13];\nu3(3.375562508482932*pi,3.0844283766252287*pi,0.5951809382383868*pi) q[14];\nu3(3.322369268129406*pi,-0.3353734385305006*pi,1.7315535012471237*pi) q[15];\nu3(3.642380338166838*pi,-0.19900201125078426*pi,1.6984341613571547*pi) q[16];\nRxxyyzz(0.38295736061700925*pi,0.19076384651318123*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.40735933628700904*pi,0.2500113983091432*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4106519794361503*pi,0.2945323887238104*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.39244207420909966*pi,0.3214314651356931*pi,3.88544339273448*pi) q[9],q[5];\nRxxyyzz(0.39792178400151984*pi,0.2988467616413854*pi,3.8978370798209596*pi) q[12],q[6];\nRxxyyzz(0.2947292366468997*pi,0.22255733531559052*pi,0.07052171502958782*pi) q[14],q[7];\nRxxyyzz(0.3584016667219401*pi,0.24640679585721337*pi,0.12174035543285777*pi) q[16],q[11];\nu3(3.4846205712156384*pi,-0.10169706916338128*pi,0.8405714610238904*pi) q[0];\nu3(3.210202600450141*pi,0.012650192902041058*pi,4.338523369248746*pi) q[1];\nu3(3.2782353520296494*pi,-0.44808418888316337*pi,3.9366447192407827*pi) q[2];\nu3(3.7367712552455483*pi,3.48154936702508*pi,0.5131759685285235*pi) q[4];\nu3(3.4236452120636196*pi,3.3167778188009316*pi,1.2399720058296655*pi) q[5];\nu3(3.7051830099716443*pi,0.6276508132082548*pi,0.8192646549275375*pi) q[6];\nu3(3.5834706746332436*pi,2.50277477863627*pi,3.5494994411399596*pi) q[7];\nu3(3.794305921507924*pi,-0.3375842217910954*pi,1.0861182248927996*pi) q[9];\nu3(3.670770141439762*pi,3.394788685725108*pi,0.910485287257247*pi) q[11];\nu3(3.6482951609787957*pi,0.11684413543551331*pi,2.037514217835845*pi) q[12];\nu3(3.234784940497682*pi,1.7161018845118603*pi,1.5389236409566587*pi) q[13];\nu3(3.329744080911754*pi,-0.30597898497291465*pi,3.3093953300430954*pi) q[14];\nu3(3.505951465710104*pi,3.222957635816355*pi,4.283715064742103*pi) q[15];\nu3(3.44309128539377*pi,-0.44371804481009225*pi,1.5436088275918167*pi) q[16];\nRxxyyzz(0.44289537553397007*pi,0.16579411320932194*pi,3.8634148784604196*pi) q[0],q[9];\nRxxyyzz(0.3757411787376399*pi,0.16283925869007032*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.33588972225998964*pi,0.25105927159681185*pi,3.9001345945598302*pi) q[16],q[3];\nRxxyyzz(0.4391557362150294*pi,0.1995874752346417*pi,0.047052271082185876*pi) q[14],q[4];\nRxxyyzz(0.4378311300802499*pi,0.2877371468343686*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.29113043464981925*pi,0.1648703349110009*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.46982757024825006*pi,0.0*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4538241109779202*pi,0.28493356085796434*pi,3.83523052095281*pi) q[13],q[10];\nu3(3.662784023241739*pi,0.1325188603892602*pi,2.4266919660684447*pi) q[0];\nu3(3.433946862417078*pi,0.13668381683367303*pi,4.140351720604689*pi) q[1];\nu3(3.579453407092542*pi,-0.24824713538951293*pi,4.056419309989637*pi) q[2];\nu3(3.505488533442676*pi,0.22938115141889626*pi,0.6949260154055228*pi) q[3];\nu3(3.349086249788281*pi,0.08674314362299229*pi,0.5000231144527362*pi) q[4];\nu3(3.3235506607404726*pi,0.8043471668942721*pi,1.073085860508053*pi) q[5];\nu3(3.3761660146133936*pi,0.9929825350787127*pi,4.432065931560008*pi) q[6];\nu3(3.0637045079711465*pi,2.5948042783851055*pi,4.404090709954329*pi) q[7];\nu3(3.6146813047734447*pi,2.3370582866869745*pi,1.2486709523025024*pi) q[8];\nu3(3.678919479292333*pi,3.294917101491931*pi,1.3001138550267*pi) q[9];\nu3(3.4103756488919346*pi,1.116961380252865*pi,0.5589064524504277*pi) q[10];\nu3(3.457566210145218*pi,2.645716126306864*pi,0.6357429617269448*pi) q[11];\nu3(3.1058395825393776*pi,0.16647790646144367*pi,1.91440006604059*pi) q[13];\nu3(3.268030678894635*pi,3.3464303021666595*pi,1.0702334518053465*pi) q[14];\nu3(3.232093722450811*pi,2.4319155090745577*pi,2.388103394976534*pi) q[15];\nu3(3.38044063964359*pi,2.0003250555098413*pi,0.8052821021597487*pi) q[16];\nRxxyyzz(0.46226790766661097*pi,0.39552593730851493*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4157228469977294*pi,0.2899415387662586*pi,3.8888873736872096*pi) q[14],q[1];\nRxxyyzz(0.43383942403504955*pi,0.23193335813402385*pi,3.9002804771308703*pi) q[2],q[12];\nRxxyyzz(0.4071866492129099*pi,0.30239731463395025*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.23148691329607948*pi,0.15459527408900975*pi,3.9361638868412503*pi) q[16],q[4];\nRxxyyzz(0.3381526869498003*pi,0.17592047262030164*pi,0.10086966870874825*pi) q[5],q[8];\nRxxyyzz(0.39672313115773994*pi,0.11817889022700179*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.40019044122759995*pi,0.18980416381113313*pi,0.1506552301714414*pi) q[11],q[9];\nu3(3.899072856356058*pi,1.0981769244816844*pi,4.35973050126975*pi) q[0];\nu3(3.7685878215619675*pi,2.936748822743249*pi,1.09901899104744*pi) q[1];\nu3(3.3774113491160334*pi,-0.14493325905174592*pi,1.0640183001084749*pi) q[2];\nu3(3.718079028208254*pi,0.4094058044417451*pi,1.952191029180574*pi) q[3];\nu3(3.943722791453446*pi,2.9208853397509356*pi,0.930006639627846*pi) q[4];\nu3(3.493482214349855*pi,2.6795400829251657*pi,1.8511762113291659*pi) q[5];\nu3(3.263048720821139*pi,3.1618218913667797*pi,4.231701924473021*pi) q[6];\nu3(3.5475023290501*pi,0.5516548735366871*pi,2.2335120526193624*pi) q[7];\nu3(3.6375189542632778*pi,0.037036122663668625*pi,0.6491745093400307*pi) q[8];\nu3(3.134111421670539*pi,-0.2819679327607847*pi,1.6189644482173677*pi) q[9];\nu3(3.415290404779394*pi,-0.25769215495609166*pi,3.189398449943271*pi) q[10];\nu3(3.223835171571443*pi,0.49898580981552465*pi,0.5234419447982241*pi) q[11];\nu3(3.862184466932526*pi,0.6082805903517916*pi,0.7586048597659221*pi) q[12];\nu3(3.7537484575246456*pi,0.9163478858861067*pi,1.7965433358898117*pi) q[13];\nu3(3.2147383168316503*pi,3.3384393237241805*pi,1.7705311056911155*pi) q[14];\nu3(3.2237674273213424*pi,0.9137777796113333*pi,1.4398731541913292*pi) q[16];\nRxxyyzz(0.44388023392069*pi,0.32545728137715807*pi,0.0462357854200532*pi) q[0],q[3];\nRxxyyzz(0.3288351277543615*pi,0.31695711893801093*pi,0.06145930411078737*pi) q[1],q[13];\nRxxyyzz(0.41093021433229027*pi,0.3370647623801828*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.44637328700213974*pi,0.2674788014464087*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.41880776792558005*pi,0.1500411501320864*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.39462698939292007*pi,0.13718907254143908*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.3930754545377916*pi,0.2286688807924281*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.4684779840963268*pi,0.21682080940673654*pi,0.0*pi) q[14],q[9];\nu3(3.471365631025606*pi,0.7951471611092371*pi,4.406028774342209*pi) q[0];\nu3(3.584421266557168*pi,-0.3952770971819114*pi,0.6771060733937264*pi) q[1];\nu3(3.6423625228321077*pi,-0.2233698617255105*pi,0.6718503823343294*pi) q[2];\nu3(3.6201913385765967*pi,3.07008110543333*pi,1.7180762983477642*pi) q[3];\nu3(3.632789431552465*pi,0.16177407445968828*pi,2.269423399294542*pi) q[4];\nu3(3.5586279340747113*pi,3.0998664280466377*pi,0.646492796409698*pi) q[5];\nu3(3.5313702393187874*pi,0.12917703783784484*pi,1.3728263154435012*pi) q[6];\nu3(3.185666226590069*pi,-0.03662245955184923*pi,1.1160553549094758*pi) q[7];\nu3(3.6052911729125463*pi,3.467067533240194*pi,1.858212138473931*pi) q[8];\nu3(3.6095237722570577*pi,2.8098664153323387*pi,4.327356253852587*pi) q[9];\nu3(3.2419889550786873*pi,2.471943244588622*pi,1.398628349465257*pi) q[10];\nu3(3.2353413168915894*pi,-0.3343343030875998*pi,4.219587831026563*pi) q[11];\nu3(3.409727581448005*pi,2.852121611356101*pi,1.3860925421112524*pi) q[12];\nu3(3.9242765158243076*pi,-0.4144998909067591*pi,3.415205909520268*pi) q[13];\nu3(3.466248924254314*pi,2.491475860363697*pi,1.8624719356775843*pi) q[14];\nu3(3.7071241039474554*pi,-0.33034579797223707*pi,4.045017838994127*pi) q[16];\nRxxyyzz(0.4513803995181892*pi,0.19637253671870217*pi,3.943707319929169*pi) q[7],q[0];\nRxxyyzz(0.33958173062512*pi,0.29032664149139986*pi,0.049759284021581696*pi) q[2],q[4];\nRxxyyzz(0.41249703741618976*pi,0.2527139787595516*pi,0.19635826756783165*pi) q[11],q[3];\nRxxyyzz(0.35600124672065014*pi,0.1704601712810936*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4606488280242296*pi,0.40429669429802795*pi,0.11819930421449598*pi) q[6],q[12];\nRxxyyzz(0.4581113454365998*pi,0.17153455330941192*pi,3.8882765935880297*pi) q[9],q[15];\nRxxyyzz(0.40552043266381155*pi,0.27081153550222226*pi,0.0*pi) q[10],q[16];\nu3(3.3796177952112423*pi,2.753621564181283*pi,0.9693785209846455*pi) q[0];\nu3(3.7924252630913515*pi,0.2908872190386017*pi,1.449840261235174*pi) q[2];\nu3(3.7417955883403735*pi,2.8075831197415106*pi,3.6565924986106233*pi) q[3];\nu3(3.3196983577874803*pi,3.0964026391881156*pi,4.012108536400396*pi) q[4];\nu3(3.582191847385708*pi,0.08232068934163161*pi,1.3515479493231641*pi) q[5];\nu3(3.2363937486839838*pi,3.4909880231805*pi,1.2972714724052254*pi) q[6];\nu3(3.3852505267278836*pi,0.9615944948764561*pi,0.5040524380621942*pi) q[7];\nu3(3.561530610795449*pi,2.729530447369985*pi,2.4172766852314065*pi) q[9];\nu3(3.435550294349911*pi,2.8113152702926083*pi,2.4871590259039547*pi) q[10];\nu3(3.208753180164815*pi,1.9039746433475022*pi,4.114818049436723*pi) q[11];\nu3(3.5114666129125838*pi,1.863576353470389*pi,0.8048899668855972*pi) q[12];\nu3(3.7078538347662815*pi,2.9135101376979673*pi,4.314941616551918*pi) q[14];\nu3(3.594015051690575*pi,2.123911201070232*pi,2.2705874948532117*pi) q[15];\nu3(3.5626085387162445*pi,0.0024204351846062178*pi,1.8639576696836828*pi) q[16];\nRxxyyzz(0.46092828253234996*pi,0.39905626741374856*pi,3.8433870351668293*pi) q[16],q[0];\nRxxyyzz(0.4097982298574996*pi,0.2706631505334272*pi,0.17724635013777562*pi) q[12],q[1];\nRxxyyzz(0.3101618270806501*pi,0.26867904647902385*pi,3.8656961816118596*pi) q[2],q[8];\nRxxyyzz(0.39597402468630993*pi,0.29848218512910607*pi,0.039415157010711535*pi) q[3],q[4];\nRxxyyzz(0.4617415557451299*pi,0.18225242456443635*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.45700453901326055*pi,0.20345912544796185*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4579206318599701*pi,0.3452166388846921*pi,3.9060425252006805*pi) q[9],q[10];\nRxxyyzz(0.4527402044342801*pi,0.4348069038695659*pi,0.12314820815575056*pi) q[11],q[14];\nu3(3.1377680144809457*pi,-0.053784711784285344*pi,0.6421476061422307*pi) q[0];\nu3(3.404197901274979*pi,-0.18400814884132688*pi,4.0951156521828445*pi) q[1];\nu3(3.1630708760138804*pi,1.131948161554447*pi,1.12438831807517*pi) q[2];\nu3(3.660842589415005*pi,-0.2364853144275348*pi,3.2539930162571467*pi) q[3];\nu3(3.4267510474923766*pi,0.17667992627766682*pi,3.625586158831206*pi) q[4];\nu3(3.3729936896219237*pi,0.2607030967375128*pi,1.5171748743899467*pi) q[5];\nu3(3.6444890259363225*pi,0.6926495627031706*pi,1.0789877356286466*pi) q[6];\nu3(3.329811304501468*pi,3.4907319620693915*pi,0.8266618107400512*pi) q[7];\nu3(3.6857382311504225*pi,0.5387842306163406*pi,1.840752031332861*pi) q[8];\nu3(3.195163508758256*pi,0.7524042058955818*pi,0.9718349871226364*pi) q[9];\nu3(3.2570185959547646*pi,-0.2436223222330215*pi,2.160767343537529*pi) q[10];\nu3(3.466990481025674*pi,3.010293808100278*pi,0.7963094856307876*pi) q[11];\nu3(3.5601144709711052*pi,-0.1367022070962669*pi,1.5496983377402649*pi) q[12];\nu3(3.7367504728189425*pi,3.3145360629648*pi,0.7040100015184452*pi) q[14];\nu3(3.6219004425674437*pi,2.892839343633599*pi,1.5839753791062259*pi) q[15];\nu3(3.8680653987256477*pi,0.05264988325824527*pi,1.108417896594188*pi) q[16];\nRxxyyzz(0.37231230672388993*pi,0.24266243183125824*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.2887380259787795*pi,0.23686241841821776*pi,3.9087409722375295*pi) q[2],q[14];\nRxxyyzz(0.42930248348999*pi,0.2716950712783664*pi,0.09831768867152825*pi) q[7],q[3];\nRxxyyzz(0.40178045004498486*pi,0.24707723019269268*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.3833619244689902*pi,0.17818662672187816*pi,0.10296853533984654*pi) q[9],q[6];\nRxxyyzz(0.36286609082451937*pi,0.1993572173215581*pi,0.08101227571796193*pi) q[8],q[13];\nRxxyyzz(0.3631837158286902*pi,0.32216162106739293*pi,3.951289528916821*pi) q[12],q[10];\nRxxyyzz(0.31967259936034764*pi,0.17323514003515816*pi,3.9427879809492588*pi) q[11],q[15];\nu3(3.6370492863312007*pi,-0.113503797710365*pi,1.0122739478586307*pi) q[1];\nu3(3.4424839474465867*pi,1.6411211406834174*pi,1.0440463344765294*pi) q[2];\nu3(3.428039179156333*pi,0.8889661497764663*pi,4.452116372635828*pi) q[3];\nu3(3.7073545022728345*pi,2.6200498774992287*pi,1.2960715852993592*pi) q[4];\nu3(3.071549064030135*pi,2.3815714066530385*pi,2.136329288931461*pi) q[5];\nu3(3.2062521855938453*pi,3.3293660580793376*pi,3.3708015634400192*pi) q[6];\nu3(3.5197106116091743*pi,0.06999250900440457*pi,1.0754324802108233*pi) q[7];\nu3(3.3470778036699946*pi,3.0717880767800674*pi,0.7662386051680887*pi) q[8];\nu3(3.6232802391558523*pi,-0.007223421058475177*pi,1.3751747546665427*pi) q[9];\nu3(3.60823968290349*pi,0.7073107278253985*pi,1.4479208490963607*pi) q[10];\nu3(3.92796020802828*pi,2.3070855704694955*pi,1.1810231269776892*pi) q[11];\nu3(3.475241035317631*pi,1.85499055742231*pi,2.4332940414875086*pi) q[12];\nu3(3.463880331082985*pi,2.64098483395607*pi,2.8890207849304677*pi) q[13];\nu3(3.686086112307124*pi,3.150653119068644*pi,0.7699859495941102*pi) q[14];\nu3(3.378721159861625*pi,3.099700096408825*pi,1.0594606521567305*pi) q[15];\nu3(3.31032415095477*pi,-0.4859997009032527*pi,1.8019819186288986*pi) q[16];\nRxxyyzz(0.3391630694716801*pi,0.17141775055977027*pi,3.91625266958472*pi) q[0],q[10];\nRxxyyzz(0.27770652640001947*pi,0.19329068784202486*pi,0.039311039955511884*pi) q[1],q[13];\nRxxyyzz(0.44796209322770647*pi,0.23683879701111107*pi,0.08144792140988247*pi) q[2],q[5];\nRxxyyzz(0.45544756592020996*pi,0.2829675600139592*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.43955724763715986*pi,0.18633470723510265*pi,0.08418933755439685*pi) q[6],q[12];\nRxxyyzz(0.36489135620004964*pi,0.09689573508140736*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.4515923634492295*pi,0.3746240995825243*pi,3.8067903125733995*pi) q[8],q[14];\nu3(3.6793072424355335*pi,-0.4056001939783863*pi,0.5329036870745081*pi) q[0];\nu3(3.584552650066877*pi,-0.08523836142346619*pi,0.5124322598912876*pi) q[1];\nu3(3.3089101031130745*pi,3.1397478029183343*pi,1.7682543372834894*pi) q[2];\nu3(3.43099048905722*pi,2.1644816310265678*pi,2.0443436411253724*pi) q[4];\nu3(3.301687619938143*pi,3.2065923037966386*pi,3.328904702358851*pi) q[5];\nu3(3.0811444028313044*pi,-0.034009739486841606*pi,3.68431023189424*pi) q[6];\nu3(3.4888369648444906*pi,3.391348889902007*pi,1.344438841492178*pi) q[7];\nu3(3.879017004056613*pi,3.2071235322274783*pi,1.8232095196186333*pi) q[8];\nu3(3.7939672812729124*pi,-0.20125749949838678*pi,0.8298266698872672*pi) q[9];\nu3(3.3328723019357227*pi,3.2322639688507966*pi,0.9751991938647411*pi) q[10];\nu3(3.455275204636145*pi,2.863486487793376*pi,0.6514202321885777*pi) q[12];\nu3(3.407427049329098*pi,3.2774835908898563*pi,1.1347490048649362*pi) q[13];\nu3(3.422302177905408*pi,2.096401696835154*pi,0.6427187047547476*pi) q[14];\nu3(3.622796422615276*pi,0.7150220645944325*pi,0.8865834615850041*pi) q[16];\nRxxyyzz(0.48109469921697556*pi,0.2778779941537224*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.4518617351029004*pi,0.36509930486724607*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.33034330124340006*pi,0.2728241771596349*pi,0.1320001796401975*pi) q[10],q[3];\nRxxyyzz(0.41650577248907006*pi,0.32324773301553955*pi,0.04702226713422943*pi) q[4],q[11];\nRxxyyzz(0.3952143157355207*pi,0.2499846300602302*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.34166885731429986*pi,0.2647926471878339*pi,0.059438031736609*pi) q[12],q[14];\nRxxyyzz(0.29949630781618974*pi,0.2716818104447576*pi,0.04844766156735503*pi) q[15],q[13];\nu3(3.3779410946422055*pi,2.42000880879293*pi,1.023219240648678*pi) q[0];\nu3(3.544602842490031*pi,3.196405351563839*pi,2.8536546657374773*pi) q[1];\nu3(3.3840331864646602*pi,2.559120522135886*pi,4.332041763457397*pi) q[3];\nu3(3.358797607414933*pi,0.5557622914718119*pi,3.6369350532710896*pi) q[4];\nu3(3.275745630922445*pi,0.7558853348992383*pi,3.8612006526454348*pi) q[6];\nu3(3.296881558924485*pi,-0.21390894599567145*pi,1.5230300216370571*pi) q[7];\nu3(3.3029232957660586*pi,3.0721287844669924*pi,3.564852582891844*pi) q[9];\nu3(3.4276255804762332*pi,0.20362341164988706*pi,3.5784100116471844*pi) q[10];\nu3(3.2750197125994873*pi,0.6512440650274556*pi,4.138188408382637*pi) q[11];\nu3(3.231153086426332*pi,3.318517254497844*pi,1.1187529054569314*pi) q[12];\nu3(3.2447251327382842*pi,0.22208924912657024*pi,1.3273253978291235*pi) q[13];\nu3(3.4070285897223127*pi,-0.28380472039652954*pi,1.3696995536159506*pi) q[14];\nu3(3.7604304840874243*pi,3.4112334130871274*pi,1.498437988615453*pi) q[15];\nu3(3.299144276496393*pi,2.3817518652337446*pi,2.3723617757601736*pi) q[16];\nmeasure q[11] -> c[8];\nRxxyyzz(0.3918984919383002*pi,0.193463540030136*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.3148489765342899*pi,0.13218887573138993*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.36566721233498006*pi,0.24885712891890321*pi,3.8957143721609793*pi) q[9],q[3];\nRxxyyzz(0.43141054038512994*pi,0.3158617469091505*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3533322971126296*pi,0.2679811059228161*pi,0.10921891905634906*pi) q[5],q[10];\nRxxyyzz(0.45463306079492993*pi,0.18856185256634017*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.40880727061747*pi,0.21337818619215299*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.40666829707019103*pi,0.2520500449978278*pi,0.0*pi) q[12],q[16];\nu3(3.765880536682526*pi,-0.06943887421833927*pi,2.006187183517922*pi) q[0];\nu3(3.6552160901237913*pi,0.12086733309782449*pi,2.293171804639128*pi) q[1];\nu3(0.5652515597731619*pi,0.4482656701698605*pi,2.0849353741651013*pi) q[2];\nu3(3.633046522611928*pi,1.393853556434773*pi,0.6438308041061065*pi) q[3];\nu3(3.3157597273492145*pi,0.4844580199155528*pi,1.057178825496576*pi) q[4];\nu3(1.2278498429056348*pi,0.3044993940939126*pi,4.338092107129435*pi) q[5];\nu3(3.6410941313701612*pi,0.7977924947189454*pi,1.8021540346703075*pi) q[6];\nu3(3.6340480297665954*pi,2.637902659407901*pi,1.8512566809578395*pi) q[7];\nu3(3.294697145919117*pi,3.3090592782181663*pi,0.5866792542935721*pi) q[8];\nu3(3.652936717257889*pi,-0.4916444549021678*pi,1.687615792969582*pi) q[9];\nu3(2.3145083962928084*pi,1.0006566150843805*pi,4.065294717652369*pi) q[10];\nu3(3.362579796215309*pi,0.8499788174086249*pi,4.103041506686113*pi) q[12];\nu3(3.4235051338783675*pi,0.8884046870145534*pi,1.1928901671942904*pi) q[13];\nu3(3.3826810065635557*pi,0.23907636801745025*pi,1.724143825847009*pi) q[14];\nu3(3.130892361170434*pi,0.4475131825372014*pi,2.1299448655874107*pi) q[15];\nu3(3.5087347652568837*pi,0.18889375810550535*pi,0.9704650935950059*pi) q[16];\nmeasure q[2] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[15] -> c[4];\nmeasure q[16] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[14] -> c[9];\nmeasure q[9] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[10] -> c[13];\nmeasure q[13] -> c[14];\nmeasure q[3] -> c[15];\nmeasure q[1] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.65504494458647*pi,2.8204197597272356*pi,4.143632824192226*pi) q[0];\nu3(3.960536349832093*pi,2.5815807608799006*pi,0.9666620499319181*pi) q[1];\nu3(3.239561850853982*pi,-0.024741692662665127*pi,3.5778765165943955*pi) q[2];\nu3(3.3768889055730478*pi,3.0185725471076754*pi,3.788864251585883*pi) q[3];\nu3(3.4191290975496544*pi,0.03613087942274007*pi,4.2366953767285995*pi) q[4];\nu3(3.2157635025933655*pi,0.491607180069804*pi,1.4660394280206632*pi) q[5];\nu3(3.6862792728253315*pi,3.076710587375781*pi,0.7292613260194023*pi) q[6];\nu3(3.532149750064231*pi,2.7245885851361056*pi,4.192987920118455*pi) q[7];\nu3(3.368284850216484*pi,-0.22636738393293987*pi,3.1615128922733167*pi) q[8];\nu3(3.718699184944047*pi,3.054918202404906*pi,0.5968532629442631*pi) q[9];\nu3(3.2616937960750145*pi,-0.21656062930305775*pi,1.6405900098184507*pi) q[10];\nu3(3.26059527673002*pi,0.5838417961846503*pi,0.5942827614609092*pi) q[11];\nu3(3.3470379158381447*pi,-0.33036227167161825*pi,2.097195530496688*pi) q[12];\nu3(3.280193744503075*pi,3.059838449334676*pi,0.8543358167028385*pi) q[13];\nu3(3.4337209714237535*pi,3.430472117259648*pi,0.5512152330580322*pi) q[14];\nu3(3.7686971383188963*pi,0.53601849124564*pi,2.2524717798135114*pi) q[15];\nu3(3.617462664382444*pi,-0.18673841754306703*pi,3.579991976588068*pi) q[16];\nRxxyyzz(0.4345750922406698*pi,0.15306292463199533*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4713398734948011*pi,0.059379910532148306*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.36185144399887015*pi,0.2027255519259975*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4349414347960199*pi,0.249530556194602*pi,3.9329728274550906*pi) q[3],q[15];\nRxxyyzz(0.4005384338542294*pi,0.2089905089437708*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.45791346233566*pi,0.12140475353699776*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4177576698442208*pi,0.2543749983707384*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.44040685806585955*pi,0.36179995809414933*pi,0.08819907943611582*pi) q[10],q[13];\nu3(3.890829794649388*pi,2.2644525502433517*pi,1.663071705032017*pi) q[0];\nu3(3.865141192222031*pi,0.4546066291665307*pi,1.2094693743335292*pi) q[1];\nu3(3.4014548859448848*pi,0.25547945756303336*pi,0.6620545827384156*pi) q[2];\nu3(3.301498433625011*pi,0.555864312273568*pi,1.3920621153433745*pi) q[3];\nu3(3.1203569755015117*pi,3.4745568277752916*pi,1.51860347719658*pi) q[4];\nu3(3.352849804362819*pi,2.2555912156104347*pi,1.456935039299867*pi) q[6];\nu3(3.0534660222590677*pi,2.993244794307449*pi,0.9671231913022549*pi) q[7];\nu3(3.4524993196664973*pi,-0.43072355221712644*pi,1.0253014394347542*pi) q[8];\nu3(3.415000425749696*pi,2.671081037142861*pi,1.4040940644392834*pi) q[9];\nu3(3.8226128858896895*pi,2.2610456280316193*pi,2.043928870161791*pi) q[10];\nu3(3.7248847627456394*pi,-0.39312270769966373*pi,1.0441503624053816*pi) q[11];\nu3(3.5891309049279667*pi,1.6698885659426574*pi,1.917163108584906*pi) q[12];\nu3(3.7920875336822926*pi,0.5388359887933454*pi,4.27819835727845*pi) q[13];\nu3(3.6689458985438432*pi,-0.29278776726936484*pi,1.0382744720473762*pi) q[14];\nu3(3.6649859871242287*pi,3.2164865065254427*pi,0.8436128210814346*pi) q[15];\nu3(3.7276202402268503*pi,2.0174982890867437*pi,1.4680676860092765*pi) q[16];\nRxxyyzz(0.44893884167797216*pi,0.17279275398113295*pi,0.11430785810938197*pi) q[0],q[5];\nRxxyyzz(0.45722559340946967*pi,0.06909449789957745*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.3177632526468299*pi,0.24708945158322893*pi,3.8473421136269104*pi) q[3],q[12];\nRxxyyzz(0.44197448622939867*pi,0.22807249560235549*pi,0.11481700603627623*pi) q[4],q[8];\nRxxyyzz(0.3429303117439503*pi,0.2574273100937843*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4585005668877402*pi,0.2720950752266964*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.39286273610967964*pi,0.3423183606486591*pi,0.15576901394458323*pi) q[9],q[14];\nu3(3.199516667587963*pi,2.7728377356043215*pi,4.160550933723908*pi) q[0];\nu3(3.370975625900213*pi,3.353418127360568*pi,1.576715148076191*pi) q[1];\nu3(3.7409334890944352*pi,0.5523362847067557*pi,4.312307283219859*pi) q[3];\nu3(3.666179109893249*pi,3.421041319471373*pi,1.5764884730440532*pi) q[4];\nu3(3.3505290715514615*pi,0.45548674162672675*pi,3.7164466866732053*pi) q[5];\nu3(3.5587472785581737*pi,0.24597403204269952*pi,1.4359733665526406*pi) q[6];\nu3(3.7933778723232456*pi,0.4754250559987345*pi,1.5633503556864594*pi) q[7];\nu3(3.613284609658141*pi,2.495747953584635*pi,4.30279061684309*pi) q[8];\nu3(3.521030017230193*pi,1.9575405349428383*pi,0.7280890371893817*pi) q[9];\nu3(3.387522856104927*pi,2.554367993531278*pi,1.3148578212770121*pi) q[10];\nu3(3.6485807074211625*pi,2.3730742543401453*pi,2.022060158908531*pi) q[12];\nu3(3.6997473146763196*pi,0.39376530440977886*pi,4.3359110573524635*pi) q[14];\nu3(3.798360245267221*pi,2.2069937336939836*pi,1.8961028959186033*pi) q[15];\nu3(3.0881388107501824*pi,-0.24023758134381634*pi,0.6860432191620575*pi) q[16];\nRxxyyzz(0.3403076296160598*pi,0.2419532466401919*pi,0.04156314055565424*pi) q[9],q[1];\nRxxyyzz(0.44681435581258006*pi,0.15649335015289795*pi,0.11178541562585845*pi) q[16],q[2];\nRxxyyzz(0.43236756507826957*pi,0.2900687204083913*pi,0.060180360910551*pi) q[4],q[5];\nRxxyyzz(0.47555908343331055*pi,0.3782325156886963*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.43169693666938*pi,0.16908452794207474*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4676732816896907*pi,0.372350437771477*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.3398686246610497*pi,0.2239124921786666*pi,0.0*pi) q[12],q[14];\nu3(3.575192495801595*pi,3.4817637892056394*pi,3.995731633451213*pi) q[1];\nu3(3.6583142071712405*pi,-0.2255480184419701*pi,4.003308716525181*pi) q[2];\nu3(3.8394326462616952*pi,3.403378696322605*pi,3.782360010939315*pi) q[4];\nu3(3.890064805199896*pi,-0.38656349421592695*pi,3.2601989885535216*pi) q[5];\nu3(3.5308608947001776*pi,2.9984666616110216*pi,0.8989660347243867*pi) q[6];\nu3(3.7095900472766217*pi,3.1220755642307827*pi,0.5950611191629891*pi) q[7];\nu3(3.1888108780828253*pi,3.2377677206846074*pi,0.9223158745849578*pi) q[9];\nu3(3.3021157749623917*pi,-0.045492166375683096*pi,1.2863184835255148*pi) q[10];\nu3(3.5400958880502396*pi,2.072179073604275*pi,4.187533844980653*pi) q[11];\nu3(3.1642531029754344*pi,3.139147575879898*pi,1.8265561892830164*pi) q[12];\nu3(3.724427215765419*pi,3.2090345957794093*pi,1.6302982748514834*pi) q[13];\nu3(3.792964076552456*pi,3.3593166172383007*pi,1.1989489840497671*pi) q[14];\nu3(3.682699535121336*pi,2.1847152783633437*pi,4.19832989356809*pi) q[15];\nu3(3.7072068259483286*pi,0.64205079839237*pi,3.9737666130695466*pi) q[16];\nRxxyyzz(0.2643359516279501*pi,0.17291298989119497*pi,0.09070737136251505*pi) q[0],q[9];\nRxxyyzz(0.27887150193621946*pi,0.19708857079079156*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4858560975153302*pi,0.25739914576034495*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.44363181250137984*pi,0.17138218125167914*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4476840210422201*pi,0.18033503915924684*pi,3.9329562606737998*pi) q[15],q[7];\nRxxyyzz(0.4127378439558802*pi,0.36166496806620607*pi,3.748456521427221*pi) q[14],q[8];\nRxxyyzz(0.3012655020098895*pi,0.15609587043469286*pi,3.84958816497291*pi) q[10],q[16];\nu3(3.8296679125288375*pi,2.552677594359204*pi,1.9017783992839892*pi) q[0];\nu3(3.626304651718488*pi,-0.3485197811630911*pi,3.0255380474448557*pi) q[1];\nu3(3.403253720603838*pi,0.7556621905165195*pi,1.7815812986545339*pi) q[2];\nu3(3.700927269225922*pi,-0.42273804784855695*pi,1.3917107421727852*pi) q[3];\nu3(3.5080188095878615*pi,-0.21459668600940862*pi,0.5934666880160577*pi) q[6];\nu3(3.7736599531761965*pi,0.9040765068852037*pi,0.7487318379288053*pi) q[7];\nu3(3.5234741311662536*pi,3.3558683757177263*pi,4.385884292963669*pi) q[8];\nu3(3.167585128693414*pi,0.07574678144969327*pi,0.6261507687246675*pi) q[9];\nu3(3.8363877996666065*pi,0.11154838747869111*pi,0.9804541716721852*pi) q[10];\nu3(3.294647180856076*pi,-0.2329744387601691*pi,1.1947560247299323*pi) q[11];\nu3(3.525398819772931*pi,-0.424292725545518*pi,4.266759267671066*pi) q[13];\nu3(3.6028578056395975*pi,0.20454971603279448*pi,1.6787526621926006*pi) q[14];\nu3(3.3874792463864556*pi,0.8273519440042594*pi,2.262976015297375*pi) q[15];\nu3(3.3799437409939883*pi,3.389484991738496*pi,0.6723408472199874*pi) q[16];\nRxxyyzz(0.3952984556463801*pi,0.32642295018211787*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4276440340419195*pi,0.14508417046639002*pi,0.07268643372984092*pi) q[13],q[1];\nRxxyyzz(0.3762383771423553*pi,0.1729449453679185*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.4053758527074801*pi,0.28363065520059705*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4557973290682701*pi,0.26103906854238307*pi,3.857533328896279*pi) q[5],q[6];\nRxxyyzz(0.42591545211772985*pi,0.23118240279839797*pi,0.07269077253818247*pi) q[9],q[10];\nRxxyyzz(0.31266129744591964*pi,0.12695615727685738*pi,0.0*pi) q[12],q[11];\nu3(3.7690972279455996*pi,0.045825184047618706*pi,0.5970472104640421*pi) q[0];\nu3(3.530851957496093*pi,2.6991176170670723*pi,0.7489869020447628*pi) q[1];\nu3(3.3260360798098194*pi,0.7172625722317385*pi,0.9877326429715414*pi) q[2];\nu3(3.3559470299325924*pi,3.108163347747989*pi,0.8304692701937175*pi) q[3];\nu3(3.728529384853828*pi,-0.14748160451689207*pi,3.8677886819937854*pi) q[4];\nu3(3.3785433644757816*pi,-0.21177130491104534*pi,2.0609505369112657*pi) q[5];\nu3(3.621087173976671*pi,0.10138454249130735*pi,1.8915802165922209*pi) q[6];\nu3(3.180291900124243*pi,2.764905372204245*pi,1.7243416815009913*pi) q[9];\nu3(3.9219721801828475*pi,0.5912672824290723*pi,4.30788905994272*pi) q[10];\nu3(3.1841218013925587*pi,0.9387681115756084*pi,1.5296443502150745*pi) q[11];\nu3(3.842089912077925*pi,1.2245686894528292*pi,0.9812386826740771*pi) q[12];\nu3(3.214127461216676*pi,2.262937780409528*pi,3.8510853663098104*pi) q[13];\nu3(3.799420677974264*pi,2.3684820256206107*pi,1.4458970342557032*pi) q[15];\nu3(3.70124119245513*pi,2.6537231728406336*pi,2.069566726930252*pi) q[16];\nRxxyyzz(0.4767436182188325*pi,0.24365867390014984*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4252110939583695*pi,0.25538319581971264*pi,0.08082314713343297*pi) q[2],q[8];\nRxxyyzz(0.33044324736825953*pi,0.1601494639635006*pi,0.10699752710836208*pi) q[3],q[16];\nRxxyyzz(0.2629249674145896*pi,0.18076119765933407*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3850810991431598*pi,0.3559034329915234*pi,0.18166916264474653*pi) q[5],q[13];\nRxxyyzz(0.3286422097430496*pi,0.22116484221055333*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.19838580669500006*pi,0.15526293737214036*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.4174687058333295*pi,0.16667532977433683*pi,0.07821491342140158*pi) q[14],q[15];\nu3(3.915366103361686*pi,-0.03841858215961169*pi,0.7696557502506192*pi) q[0];\nu3(3.5559813185230795*pi,2.6744757559105574*pi,1.5331333023354459*pi) q[1];\nu3(3.3501165034733806*pi,0.4435958868544978*pi,0.6783397175341963*pi) q[2];\nu3(3.3581360154377657*pi,3.4814548389491753*pi,1.6512046133100144*pi) q[3];\nu3(3.283225262727541*pi,-0.16168315935228228*pi,3.893504310277563*pi) q[4];\nu3(3.402136069796318*pi,-0.38788856494438495*pi,2.046166738142867*pi) q[5];\nu3(3.5284606528865217*pi,0.5613821325226893*pi,1.302172653089153*pi) q[6];\nu3(3.268485425547112*pi,2.2125297453889625*pi,4.260428625437358*pi) q[8];\nu3(3.613944131946121*pi,0.32210715174878857*pi,0.7923974862033905*pi) q[9];\nu3(3.5464474880212706*pi,0.9042921366545587*pi,1.0134179149801716*pi) q[10];\nu3(3.656354002803673*pi,-0.41475860771085094*pi,0.6864987952620084*pi) q[11];\nu3(3.462495466067107*pi,1.2363364331617759*pi,1.6751568204656238*pi) q[12];\nu3(3.920317225027408*pi,0.1387859518613681*pi,0.6551443443819187*pi) q[13];\nu3(3.8440954028146144*pi,0.6433018941992645*pi,4.442638470162795*pi) q[14];\nu3(3.3980251844370084*pi,2.827304769909439*pi,1.5131855503417846*pi) q[15];\nu3(3.598120625345953*pi,-0.4172504732910603*pi,3.659326851648009*pi) q[16];\nRxxyyzz(0.43714959893892025*pi,0.29945440311025195*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.3677229023602898*pi,0.1626492037167*pi,3.88154745265441*pi) q[1],q[10];\nRxxyyzz(0.3703945647774293*pi,0.22350243797647182*pi,0.13556463661348228*pi) q[2],q[7];\nRxxyyzz(0.3940497345696169*pi,0.13549319877753097*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.2835324470205197*pi,0.25333516038723936*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4598597821353101*pi,0.3671885605526144*pi,3.853272548640879*pi) q[16],q[8];\nRxxyyzz(0.3713602834055757*pi,0.32623148615955566*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.4082930882985494*pi,0.3978790524997897*pi,0.09530766754278464*pi) q[14],q[12];\nu3(3.430813582865458*pi,3.129189252092563*pi,4.094449973129768*pi) q[0];\nu3(3.5525948273590173*pi,2.7120762962531906*pi,1.363301892015861*pi) q[1];\nu3(3.475076096337392*pi,1.9682019616515545*pi,4.212878169399667*pi) q[2];\nu3(3.2162157267784695*pi,3.3320809714649586*pi,0.7056212464539202*pi) q[3];\nu3(3.9750085664377086*pi,2.6725005744488213*pi,1.1510996091093029*pi) q[4];\nu3(3.4651279385440135*pi,3.2746295728727923*pi,1.131326926032711*pi) q[6];\nu3(3.438733177776978*pi,1.1469250076547037*pi,0.6443701009802933*pi) q[7];\nu3(3.780040862237798*pi,3.3700894517041067*pi,2.337440905461227*pi) q[8];\nu3(3.597708718143699*pi,1.6654811569338683*pi,1.3585912018112452*pi) q[9];\nu3(3.5731919207799923*pi,0.5797131493933365*pi,1.112878444599534*pi) q[10];\nu3(3.4236153596406975*pi,0.5931104259857074*pi,0.9938640215007494*pi) q[11];\nu3(3.2426101356415398*pi,1.4427584326858174*pi,1.1416789045354676*pi) q[12];\nu3(3.2061780542590066*pi,-0.26500539227549325*pi,1.3073734305762412*pi) q[13];\nu3(3.3830906726356256*pi,2.3400478470646915*pi,1.5445175062442957*pi) q[14];\nu3(3.5535086746809093*pi,3.0584900026268653*pi,0.8531848563193539*pi) q[15];\nu3(3.4180097911806433*pi,2.799932117117428*pi,1.9493055346093946*pi) q[16];\nRxxyyzz(0.41937943669343003*pi,0.11880240937783937*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.4464453940356602*pi,0.35664503350414567*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3724623087966852*pi,0.248082289268735*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.39113406482551955*pi,0.30165489185416444*pi,0.08777390852471179*pi) q[5],q[6];\nRxxyyzz(0.3384970733294601*pi,0.10359240486761878*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.3902076116876402*pi,0.13997564242342886*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.26508988099812997*pi,0.18960151172335182*pi,0.13233912094228817*pi) q[9],q[12];\nRxxyyzz(0.4101216851597603*pi,0.22706124950791065*pi,3.874880491773871*pi) q[10],q[14];\nu3(3.437678586568287*pi,3.2010496774107686*pi,1.017529841229155*pi) q[0];\nu3(3.2128170956491617*pi,0.3862271978682821*pi,1.5204838596420287*pi) q[1];\nu3(3.9292608730263683*pi,2.589653306749928*pi,1.6831715196188144*pi) q[3];\nu3(3.6313095367325046*pi,2.384402362832543*pi,1.370841272891877*pi) q[4];\nu3(3.8419978468541784*pi,0.5407769999911864*pi,0.7742300222425196*pi) q[5];\nu3(3.5391775454393763*pi,1.921729483836267*pi,0.6622919689700959*pi) q[6];\nu3(3.5499226300784503*pi,-0.13673783722573724*pi,4.342063351627041*pi) q[7];\nu3(3.3604877555721138*pi,-0.3081386018360318*pi,1.3031988902571285*pi) q[8];\nu3(3.891527495793912*pi,0.6994980455359343*pi,1.5593808152636714*pi) q[9];\nu3(3.23566330582906*pi,3.489327876950964*pi,1.7444230244009722*pi) q[10];\nu3(3.1351053862428073*pi,-0.2561009849488618*pi,0.6808130119079343*pi) q[11];\nu3(3.4708176305532996*pi,3.213595135731951*pi,3.5197251089315627*pi) q[12];\nu3(3.3598391343211897*pi,0.08212766222518131*pi,4.340203777083472*pi) q[13];\nu3(3.4979548813208603*pi,3.457746610673862*pi,1.115408419457275*pi) q[14];\nu3(3.3627623924536842*pi,-0.1546037034989305*pi,0.8959267273745257*pi) q[15];\nu3(3.6095868067834807*pi,3.036951195299094*pi,0.7099685720106375*pi) q[16];\nRxxyyzz(0.3945630133263101*pi,0.33728881509238123*pi,3.9548289575111397*pi) q[7],q[0];\nRxxyyzz(0.41700867961648935*pi,0.24589920325869494*pi,0.06549510086276732*pi) q[1],q[6];\nRxxyyzz(0.4239669095871595*pi,0.2902236565281831*pi,0.07957397818311988*pi) q[2],q[8];\nRxxyyzz(0.3731870975790793*pi,0.2506926341942899*pi,3.7906537495595405*pi) q[3],q[4];\nRxxyyzz(0.41800809892474955*pi,0.15526782545139284*pi,0.07642236087755268*pi) q[10],q[9];\nRxxyyzz(0.36775952869304007*pi,0.15875703245754613*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.3923706335094003*pi,0.25079105018632886*pi,0.13035055372843193*pi) q[15],q[12];\nRxxyyzz(0.4773605594079591*pi,0.2683547488272878*pi,0.0*pi) q[16],q[14];\nu3(3.7756482133007174*pi,0.6635834213973673*pi,1.164699793980355*pi) q[0];\nu3(3.3595860379063254*pi,0.5298410937121913*pi,4.0804144724374165*pi) q[1];\nu3(3.8425879020607314*pi,0.379435401111641*pi,1.1629014897487087*pi) q[2];\nu3(3.393521461469379*pi,0.8200830906141583*pi,0.7405049421965355*pi) q[3];\nu3(3.630351058101565*pi,2.8458131792006256*pi,1.6191016708237718*pi) q[4];\nu3(3.8556892381703296*pi,-0.47901525116496263*pi,4.488848670569434*pi) q[6];\nu3(3.8416222272139358*pi,-0.3897343246630159*pi,1.5696156725872867*pi) q[7];\nu3(3.7426819924447856*pi,3.1652186175072163*pi,3.175000085227608*pi) q[8];\nu3(3.298557494564064*pi,-0.18367542183501973*pi,2.876774084259108*pi) q[9];\nu3(3.6594041914185103*pi,-0.009246981494166584*pi,1.795419360338356*pi) q[10];\nu3(3.7580994488503174*pi,3.424123132379834*pi,2.3495806829241745*pi) q[11];\nu3(3.8404554092617014*pi,2.6361804995761733*pi,4.137647467576967*pi) q[12];\nu3(3.518615453555476*pi,1.0877190109937744*pi,1.6925495868039713*pi) q[13];\nu3(3.8217989315062555*pi,0.5815567651926639*pi,1.0837248261206645*pi) q[14];\nu3(3.608017199141335*pi,2.9657624032612784*pi,4.399553068609828*pi) q[15];\nu3(3.654182156007322*pi,2.173751568514998*pi,2.145785900944225*pi) q[16];\nRxxyyzz(0.43824346442828943*pi,0.2560233884552314*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.3810636135177904*pi,0.08774951182236801*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4259593563498695*pi,0.12795515813225222*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.41262481452471966*pi,0.26981727981152326*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3562632215356102*pi,0.2496508278894729*pi,0.17112899504859946*pi) q[10],q[4];\nRxxyyzz(0.43648108318572953*pi,0.270486604820892*pi,0.09481612497979096*pi) q[13],q[6];\nRxxyyzz(0.37841928152202986*pi,0.15031173952981763*pi,3.9559858351871906*pi) q[15],q[9];\nRxxyyzz(0.41796269321254986*pi,0.2953368087927989*pi,0.0*pi) q[11],q[14];\nu3(3.1662004223837763*pi,-0.34574228748525776*pi,0.9724940086719485*pi) q[0];\nu3(3.794948204419863*pi,2.639166724048423*pi,1.1539567493338314*pi) q[1];\nu3(3.392052765362564*pi,2.7639252832762367*pi,1.027858973856762*pi) q[2];\nu3(3.700189993858931*pi,1.5934684857937973*pi,1.5685847778192206*pi) q[3];\nu3(3.6673855640604387*pi,3.2831345545222113*pi,0.7916720470506119*pi) q[4];\nu3(3.431732852630316*pi,2.2909179411917027*pi,2.234098956396526*pi) q[5];\nu3(3.4174385550131325*pi,3.2093434207992275*pi,1.4924183321367315*pi) q[6];\nu3(3.6417229182246063*pi,-0.0583240022632141*pi,1.0605247196903689*pi) q[7];\nu3(3.7882125722941895*pi,3.189026965339524*pi,0.5413641426762896*pi) q[8];\nu3(3.6225747837004727*pi,2.217365247821593*pi,0.9420585477386267*pi) q[9];\nu3(3.0806487070020587*pi,0.2780742082812272*pi,3.861080197375834*pi) q[10];\nu3(3.545838241855631*pi,3.2781047950350235*pi,0.7777484945585154*pi) q[11];\nu3(3.4663230008043424*pi,2.9857307114656964*pi,3.2223115720559545*pi) q[13];\nu3(3.286853648018403*pi,3.4804770909616805*pi,1.8877819149645827*pi) q[14];\nu3(3.2064027892970346*pi,-0.4332503026083219*pi,1.7890936886079116*pi) q[15];\nu3(3.5758430223237436*pi,0.17767279668685776*pi,2.346138997942962*pi) q[16];\nRxxyyzz(0.42512873081884006*pi,0.32159838998599133*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.40214004979123963*pi,0.2722633322063238*pi,0.10034215186178781*pi) q[1],q[12];\nRxxyyzz(0.46095369409445996*pi,0.3215807550359841*pi,0.11577511928447473*pi) q[2],q[5];\nRxxyyzz(0.40481805906046003*pi,0.3558102792347011*pi,0.28719513645300765*pi) q[3],q[6];\nRxxyyzz(0.2669252080513803*pi,0.09614670165782802*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.29278444921994007*pi,0.15872517743112902*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.33274233128507025*pi,0.266348148737805*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.38272179576939014*pi,0.2661041459927649*pi,0.0*pi) q[16],q[9];\nu3(3.404761388960326*pi,0.7910590329858083*pi,2.1018482342907054*pi) q[0];\nu3(3.397672976491573*pi,3.3971244190391294*pi,3.0562559668482674*pi) q[1];\nu3(3.5616619108488363*pi,0.5056496703635556*pi,4.458430027954043*pi) q[2];\nu3(3.5004384950766765*pi,2.2553935456169527*pi,0.7052621403766577*pi) q[3];\nu3(3.4438087362081244*pi,2.3339617978982417*pi,1.009594485219226*pi) q[4];\nu3(3.647416019448377*pi,0.4541369951983949*pi,4.090989810256721*pi) q[5];\nu3(3.459999152525074*pi,0.3091572360208985*pi,1.360537281944439*pi) q[6];\nu3(3.5689314602599946*pi,3.0531001676262344*pi,3.9982461344132494*pi) q[7];\nu3(3.5131204524210893*pi,2.9754573151475308*pi,1.8350091750505038*pi) q[8];\nu3(3.910711472726539*pi,3.0685957629553924*pi,0.8223956433340085*pi) q[9];\nu3(3.548730726465063*pi,-0.1598715516839181*pi,1.5448641179083051*pi) q[10];\nu3(3.3583780513863313*pi,2.191341923236224*pi,0.8434248616935149*pi) q[11];\nu3(3.3499132413930015*pi,-0.41136389400667195*pi,4.458099108037848*pi) q[12];\nu3(3.7144346886788657*pi,3.461980544668518*pi,0.6047855623529526*pi) q[13];\nu3(3.184330366763036*pi,3.4411326742254484*pi,1.755533876949853*pi) q[14];\nu3(3.915631648612517*pi,2.998905685095102*pi,1.5383273185910493*pi) q[16];\nRxxyyzz(0.4528776239571596*pi,0.23742275009280123*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.3794920709898232*pi,0.13811214897108703*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.42644578857581994*pi,0.3144895824751597*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.39224430883814954*pi,0.23859880122401667*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.36357373031909995*pi,0.29012254309633845*pi,0.16776718831242968*pi) q[7],q[5];\nRxxyyzz(0.39014796121476003*pi,0.23660529785374618*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.4222471698115795*pi,0.32139562272908373*pi,3.75621048414276*pi) q[14],q[9];\nRxxyyzz(0.3282077474666797*pi,0.07567806876007499*pi,0.0*pi) q[10],q[16];\nu3(3.664294531246519*pi,0.15196919474713755*pi,0.5715655029644777*pi) q[1];\nu3(3.576706794470486*pi,2.9372510098250006*pi,4.099175762024398*pi) q[2];\nu3(3.8021144884020988*pi,3.444703068151738*pi,1.1702233760586562*pi) q[3];\nu3(3.6622323862673567*pi,3.1080379691847786*pi,4.299130732760226*pi) q[4];\nu3(3.5756362055983213*pi,3.2466419699338704*pi,3.4766191604400536*pi) q[5];\nu3(3.939087347026765*pi,-0.16689677950189608*pi,1.611916116250113*pi) q[6];\nu3(3.392761186160187*pi,2.3430393438982557*pi,4.26865717369154*pi) q[7];\nu3(3.6202331338158524*pi,-0.14185200109896512*pi,0.9558150328079901*pi) q[8];\nu3(3.8968691472519446*pi,2.386453356517806*pi,2.0390592374173577*pi) q[9];\nu3(3.572649811362274*pi,3.357460514510685*pi,4.376426160187693*pi) q[10];\nu3(3.177510082414115*pi,0.625728242128575*pi,1.249720116181778*pi) q[11];\nu3(3.5144818575604804*pi,-0.35369239471985764*pi,0.5917374498103412*pi) q[12];\nu3(3.3597526162279263*pi,2.921028126235055*pi,0.816485505529223*pi) q[13];\nu3(3.6313819565689185*pi,0.34004536221710235*pi,0.6442734951711699*pi) q[14];\nu3(3.4772184865938844*pi,0.16970709157370267*pi,1.333921314024085*pi) q[15];\nu3(3.423661940078651*pi,3.251988821840982*pi,3.7987315856302732*pi) q[16];\nRxxyyzz(0.4285954223366199*pi,0.183251820543413*pi,3.9262008863016806*pi) q[0],q[9];\nRxxyyzz(0.4379411336226401*pi,0.16394678138984053*pi,0.05188628070341009*pi) q[11],q[1];\nRxxyyzz(0.43390386350742993*pi,0.3504087042523581*pi,3.8560185619930003*pi) q[2],q[13];\nRxxyyzz(0.4456519986424699*pi,0.3523805131694951*pi,0.12380860763436544*pi) q[16],q[3];\nRxxyyzz(0.44021530578574986*pi,0.3943469329229652*pi,0.09337012984519966*pi) q[8],q[5];\nRxxyyzz(0.3899971441451103*pi,0.16080616277797338*pi,3.91691512367853*pi) q[6],q[14];\nRxxyyzz(0.4185697277869698*pi,0.3239244350121187*pi,0.1918773864003707*pi) q[7],q[10];\nRxxyyzz(0.4791380944095792*pi,0.10128809760087099*pi,0.0*pi) q[15],q[12];\nu3(3.2695864498695455*pi,3.3035156383739097*pi,1.28386102733407*pi) q[0];\nu3(3.6502391298580075*pi,3.449031740165414*pi,1.4252066887944903*pi) q[1];\nu3(3.800497912862086*pi,2.5172825083241968*pi,2.351458735687588*pi) q[2];\nu3(3.0816540991302936*pi,0.45204283655598965*pi,0.6956291300119342*pi) q[3];\nu3(3.7750912645836934*pi,-0.0012764140129224444*pi,0.8065948268822004*pi) q[5];\nu3(3.6617867670309963*pi,2.3588253068609957*pi,1.9415674658683268*pi) q[6];\nu3(3.7119504905144924*pi,2.9503439407426564*pi,0.7572610660749998*pi) q[7];\nu3(3.869955338162074*pi,0.6060605782561452*pi,0.9646853089187464*pi) q[8];\nu3(3.099785353305988*pi,0.9318990034947272*pi,0.9959782683286673*pi) q[9];\nu3(3.411507593416472*pi,3.313756922131966*pi,0.7843406604189459*pi) q[10];\nu3(3.8118399330864987*pi,0.3224393164095146*pi,1.657286954799087*pi) q[11];\nu3(3.413665177139962*pi,1.0076521844605129*pi,2.0171938913917353*pi) q[12];\nu3(3.268179302858878*pi,2.131418217346998*pi,0.5459890474189395*pi) q[13];\nu3(3.3501973065141692*pi,0.45543356916897804*pi,2.329873883915463*pi) q[14];\nu3(3.2484842298813374*pi,3.285620853553974*pi,2.0810258230669376*pi) q[15];\nu3(3.3543165382687086*pi,-0.4244553959746896*pi,1.6108319671713094*pi) q[16];\nRxxyyzz(0.47914658072448013*pi,0.2383639345464854*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3515447215003293*pi,0.249001378142383*pi,3.8973925871808*pi) q[1],q[15];\nRxxyyzz(0.45732462910175*pi,0.3217329014020211*pi,3.853810160881741*pi) q[2],q[16];\nRxxyyzz(0.19559797109398014*pi,0.14708242238481262*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.34958362287171063*pi,0.1503969727472667*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.425563109323968*pi,0.29620403871768297*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3797109772400501*pi,0.20694876059824507*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3886449309297202*pi,0.1137441119259972*pi,0.0*pi) q[14],q[9];\nu3(3.895100377716806*pi,0.11480422404873969*pi,2.305552377884484*pi) q[0];\nu3(3.4851039954031675*pi,3.47973988584857*pi,0.9557482594345785*pi) q[1];\nu3(3.478810789910831*pi,1.1459360858226704*pi,2.4783324404674545*pi) q[2];\nu3(3.4440004427689077*pi,0.02001676680880715*pi,3.711838926743415*pi) q[3];\nu3(3.3959127103820204*pi,2.0233097205126493*pi,4.274032918768941*pi) q[4];\nu3(3.8132356468020525*pi,-0.4337075476493166*pi,0.9773210513107624*pi) q[5];\nu3(3.6604922642023228*pi,2.015051289367737*pi,1.566609758217231*pi) q[7];\nu3(3.1333393625705552*pi,-0.4247103567949644*pi,3.6718776087577383*pi) q[8];\nu3(3.327177796850221*pi,0.15825428892064997*pi,2.368537670353301*pi) q[9];\nu3(3.4122613553292647*pi,0.18577724297126696*pi,4.413033732362653*pi) q[10];\nu3(3.4968305089738627*pi,2.4340543350593675*pi,2.04762086853463*pi) q[11];\nu3(3.3990924111837932*pi,0.5226803416424248*pi,2.3236436623984313*pi) q[12];\nu3(3.3552841527824535*pi,-0.1944329153612922*pi,1.293494028458364*pi) q[13];\nu3(3.2238226045587295*pi,0.31405633738482996*pi,2.0384143645684527*pi) q[14];\nu3(3.5161330783011158*pi,0.5514396772582051*pi,1.8233724283451436*pi) q[15];\nu3(3.7802483013305848*pi,-0.22918964498962668*pi,2.1480551150946874*pi) q[16];\nRxxyyzz(0.4604945188785998*pi,0.1954459502952324*pi,0.12273676128578952*pi) q[13],q[0];\nRxxyyzz(0.40063066655065965*pi,0.18183927009383824*pi,3.86665181932862*pi) q[2],q[1];\nRxxyyzz(0.4104587642341304*pi,0.3795518734611736*pi,3.7373898588661403*pi) q[16],q[3];\nRxxyyzz(0.4597395136511222*pi,0.2763996468436146*pi,3.886809441410346*pi) q[14],q[4];\nRxxyyzz(0.3528749599231703*pi,0.1252973106305575*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.29094120415512936*pi,0.19512480955327405*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.454614739696833*pi,0.23265183094840886*pi,3.8282084806267433*pi) q[8],q[9];\nRxxyyzz(0.35064585210415977*pi,0.30589933521970103*pi,3.77950149348049*pi) q[12],q[15];\nu3(3.3703850746593904*pi,-0.3124024486224953*pi,3.7146406256243774*pi) q[0];\nu3(3.728614209872566*pi,2.9894510532284304*pi,2.2833665997094523*pi) q[1];\nu3(3.3750691049137282*pi,1.850094346726821*pi,2.3500865293805715*pi) q[2];\nu3(3.6631503617764825*pi,2.569474249405235*pi,2.0673073917031872*pi) q[3];\nu3(3.4858645998170754*pi,2.5748493269978434*pi,1.634377010305093*pi) q[4];\nu3(3.7620116867603013*pi,2.1625568166985323*pi,1.0569369129357746*pi) q[5];\nu3(3.8208860423856676*pi,3.4316561217289165*pi,3.621933839997082*pi) q[6];\nu3(3.5453277021287204*pi,0.21750296660112678*pi,0.6363097897958925*pi) q[7];\nu3(3.5587413463844806*pi,2.7404329277087145*pi,2.155636588539823*pi) q[8];\nu3(3.60052552752217*pi,2.9552011012901946*pi,1.5374611001561576*pi) q[9];\nu3(3.5175371155600086*pi,2.3360032928549295*pi,4.372471509618418*pi) q[10];\nu3(3.7237446966439163*pi,0.47839752685689196*pi,1.4675611355900102*pi) q[12];\nu3(3.6363377283462874*pi,2.787830437294352*pi,1.397447160133273*pi) q[13];\nu3(3.6056199871597157*pi,2.635550066667291*pi,1.406951748410365*pi) q[14];\nu3(3.110433869642252*pi,1.3840050267633899*pi,0.90517779542578*pi) q[15];\nu3(3.76361223898865*pi,-0.06582132504809113*pi,2.007596505385327*pi) q[16];\nRxxyyzz(0.3790480308502402*pi,0.22198843160112736*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3491115586772803*pi,0.19181566120228677*pi,0.06083815982987284*pi) q[1],q[15];\nRxxyyzz(0.40171222572379006*pi,0.08186394121441887*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.3840120250063901*pi,0.18424172755138188*pi,3.9513661200793107*pi) q[3],q[6];\nRxxyyzz(0.40838734524068926*pi,0.1471892338526582*pi,0.08555253882341929*pi) q[11],q[9];\nRxxyyzz(0.47946874936350004*pi,0.22669095525834848*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.4339527872507102*pi,0.1035160030596326*pi,0.0*pi) q[13],q[16];\nu3(3.808990398131545*pi,3.474566033336622*pi,0.7534046335184388*pi) q[0];\nu3(3.3182236140546326*pi,0.3002942860884388*pi,0.5947166458665463*pi) q[1];\nu3(3.5446163284149166*pi,-0.3074139513537525*pi,1.3259785786815217*pi) q[2];\nu3(3.578088346309233*pi,2.594416292619891*pi,0.5482217426514158*pi) q[3];\nu3(3.4723959567280267*pi,2.9779410955116634*pi,4.376674460260213*pi) q[5];\nu3(3.3618230012935824*pi,1.167774447352552*pi,2.3340171079401886*pi) q[6];\nu3(3.625028137373394*pi,3.2132890113621526*pi,0.6945842223424625*pi) q[7];\nu3(3.167922988883687*pi,2.900168704112441*pi,1.54366959321634*pi) q[9];\nu3(3.0615049050896173*pi,2.7174344953628626*pi,2.2062220860171218*pi) q[10];\nu3(3.324454542396281*pi,1.359435167109833*pi,4.005737060454711*pi) q[11];\nu3(3.7970311589511536*pi,-0.10938264513183926*pi,1.0499299896799426*pi) q[12];\nu3(3.639858585134502*pi,3.011927816429419*pi,4.001473613611266*pi) q[13];\nu3(3.4996532622826777*pi,2.8266861373382435*pi,3.493816524178002*pi) q[15];\nu3(3.7942158092220852*pi,-0.17617226782020118*pi,1.5881371626997587*pi) q[16];\nmeasure q[11] -> c[0];\nmeasure q[13] -> c[4];\nmeasure q[9] -> c[7];\nRxxyyzz(0.41249559551553017*pi,0.21408906724063492*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4846143321945001*pi,0.28056479157201686*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.43631718880306025*pi,0.09459230948433295*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3324811410070599*pi,0.15023410644948187*pi,0.05622559963245255*pi) q[12],q[4];\nRxxyyzz(0.42995534635997723*pi,0.27354546578931105*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.40272110767775005*pi,0.15928892242805054*pi,0.10771040943306072*pi) q[7],q[15];\nRxxyyzz(0.43896140759009905*pi,0.26186731362206744*pi,0.10148963368619672*pi) q[8],q[10];\nu3(3.689363677321712*pi,3.3902839079321563*pi,2.4222820056057994*pi) q[0];\nu3(3.7507642557953864*pi,-0.24805295325422339*pi,1.9158289785095968*pi) q[1];\nu3(3.3138477579348335*pi,1.3084868202796704*pi,1.0176454864176123*pi) q[2];\nu3(3.662647018304225*pi,0.09044637129924449*pi,2.215990658456409*pi) q[3];\nu3(2.5969013846512814*pi,0.5388459413661804*pi,1.4218479487019495*pi) q[4];\nu3(3.361618030263654*pi,1.3078392631492084*pi,4.298057471837862*pi) q[5];\nu3(3.7238763532898385*pi,3.1661366414179968*pi,0.865918855446401*pi) q[6];\nu3(3.443213184252117*pi,2.634888359180806*pi,4.152297018847266*pi) q[7];\nu3(3.6282134967216604*pi,1.5240856695939398*pi,0.6243035748472774*pi) q[8];\nu3(3.385328297280453*pi,3.008950635341897*pi,1.5105920112898445*pi) q[10];\nu3(1.7977900058340297*pi,2.8940863958953886*pi,1.022713117754353*pi) q[12];\nu3(3.741194662539203*pi,3.3175072023434695*pi,2.357070217036418*pi) q[14];\nu3(3.3380602623841247*pi,3.301714388287157*pi,1.7846663110123275*pi) q[15];\nu3(3.4094470467627964*pi,0.0467793655988078*pi,1.6616173155974259*pi) q[16];\nmeasure q[2] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[16] -> c[3];\nmeasure q[5] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[14] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[1] -> c[10];\nmeasure q[0] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[15] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[6] -> c[15];\nmeasure q[4] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.192454276287343*pi,-0.18619981339719838*pi,1.5825781521684599*pi) q[0];\nu3(3.485019765204745*pi,2.4099317252090273*pi,3.341605982786217*pi) q[1];\nu3(3.835424694939412*pi,-0.03217270109831938*pi,3.8410601428507904*pi) q[2];\nu3(3.78803006154135*pi,-0.0026551039623194383*pi,2.1222615307710067*pi) q[3];\nu3(3.4245328593799536*pi,2.7971415273553113*pi,3.381307353196199*pi) q[4];\nu3(3.5923827977019354*pi,-0.46169805161976873*pi,1.4371255129970217*pi) q[5];\nu3(3.6699876381762184*pi,2.691315898703392*pi,1.1695036883147614*pi) q[6];\nu3(3.872688849848446*pi,-0.3879369932618224*pi,1.8493938108765424*pi) q[7];\nu3(3.2350027957261736*pi,-0.005708463573367795*pi,2.0619487812534847*pi) q[8];\nu3(3.037973231787616*pi,-0.20759865883952233*pi,3.2543677311725534*pi) q[9];\nu3(3.253920916335197*pi,3.3238008290179173*pi,3.335452434775661*pi) q[10];\nu3(3.9227985728933414*pi,2.14070026087911*pi,4.435780412563387*pi) q[11];\nu3(3.254953004460698*pi,0.22423632977779828*pi,3.180130118907862*pi) q[12];\nu3(3.543565538914576*pi,3.2352660002576252*pi,4.36373877378646*pi) q[13];\nu3(3.7452304042766933*pi,0.001970094071248152*pi,4.048259882455893*pi) q[14];\nu3(3.5251849828463904*pi,0.12694949068685735*pi,2.7094864529057627*pi) q[15];\nu3(3.74901992075212*pi,3.175182318826823*pi,0.8213825648001708*pi) q[16];\nRxxyyzz(0.38303460786458987*pi,0.16193274383254952*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.46583660885531075*pi,0.30758183270546813*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4343173606634295*pi,0.279607417281329*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.39191912877628005*pi,0.23263270072584996*pi,0.09928411891465315*pi) q[3],q[8];\nRxxyyzz(0.4491368778889099*pi,0.44010376874629165*pi,3.81583612066004*pi) q[7],q[16];\nRxxyyzz(0.3460158478121996*pi,0.2515968889414886*pi,3.8922669403969294*pi) q[9],q[12];\nRxxyyzz(0.42656889798674513*pi,0.23169905238776778*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.37960279617045956*pi,0.21089592839450433*pi,0.0*pi) q[11],q[13];\nu3(3.3629884154100473*pi,0.298804283724054*pi,1.9235162170124442*pi) q[0];\nu3(3.5176364639331217*pi,3.1001689680024693*pi,0.7493155202380128*pi) q[1];\nu3(3.56204022968617*pi,-0.10021399594486391*pi,1.394692070127542*pi) q[2];\nu3(3.40159870805743*pi,0.7154118269508396*pi,0.9984656714194988*pi) q[3];\nu3(3.1555286509268763*pi,-0.4422890107258979*pi,4.361267302320922*pi) q[4];\nu3(3.1484714405746033*pi,2.5557981337605247*pi,0.6163340008768389*pi) q[5];\nu3(3.4872728436636224*pi,1.781339476462874*pi,1.4197303391325042*pi) q[6];\nu3(3.4317878002816116*pi,-0.2916630370113104*pi,2.3846943184008587*pi) q[7];\nu3(3.463656972386193*pi,0.9295471841363416*pi,4.061531076982878*pi) q[8];\nu3(3.8503563833460923*pi,-0.4544467719624692*pi,3.311815118461695*pi) q[9];\nu3(3.0938065388040625*pi,3.1060265260573066*pi,1.8914653878330798*pi) q[10];\nu3(3.497379026863615*pi,3.037768776212739*pi,2.198518391161964*pi) q[11];\nu3(3.390404213555659*pi,2.5566253605401275*pi,0.744677454922952*pi) q[12];\nu3(3.6094535437049107*pi,0.32668159187870727*pi,2.204169750174802*pi) q[13];\nu3(3.406562514375106*pi,2.8002099904322155*pi,1.928429698232761*pi) q[14];\nu3(3.7223829821437233*pi,-0.4585150251365892*pi,1.3086411831138662*pi) q[16];\nRxxyyzz(0.40218777338353995*pi,0.22845195909892657*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4411384836951297*pi,0.170444693665842*pi,0.12414088223533219*pi) q[1],q[9];\nRxxyyzz(0.3370179214187701*pi,0.26235123485159395*pi,3.9513967258476494*pi) q[3],q[12];\nRxxyyzz(0.45194859519155994*pi,0.30233085178461927*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.37361702374938977*pi,0.3379711452800399*pi,3.7418927095146497*pi) q[6],q[11];\nRxxyyzz(0.37870532468256*pi,0.29922363013630354*pi,3.89176283145588*pi) q[7],q[10];\nRxxyyzz(0.4304901873946096*pi,0.29845240492412506*pi,0.10832569009414234*pi) q[14],q[13];\nu3(3.4700625853871507*pi,2.7045443134845644*pi,0.5658641226421022*pi) q[0];\nu3(3.5514534316173*pi,3.2676383966510874*pi,0.8857345035278976*pi) q[1];\nu3(3.2147864225945453*pi,-0.08442839598367169*pi,4.075012464469911*pi) q[3];\nu3(3.517384419174736*pi,3.3148358660316615*pi,2.0929653586483257*pi) q[5];\nu3(3.6814778289014756*pi,0.8633019059785743*pi,2.43838797515469*pi) q[6];\nu3(3.129757498840567*pi,2.6708985559083476*pi,1.8226739610542224*pi) q[7];\nu3(3.633553135632084*pi,-0.008066622719056338*pi,2.2066981905241736*pi) q[8];\nu3(3.0935367797967004*pi,2.5175354652178825*pi,1.2587716904287665*pi) q[9];\nu3(3.879375927334132*pi,0.053412548185927555*pi,1.8965002426425683*pi) q[10];\nu3(3.4996053565979106*pi,2.9222741301652055*pi,1.7587068837087516*pi) q[11];\nu3(3.631788666385663*pi,0.206780418812873*pi,1.517438655314201*pi) q[12];\nu3(3.704861901339647*pi,2.982892867452352*pi,0.7144317178964628*pi) q[13];\nu3(3.323626047771348*pi,1.2961760451699356*pi,4.4820902595276735*pi) q[14];\nu3(3.259217467410897*pi,2.9153343336614976*pi,0.8533688635844343*pi) q[16];\nRxxyyzz(0.3919999079322399*pi,0.2200448508294402*pi,0.1329685608925017*pi) q[4],q[0];\nRxxyyzz(0.44250456386367*pi,0.10844932209675073*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3107281896766345*pi,0.244473322913056*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.43788113899259906*pi,0.2609822715528503*pi,3.9362160709901595*pi) q[3],q[14];\nRxxyyzz(0.30203200425185006*pi,0.1857830044368909*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4716795793174873*pi,0.38060831699990416*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.17314497025868292*pi,0.1554739090544951*pi,0.0*pi) q[16],q[12];\nRxxyyzz(0.44731828716608*pi,0.3076612248798503*pi,3.95886694694953*pi) q[13],q[15];\nu3(3.798667766064617*pi,0.6856267496867958*pi,4.289652676298855*pi) q[0];\nu3(3.85387139288883*pi,-0.19696586120922782*pi,1.88620832717592*pi) q[1];\nu3(3.4364327573616134*pi,1.055895117563776*pi,1.1979653200555225*pi) q[2];\nu3(3.540801085154389*pi,1.983184875756348*pi,0.8715123475548117*pi) q[3];\nu3(3.6286759562868953*pi,-0.400879219576104*pi,4.042892012003083*pi) q[4];\nu3(3.6831244873948195*pi,0.5318337059294675*pi,1.1206773084046315*pi) q[5];\nu3(3.7138816873077327*pi,0.6274307877097209*pi,2.3245221958823903*pi) q[6];\nu3(3.509173253862011*pi,0.24219133471871168*pi,4.399489084432465*pi) q[8];\nu3(3.688502898785789*pi,0.33908069190129375*pi,0.8089943866103219*pi) q[9];\nu3(3.3244663525411156*pi,0.16551469823090426*pi,1.7302712473632815*pi) q[10];\nu3(3.696421341712444*pi,0.7768587995172618*pi,0.7367245593604899*pi) q[11];\nu3(3.7514537487531685*pi,-0.3541589187712649*pi,1.997450446662414*pi) q[12];\nu3(3.5838027136779003*pi,-0.43494030849253884*pi,2.3780395553688383*pi) q[13];\nu3(3.4084206623475746*pi,0.5607164931465018*pi,1.3078199510667332*pi) q[14];\nu3(3.455785282189381*pi,2.6435249518249675*pi,1.6361041017379394*pi) q[15];\nu3(3.513466308153857*pi,2.083469488045531*pi,4.4822352428007655*pi) q[16];\nRxxyyzz(0.43360270038885995*pi,0.21461242695863997*pi,0.046571528774757315*pi) q[7],q[0];\nRxxyyzz(0.359365412520602*pi,0.20739048807590743*pi,3.8869963703277373*pi) q[1],q[2];\nRxxyyzz(0.43394539808618926*pi,0.26247846197182434*pi,0.13674833579671242*pi) q[3],q[13];\nRxxyyzz(0.4513734445755233*pi,0.23383075406324405*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.38066194550827936*pi,0.16055887306808803*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4312344093558901*pi,0.1614520268805903*pi,0.1188943684294557*pi) q[8],q[10];\nRxxyyzz(0.35289531731564966*pi,0.1802525774545809*pi,3.916948885561551*pi) q[9],q[14];\nRxxyyzz(0.41093228234827006*pi,0.2370605522693039*pi,0.0*pi) q[16],q[11];\nu3(3.7196747403377475*pi,0.44004605757188653*pi,3.6830200457503546*pi) q[0];\nu3(3.6981073828675783*pi,0.8266566415851346*pi,0.8881769076298467*pi) q[1];\nu3(3.608306856364248*pi,2.297716283326539*pi,1.3643471001131413*pi) q[2];\nu3(3.0734678001495945*pi,3.2115854341229246*pi,3.7198456206265478*pi) q[3];\nu3(3.357527923702647*pi,1.8323539437103906*pi,1.2627313832197582*pi) q[5];\nu3(3.4957276118991665*pi,0.8596870278034303*pi,1.7016879523518833*pi) q[6];\nu3(3.8920767640307674*pi,3.460144491079364*pi,2.689211736867754*pi) q[7];\nu3(3.3169545428998726*pi,-0.33679978225901197*pi,2.9085589659193736*pi) q[8];\nu3(3.354527063453089*pi,0.1620500245244677*pi,1.632739235801508*pi) q[9];\nu3(3.7613036045746857*pi,0.16717464756714584*pi,1.634942471536785*pi) q[10];\nu3(3.3652371459720483*pi,-0.4059510833938085*pi,1.3111496183280764*pi) q[11];\nu3(3.4885167556937495*pi,0.0195330302069735*pi,4.2967851914343385*pi) q[12];\nu3(3.7423351403363445*pi,0.4356130780772499*pi,1.9997457612854528*pi) q[13];\nu3(3.1888970993329764*pi,0.9015493523141611*pi,1.63664062587415*pi) q[14];\nu3(3.919057030071402*pi,2.577470882724322*pi,1.8600683095147934*pi) q[15];\nu3(3.396201146418221*pi,2.2480119120676543*pi,1.2410920593143193*pi) q[16];\nRxxyyzz(0.40072007361667006*pi,0.1489050943716227*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.46388348101827237*pi,0.2693161649320346*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4154929252635704*pi,0.2387257278615641*pi,0.065572322923879*pi) q[8],q[5];\nRxxyyzz(0.2745893592264794*pi,0.18317054490422802*pi,0.1202380592126473*pi) q[6],q[13];\nRxxyyzz(0.4230993764127603*pi,0.3048533154499158*pi,3.8449384526273*pi) q[7],q[14];\nRxxyyzz(0.3606905540644499*pi,0.283678516623481*pi,0.15953073791758854*pi) q[9],q[11];\nRxxyyzz(0.4274832066908*pi,0.295476789108269*pi,0.053537413549152195*pi) q[12],q[16];\nu3(3.297978908827022*pi,2.750806568093389*pi,4.3178372821359705*pi) q[0];\nu3(3.242901606208558*pi,2.3758477953139523*pi,1.4531058242918014*pi) q[3];\nu3(3.3201567334570274*pi,2.241869753569612*pi,1.9188923685631027*pi) q[4];\nu3(3.414985978246254*pi,0.8177713533466737*pi,1.0301008340585565*pi) q[5];\nu3(3.3509219642251185*pi,3.1738800238581675*pi,3.866775866693528*pi) q[6];\nu3(3.66192582419251*pi,-0.11428488461852832*pi,1.5264967288617082*pi) q[7];\nu3(3.796201251799017*pi,-0.4368631548000463*pi,3.851529919541531*pi) q[8];\nu3(3.6830680621408276*pi,2.5769444033071567*pi,1.41906649625528*pi) q[9];\nu3(3.507824241481282*pi,3.381130031868206*pi,0.7610498640554786*pi) q[10];\nu3(3.5580228552583857*pi,-0.42936781107746347*pi,3.086370182329394*pi) q[11];\nu3(3.653489273009258*pi,2.0212391246740573*pi,4.312717733778838*pi) q[12];\nu3(3.5963962764917685*pi,2.3718517176578775*pi,0.9669439935074162*pi) q[13];\nu3(3.470423039421798*pi,2.8262034338053934*pi,0.7430081173746497*pi) q[14];\nu3(3.064669425852183*pi,3.3895891952168347*pi,1.5083935279383665*pi) q[16];\nRxxyyzz(0.4826156410664896*pi,0.1658571723151071*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3879740634456601*pi,0.32574628459281724*pi,3.9292034825806095*pi) q[1],q[13];\nRxxyyzz(0.4250943425725402*pi,0.40751609583145953*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.45556734335496923*pi,0.21974970540888217*pi,0.13673260511262597*pi) q[4],q[10];\nRxxyyzz(0.41452970397538946*pi,0.18637681523355812*pi,3.8937298143270405*pi) q[6],q[11];\nRxxyyzz(0.43918776373239016*pi,0.3221806429540713*pi,3.93854474324785*pi) q[7],q[9];\nRxxyyzz(0.4496281347874199*pi,0.23068672694935477*pi,0.13717576613394633*pi) q[15],q[14];\nu3(3.4475739849193965*pi,2.6071509818147747*pi,1.1568615170089034*pi) q[0];\nu3(3.3611326280955516*pi,2.090171521244693*pi,0.7003631216628969*pi) q[1];\nu3(3.5460384126870155*pi,3.432283352025574*pi,2.2537305749713763*pi) q[2];\nu3(3.162066015604039*pi,0.02127859667307208*pi,3.2414959581874663*pi) q[3];\nu3(3.3649408922239834*pi,1.7555727671537822*pi,0.5497938004958928*pi) q[4];\nu3(3.4461479945639613*pi,-0.25728224796781074*pi,1.8291825095577243*pi) q[6];\nu3(3.442130574958324*pi,-0.0399508581600323*pi,1.9088017868765084*pi) q[7];\nu3(3.246902046116905*pi,-0.40930717626075336*pi,1.4622784514800466*pi) q[9];\nu3(3.8186411638983806*pi,0.4965334361519913*pi,1.49985472865481*pi) q[10];\nu3(3.5215678827250265*pi,0.2862225893000411*pi,2.2588877672016774*pi) q[11];\nu3(3.8596762567104426*pi,1.131357843228543*pi,0.5085192735926832*pi) q[12];\nu3(3.3158611116933265*pi,3.3848638879882538*pi,1.720425678447845*pi) q[13];\nu3(3.1317881778084042*pi,-0.3106581429634653*pi,4.041513704728475*pi) q[14];\nu3(3.7543557008252093*pi,2.492438375892853*pi,1.098921308445302*pi) q[15];\nRxxyyzz(0.48666539202584946*pi,0.27993917977158667*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4532119011336602*pi,0.27464575895956905*pi,3.766868831390239*pi) q[1],q[9];\nRxxyyzz(0.43590591255152944*pi,0.3901720965907649*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.24000108454286995*pi,0.11025613385897615*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4851301397930182*pi,0.21053781356657641*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.3582402157938144*pi,0.26689751456919186*pi,0.10839695567596408*pi) q[8],q[10];\nRxxyyzz(0.45448169112308956*pi,0.11756497270049793*pi,0.0*pi) q[14],q[11];\nRxxyyzz(0.4472892910931199*pi,0.36685252039766386*pi,0.0*pi) q[12],q[15];\nu3(3.5871966835692346*pi,0.2016980474258454*pi,1.5395780465664135*pi) q[0];\nu3(3.680744163191788*pi,3.3097787984023874*pi,2.2355462098578522*pi) q[1];\nu3(3.539733556142098*pi,-0.4905562967166839*pi,3.7322626427487466*pi) q[2];\nu3(3.3575691752173835*pi,0.039108831365980756*pi,2.176397948907153*pi) q[3];\nu3(3.233948056372129*pi,3.315082719523158*pi,2.288706646411711*pi) q[5];\nu3(3.7455270791678803*pi,3.3208698107678405*pi,4.298796297764941*pi) q[6];\nu3(3.8011506872067073*pi,3.2731615278152164*pi,0.8661312186830723*pi) q[7];\nu3(3.408057463586522*pi,-0.42072990591353254*pi,0.6594865460531024*pi) q[8];\nu3(3.422211064606971*pi,-0.272566004392492*pi,1.972398702802276*pi) q[9];\nu3(3.3697524310439313*pi,3.0038636908998346*pi,4.031553516301183*pi) q[10];\nu3(3.68731369450064*pi,3.2075070053315753*pi,0.9778800489279473*pi) q[11];\nu3(3.1854476480724374*pi,-0.23635628915768592*pi,3.1525791999818193*pi) q[12];\nu3(3.3728305343577336*pi,0.31629408166626616*pi,1.3395954532935401*pi) q[13];\nu3(3.2942910162806935*pi,3.294683013968533*pi,2.066938810619402*pi) q[14];\nu3(3.426059439331493*pi,2.3831383085145417*pi,3.6468666014104443*pi) q[15];\nu3(3.3967807904193954*pi,3.393284833807866*pi,2.159154803131873*pi) q[16];\nRxxyyzz(0.30524871303145007*pi,0.11800732139056302*pi,3.9504643479361605*pi) q[4],q[0];\nRxxyyzz(0.484173172536425*pi,0.14827065782104232*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.35228803092712546*pi,0.33698339928926613*pi,3.856877940936176*pi) q[9],q[2];\nRxxyyzz(0.4673479447512603*pi,0.20174760814852455*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.37309525899024*pi,0.30118607586987184*pi,3.9394791672782095*pi) q[11],q[7];\nRxxyyzz(0.42733417225016*pi,0.1897674178262694*pi,0.10944471777895594*pi) q[12],q[14];\nu3(3.058275001881826*pi,-0.022047083678985557*pi,4.2836118269232095*pi) q[0];\nu3(3.5855553485471376*pi,0.3340391233233271*pi,4.4943828933017524*pi) q[1];\nu3(3.7384785759947388*pi,2.8407725100392844*pi,1.8587613682915616*pi) q[2];\nu3(3.347830128179307*pi,2.2135829920788743*pi,1.9707205434620083*pi) q[3];\nu3(3.8370659306787274*pi,-0.18491590842230476*pi,1.1723890981307599*pi) q[4];\nu3(3.611770683740584*pi,0.30887380064851044*pi,2.2528654436107636*pi) q[5];\nu3(3.732220268886225*pi,0.37874102306449386*pi,1.0700595916194588*pi) q[7];\nu3(3.1366446659884657*pi,2.828018783312995*pi,1.0638121441778359*pi) q[9];\nu3(3.2319437265223243*pi,1.0430180022046558*pi,1.1748255736181612*pi) q[11];\nu3(3.6390235592075966*pi,3.0731530118980954*pi,4.430488532924026*pi) q[12];\nu3(3.493846733878594*pi,3.2037405097720915*pi,4.21846429790355*pi) q[13];\nu3(3.7925942266725987*pi,-0.2596554034987811*pi,3.323367120301329*pi) q[14];\nRxxyyzz(0.4667531433813301*pi,0.11582206460603772*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3928594468930394*pi,0.19292580564596795*pi,3.850823734031041*pi) q[15],q[1];\nRxxyyzz(0.43413588681402027*pi,0.34027212647721183*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.42786586132917004*pi,0.3429431567234072*pi,0.16836838426325146*pi) q[12],q[5];\nRxxyyzz(0.2326622269127785*pi,0.15757902294544213*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3673249582164848*pi,0.2499530172040837*pi,0.0*pi) q[13],q[16];\nu3(3.8503070510395005*pi,3.1112984889165856*pi,0.7240074355656905*pi) q[0];\nu3(3.165597684757191*pi,-0.43179895027020554*pi,1.7549300529936516*pi) q[1];\nu3(3.613352943065575*pi,1.171182194419274*pi,1.8152096191992442*pi) q[4];\nu3(3.6624616310421882*pi,-0.4528644451696757*pi,3.5886179372524065*pi) q[5];\nu3(3.472100523426574*pi,2.2040504247266357*pi,2.25766793367656*pi) q[6];\nu3(3.731199713730955*pi,-0.12998169214457111*pi,0.6707982015967175*pi) q[7];\nu3(3.7315177422001757*pi,-0.25397813194923313*pi,1.42273790536026*pi) q[11];\nu3(3.3948635729919845*pi,2.3623111494474776*pi,1.034568337761978*pi) q[12];\nu3(3.4652098253616757*pi,1.9815776108559389*pi,2.4786428517012173*pi) q[13];\nu3(3.441910179362736*pi,-0.33580918420579176*pi,0.6322529746606946*pi) q[14];\nu3(3.779807247754332*pi,2.105081297103472*pi,1.4870394569978092*pi) q[15];\nu3(3.582215192552368*pi,2.3295494642628416*pi,1.0616675519277343*pi) q[16];\nRxxyyzz(0.24782145389801946*pi,0.09964981911740012*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.42169365517763957*pi,0.33120146720280763*pi,0.0547998065284375*pi) q[1],q[6];\nRxxyyzz(0.4109694687430494*pi,0.2350151828708848*pi,0.11060583210875136*pi) q[14],q[2];\nRxxyyzz(0.47487734965393746*pi,0.35711115879201305*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.40900698684753023*pi,0.20213729304052622*pi,0.13018861310260527*pi) q[5],q[9];\nRxxyyzz(0.37939643896537956*pi,0.16981238605491467*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.2209126518809699*pi,0.18340299653635705*pi,0.10931003179561749*pi) q[12],q[15];\nu3(3.845703380048472*pi,-0.10096498710863283*pi,4.184273891176256*pi) q[0];\nu3(3.493013963459573*pi,3.3583771165321807*pi,3.977263193081365*pi) q[1];\nu3(3.2142277569555526*pi,0.3864965264764494*pi,4.0010235318774185*pi) q[2];\nu3(3.4270425638480155*pi,3.0194280545383814*pi,4.029713785343015*pi) q[3];\nu3(3.6739824608709077*pi,0.12675829068774314*pi,1.527631491606895*pi) q[4];\nu3(3.4808172681389515*pi,3.1687334372207143*pi,1.488262155327224*pi) q[5];\nu3(3.2035244768762485*pi,0.7776441804776755*pi,3.981269991723071*pi) q[6];\nu3(3.777388856606963*pi,2.1226290907239447*pi,1.5186866446230143*pi) q[8];\nu3(3.407688487869016*pi,-0.4993653679623109*pi,1.6573323978106753*pi) q[9];\nu3(3.294213609757013*pi,-0.4986900859264899*pi,0.9542893791344196*pi) q[10];\nu3(3.530166902803324*pi,3.156789434674147*pi,4.094334560729257*pi) q[11];\nu3(3.3019188562723274*pi,2.695992636234253*pi,0.6195267256865458*pi) q[12];\nu3(3.803934645007967*pi,2.6462776112387227*pi,4.311345592098015*pi) q[14];\nu3(3.6993509157585196*pi,3.115161730082166*pi,4.28745438108011*pi) q[15];\nRxxyyzz(0.4410473978919996*pi,0.3156847249386293*pi,0.19424804830048675*pi) q[0],q[6];\nRxxyyzz(0.41174681051295*pi,0.21281939826489538*pi,0.16037982890427055*pi) q[1],q[16];\nRxxyyzz(0.41314249926733093*pi,0.25286719278452374*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.34890755678191987*pi,0.24930979183924384*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.29668471632358084*pi,0.22771508026473708*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.4687837283557701*pi,0.17714980653671664*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4759136085747401*pi,0.13811038822527222*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.3554240828433691*pi,0.1592859469534239*pi,0.0*pi) q[14],q[13];\nu3(3.1065820231532846*pi,-0.45482822810268553*pi,2.3893856803201428*pi) q[0];\nu3(3.803674201491635*pi,2.575871426990059*pi,4.078448149097569*pi) q[1];\nu3(3.3298150252730063*pi,0.00537010947296801*pi,1.4675719399604015*pi) q[2];\nu3(3.044399113416716*pi,3.039110951282522*pi,3.2438732128033614*pi) q[3];\nu3(3.6360267984920385*pi,-0.20636245943985276*pi,1.3745926366210872*pi) q[4];\nu3(3.234304195565379*pi,3.3544164520577135*pi,4.452860211350874*pi) q[6];\nu3(3.8242353008381027*pi,0.8315431644762963*pi,2.094727532631371*pi) q[7];\nu3(3.4304326191695527*pi,0.5398958726037721*pi,0.9057472346079015*pi) q[8];\nu3(3.455006827158215*pi,2.9654190577487585*pi,1.6348063736630625*pi) q[9];\nu3(3.6755217310979753*pi,-0.4799858060692955*pi,2.096521360368078*pi) q[10];\nu3(3.01262083094585*pi,1.207498517942942*pi,1.5781481333776912*pi) q[11];\nu3(3.522739581694387*pi,3.407590114010336*pi,2.2675433157829925*pi) q[12];\nu3(3.721900298915382*pi,-0.29269014558457146*pi,0.6545032121708925*pi) q[13];\nu3(3.636062825371714*pi,-0.2261940741063747*pi,2.0111424779100617*pi) q[14];\nu3(3.4208120366132664*pi,2.9892123993811976*pi,2.439707985658938*pi) q[15];\nu3(3.604873352562042*pi,0.24130034919155763*pi,1.1290556930038589*pi) q[16];\nRxxyyzz(0.42307124201671*pi,0.36400908105521257*pi,0.1540906959267545*pi) q[3],q[0];\nRxxyyzz(0.40907596144584*pi,0.2828256147051632*pi,0.047082746446073145*pi) q[1],q[10];\nRxxyyzz(0.43100806555206017*pi,0.26323768034208483*pi,0.12716224141997437*pi) q[2],q[9];\nRxxyyzz(0.4437607966746696*pi,0.34393865348543695*pi,0.15357533810467544*pi) q[5],q[4];\nRxxyyzz(0.3095221807013697*pi,0.20502375549765628*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4455941056887803*pi,0.19837666600019685*pi,0.07632009905190308*pi) q[8],q[13];\nRxxyyzz(0.42875511999187055*pi,0.17415187141138322*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.44284299673556904*pi,0.3507830808784509*pi,0.0*pi) q[12],q[15];\nu3(3.4041780515587683*pi,2.3665812902073338*pi,0.8665255433342434*pi) q[0];\nu3(3.3212945586748077*pi,2.2425285615134*pi,1.0096964782711488*pi) q[1];\nu3(3.255446010388626*pi,3.280362691969448*pi,3.6583043691114483*pi) q[2];\nu3(3.710162132847668*pi,0.29249124535920057*pi,1.1885086807886043*pi) q[3];\nu3(3.8956634571211377*pi,2.213861501457969*pi,4.302861427358064*pi) q[4];\nu3(3.386231556988638*pi,0.18774807000718452*pi,4.480376006574853*pi) q[5];\nu3(3.2730282800788624*pi,3.1562626639628846*pi,2.3489784913950826*pi) q[6];\nu3(3.3605965232236974*pi,-0.10100819525338439*pi,1.6066826883201233*pi) q[8];\nu3(3.655975574542892*pi,1.3009011817316414*pi,4.32889211858508*pi) q[9];\nu3(3.6188075361884473*pi,3.490224874326194*pi,2.316063548432152*pi) q[10];\nu3(3.900674828090046*pi,3.3967340387181517*pi,1.4373696986684819*pi) q[11];\nu3(3.5721637350350637*pi,3.470951157817846*pi,4.495478658665549*pi) q[12];\nu3(3.117424165477823*pi,2.78618049907362*pi,1.2325023612523052*pi) q[13];\nu3(3.3296164886654367*pi,2.767693262909355*pi,2.468795145313892*pi) q[14];\nu3(3.340911836870713*pi,0.9502027981195236*pi,1.8365253614393136*pi) q[15];\nu3(3.3037934123910198*pi,2.821033845873462*pi,2.1252065953578887*pi) q[16];\nRxxyyzz(0.43101169388141*pi,0.13148677013901874*pi,0.05543808547193122*pi) q[1],q[8];\nRxxyyzz(0.45754721625927974*pi,0.3031759891672847*pi,3.9055212969701203*pi) q[2],q[4];\nRxxyyzz(0.38224008942830945*pi,0.30638245672716014*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3880968872652798*pi,0.07755775483599348*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.41830968238547994*pi,0.36698634831460164*pi,0.1878418133227271*pi) q[9],q[6];\nRxxyyzz(0.48322191413295323*pi,0.2855477502368382*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.43803128542302977*pi,0.3348826559634155*pi,3.9010459594255895*pi) q[15],q[11];\nRxxyyzz(0.37575665090085925*pi,0.2664774945850871*pi,3.83872056389371*pi) q[14],q[13];\nu3(3.644785440632056*pi,2.8955241964705976*pi,1.6805660441172903*pi) q[1];\nu3(3.1505391968485514*pi,2.5479731722756034*pi,0.8230378951073942*pi) q[2];\nu3(3.293306681292543*pi,0.23530934548518778*pi,4.31861541085445*pi) q[3];\nu3(3.9609221987730536*pi,2.9522833741243004*pi,0.8334428559501723*pi) q[4];\nu3(3.8538707858615466*pi,2.4876506292509917*pi,2.4009465447562746*pi) q[5];\nu3(3.710809644245167*pi,2.695993286474901*pi,4.2894786452674705*pi) q[6];\nu3(3.743962776270307*pi,0.10555986230875547*pi,4.31787446561622*pi) q[7];\nu3(3.6377525434026756*pi,-0.2802179425277349*pi,3.9510053203383437*pi) q[8];\nu3(3.409060336952824*pi,3.4588842111437152*pi,1.3015775661582456*pi) q[9];\nu3(3.2062471585449894*pi,1.1496654880047232*pi,1.432762825252277*pi) q[10];\nu3(3.7288201793498237*pi,0.3552219758734674*pi,1.6215543631845426*pi) q[11];\nu3(3.664558745193327*pi,2.694560317981905*pi,2.2763701107199097*pi) q[12];\nu3(3.3534421084411017*pi,3.0292998024842497*pi,1.388301340724054*pi) q[13];\nu3(3.220850177410082*pi,2.421590045547991*pi,1.2674984361883896*pi) q[14];\nu3(3.4686161055562743*pi,3.291488934089754*pi,1.4936133229677104*pi) q[15];\nu3(3.640684891915122*pi,0.08396329364872734*pi,2.0559008412839113*pi) q[16];\nRxxyyzz(0.4270123037565297*pi,0.27077910398222627*pi,3.8805778611957304*pi) q[0],q[4];\nRxxyyzz(0.37553006998683947*pi,0.16227203651902422*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4058275712492599*pi,0.3147047680658737*pi,3.944715650159021*pi) q[2],q[5];\nRxxyyzz(0.4518060363306695*pi,0.21176576168741457*pi,3.916724443477801*pi) q[3],q[13];\nRxxyyzz(0.33773650197882954*pi,0.27117790308089695*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4549450529676697*pi,0.2965445343377512*pi,3.8047805069507104*pi) q[14],q[7];\nRxxyyzz(0.4051078492689699*pi,0.10479059601380471*pi,0.07260611805184511*pi) q[15],q[9];\nRxxyyzz(0.4155027509609299*pi,0.36293931038627525*pi,0.10895047473242414*pi) q[16],q[10];\nu3(3.3449117664800774*pi,2.372022219546736*pi,2.2885891961555855*pi) q[0];\nu3(3.512787273591273*pi,0.4551213348945471*pi,4.455147397834661*pi) q[1];\nu3(3.2952359076836677*pi,3.284500657223335*pi,2.234268179859847*pi) q[2];\nu3(3.8401470887696374*pi,3.471448716558179*pi,1.7636176489993005*pi) q[3];\nu3(3.637971734644516*pi,-0.0016330263570488168*pi,1.5782693483673427*pi) q[4];\nu3(3.4703166706116795*pi,0.4722106958791318*pi,2.234731085650562*pi) q[5];\nu3(3.1136642798059793*pi,0.8767014983473693*pi,1.080560460897621*pi) q[6];\nu3(3.1330542881284504*pi,0.0458059364733463*pi,0.8387515930559593*pi) q[7];\nu3(3.1987827751161597*pi,-0.19268386125132037*pi,1.3916714894004323*pi) q[9];\nu3(3.5347826571719256*pi,0.9683314225593347*pi,0.6451629559667124*pi) q[10];\nu3(3.445819626226052*pi,0.6121032544968688*pi,1.2401560360190573*pi) q[11];\nu3(3.3023097457789103*pi,-0.4650003129659328*pi,1.0646839108437547*pi) q[12];\nu3(3.399592475022611*pi,3.312805412021061*pi,2.0640946387368517*pi) q[13];\nu3(3.242385050361997*pi,3.4141686578386055*pi,1.564949934764328*pi) q[14];\nu3(3.6131092018339794*pi,3.4336481746319003*pi,1.2327089622321794*pi) q[15];\nu3(3.444119211904107*pi,0.9723822397957398*pi,1.0152693428330257*pi) q[16];\nRxxyyzz(0.43185737205590957*pi,0.10349522213558292*pi,0.0519374187272414*pi) q[5],q[0];\nRxxyyzz(0.3202015912551396*pi,0.2430177394289441*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.44033448138756004*pi,0.39232043107963044*pi,0.2575075793947086*pi) q[15],q[2];\nRxxyyzz(0.3768021907405218*pi,0.14154314652590472*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.44689097144235324*pi,0.25171818931363643*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.44744820433635024*pi,0.310853798402667*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4679035856717899*pi,0.1574431420399076*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.46320623150983*pi,0.16976446702186188*pi,0.0*pi) q[16],q[13];\nu3(3.7306489669914966*pi,2.4444069248290683*pi,3.835988887193756*pi) q[0];\nu3(3.7697486143232966*pi,-0.4998771169349653*pi,1.5043957087446813*pi) q[1];\nu3(3.5213053711372244*pi,0.6421280129322726*pi,3.829929744858065*pi) q[2];\nu3(3.427464592816089*pi,0.03893778432703132*pi,1.1811151509995308*pi) q[3];\nu3(3.781405116109195*pi,1.2327340974930128*pi,1.4278363735952717*pi) q[4];\nu3(3.17678068457309*pi,3.205860078422925*pi,0.8727475426962461*pi) q[5];\nu3(3.5783176684897096*pi,3.154616021538885*pi,1.4299896584778498*pi) q[6];\nu3(3.76388807829588*pi,-0.296387917853073*pi,1.6516443940968522*pi) q[7];\nu3(3.489034881745275*pi,0.5130311641257095*pi,2.30096356218183*pi) q[8];\nu3(3.377922776729405*pi,1.3753861320488063*pi,1.4029766478729928*pi) q[9];\nu3(3.5167889838427175*pi,0.4476354357879705*pi,0.9481275064658484*pi) q[10];\nu3(3.4668181035548913*pi,2.6555806576966505*pi,1.9400023770926131*pi) q[11];\nu3(3.4654139124451855*pi,0.561430454021481*pi,0.6652343025872215*pi) q[12];\nu3(3.0851671017952436*pi,2.5552032263380724*pi,2.466448626238275*pi) q[13];\nu3(3.2154844114778776*pi,0.8588901605415398*pi,4.170733939697358*pi) q[15];\nu3(3.5334618070244836*pi,-0.019132482064061984*pi,1.3933334292393709*pi) q[16];\nRxxyyzz(0.4047410990034094*pi,0.316606777014509*pi,3.935664080384211*pi) q[2],q[0];\nRxxyyzz(0.3758612342889799*pi,0.19660928092082094*pi,0.12580268441793044*pi) q[3],q[12];\nRxxyyzz(0.4264202753249097*pi,0.2173086032250171*pi,0.13354249977831817*pi) q[8],q[4];\nRxxyyzz(0.3470512494493594*pi,0.28033830902498735*pi,0.2044032096775572*pi) q[14],q[5];\nRxxyyzz(0.36273099876444015*pi,0.14824239752720048*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.38179584173430975*pi,0.30271971273401205*pi,3.8732642219344697*pi) q[15],q[7];\nRxxyyzz(0.4420715110093401*pi,0.14044364703976497*pi,3.8914203910673706*pi) q[16],q[9];\nRxxyyzz(0.4439348837018101*pi,0.18964742531603207*pi,0.05920303966762722*pi) q[13],q[11];\nu3(3.6644459299395002*pi,3.2817994958447287*pi,1.4601586238600683*pi) q[0];\nu3(3.532758490446484*pi,3.3477973108503107*pi,2.3116781717376536*pi) q[2];\nu3(3.5797018137281005*pi,2.8112770109365863*pi,0.6825432881732025*pi) q[3];\nu3(3.5903636570332416*pi,-0.4162669458061946*pi,0.6667186396869792*pi) q[4];\nu3(3.3519255588996115*pi,3.3875229434828698*pi,0.9330728260941901*pi) q[5];\nu3(3.6674259645984217*pi,3.111160732000318*pi,2.356252866999927*pi) q[6];\nu3(3.180569463966098*pi,1.9080658720322763*pi,2.4452364020656856*pi) q[7];\nu3(3.4702175703024376*pi,3.241634994324168*pi,2.2325251438367695*pi) q[8];\nu3(3.1179176722700928*pi,3.11184244323674*pi,1.7045814036813516*pi) q[9];\nu3(3.698487359440895*pi,2.9421692886330275*pi,1.2732783566182917*pi) q[10];\nu3(3.420123171374227*pi,3.1936793313986342*pi,0.787174732611804*pi) q[11];\nu3(3.6279513380560235*pi,-0.1733160576857421*pi,0.7969451079377368*pi) q[12];\nu3(3.8016652035007783*pi,3.1682938670527885*pi,3.188124578525896*pi) q[13];\nu3(3.518562761475517*pi,-0.06675261490541595*pi,2.1479262566799058*pi) q[14];\nu3(3.343700172290483*pi,2.7787503447068764*pi,2.2546987672274335*pi) q[15];\nu3(3.2505005032818604*pi,0.2504520942191035*pi,1.10901876795451*pi) q[16];\nmeasure q[6] -> c[12];\nRxxyyzz(0.43942839110103954*pi,0.23484703929529746*pi,3.96033736791889*pi) q[10],q[0];\nRxxyyzz(0.4558079000536336*pi,0.33532052547038327*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.44480167561192957*pi,0.13736039814675394*pi,3.9440535685195*pi) q[2],q[13];\nRxxyyzz(0.44846137332835*pi,0.3531033725366419*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4554351720382612*pi,0.294488846207001*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.3847015256883296*pi,0.14641318543695736*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.4972734667227605*pi,0.22065811840276184*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3566010064068501*pi,0.1945259214223234*pi,0.06723057011177991*pi) q[15],q[12];\nu3(3.6326326505949544*pi,2.2313547162247835*pi,1.6048706347282993*pi) q[0];\nu3(3.694076416015581*pi,2.7783820203668586*pi,1.7131684865031618*pi) q[1];\nu3(3.3532548330031515*pi,2.6441867778480486*pi,1.7924230222293507*pi) q[2];\nu3(3.6945370725353426*pi,1.219923445191744*pi,1.922354224903299*pi) q[3];\nu3(3.5521652482705077*pi,0.06917639691725874*pi,2.3966339874022964*pi) q[4];\nu3(3.699565077503036*pi,1.0932557035937294*pi,1.0703365199900792*pi) q[5];\nu3(3.4297381427670968*pi,0.5770605737152041*pi,1.3152458367332103*pi) q[7];\nu3(3.062781858746379*pi,-0.2049498490513414*pi,0.6329654230079638*pi) q[8];\nu3(3.69811857693458*pi,0.6778528061672362*pi,1.8860964583774202*pi) q[9];\nu3(3.6980157433100116*pi,-0.29128171745839104*pi,2.227765601457399*pi) q[10];\nu3(3.3089003994350286*pi,0.16433701283801883*pi,1.241986281173726*pi) q[11];\nu3(2.7803104335731486*pi,0.16519251362633003*pi,0.5371786718222905*pi) q[12];\nu3(3.1583088681382154*pi,1.33813887023669*pi,1.4147494736076112*pi) q[13];\nu3(3.3512656972829986*pi,1.0336495388276843*pi,1.5017858415547798*pi) q[14];\nu3(1.986358339565515*pi,-0.10430986089319116*pi,1.5068711104969015*pi) q[15];\nu3(3.638716223113691*pi,3.4690239613932716*pi,0.8190565141640938*pi) q[16];\nmeasure q[15] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[10] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[16] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[7] -> c[11];\nmeasure q[11] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[12] -> c[15];\nmeasure q[9] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.1927700186940102*pi,2.603954809952217*pi,3.669029405375777*pi) q[0];\nu3(3.6244517593484926*pi,3.3121809076490427*pi,1.5703487645892944*pi) q[1];\nu3(3.582632629401286*pi,3.494612036326553*pi,2.109206938837769*pi) q[2];\nu3(3.4610306871283982*pi,3.4979701033388113*pi,1.0935834260762105*pi) q[3];\nu3(3.188794112295302*pi,-0.33617928709718936*pi,1.6575569829412804*pi) q[4];\nu3(3.2223402259900116*pi,-0.2121728367121034*pi,3.8919941597688505*pi) q[5];\nu3(3.1119875461345714*pi,3.121021309837304*pi,3.1546473404904303*pi) q[6];\nu3(3.561203264377646*pi,2.7390473756082305*pi,3.3008875393688206*pi) q[7];\nu3(3.55436564399398*pi,2.8710094079165125*pi,2.229066780902576*pi) q[8];\nu3(3.358214174493964*pi,2.3238177031371716*pi,0.7283797600303484*pi) q[9];\nu3(3.733631478449605*pi,2.652781790730097*pi,1.9116361278093392*pi) q[10];\nu3(3.652363815086847*pi,2.6437422047890555*pi,2.028935512748064*pi) q[11];\nu3(3.4576673457185265*pi,0.5078000204649211*pi,3.2738083264232687*pi) q[12];\nu3(3.506109795837361*pi,2.3683716081641526*pi,2.405883571148844*pi) q[13];\nu3(3.745013821580555*pi,3.3969088744904155*pi,4.364742526975945*pi) q[14];\nu3(3.513336845500188*pi,-0.21845555448196347*pi,1.1313010575012568*pi) q[15];\nu3(3.796789594650302*pi,1.8660902653278408*pi,0.7467707169660889*pi) q[16];\nRxxyyzz(0.4493935685597163*pi,0.22336444666940203*pi,3.933989172468843*pi) q[1],q[8];\nRxxyyzz(0.44780631218835343*pi,0.32520833221470724*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.28547665679153933*pi,0.21544893603748827*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.45080186725287025*pi,0.2208882032638009*pi,0.05215325091110039*pi) q[5],q[10];\nRxxyyzz(0.3850218090192002*pi,0.20234815742678*pi,3.8946409023357695*pi) q[6],q[11];\nRxxyyzz(0.2722134778099302*pi,0.1635292595461948*pi,3.884582690885681*pi) q[7],q[16];\nRxxyyzz(0.30454789057763015*pi,0.22584386701752024*pi,3.947975194561801*pi) q[9],q[12];\nRxxyyzz(0.4583839340844503*pi,0.34668176398696277*pi,3.91918655112384*pi) q[14],q[15];\nu3(3.7636988564465588*pi,-0.15574427018963988*pi,0.9905456008755524*pi) q[1];\nu3(3.300596942323553*pi,0.8030935879337442*pi,1.152482965575637*pi) q[2];\nu3(3.642872350804519*pi,2.479305089154056*pi,3.498767253677343*pi) q[3];\nu3(3.6621882941468082*pi,0.9999794350889055*pi,1.1669466300676876*pi) q[4];\nu3(3.6159399546726876*pi,3.458383539472998*pi,2.1021853877897407*pi) q[5];\nu3(3.346684970829104*pi,0.6801693493404661*pi,0.8304392138561054*pi) q[6];\nu3(3.7714034808043144*pi,0.6960720833021077*pi,1.4294951458766052*pi) q[7];\nu3(3.244295271504409*pi,3.2863562745812174*pi,0.5989327121561292*pi) q[8];\nu3(3.9350900838328418*pi,3.4938562989196686*pi,0.9706080171280376*pi) q[9];\nu3(3.816427061643217*pi,3.1654358394653483*pi,3.1493841045554736*pi) q[10];\nu3(3.4605779841946886*pi,0.2899539637544164*pi,1.3746828632396513*pi) q[11];\nu3(3.629550390931009*pi,0.09618052501532492*pi,1.2258210857046243*pi) q[12];\nu3(3.653331344469822*pi,1.138503071343278*pi,1.8546498918495575*pi) q[13];\nu3(3.7336475849367323*pi,0.5766639628844847*pi,1.1768519870959522*pi) q[14];\nu3(3.3742912427067004*pi,2.877074707862291*pi,0.9915603578612071*pi) q[15];\nu3(3.3520274288736718*pi,3.0684413511924*pi,2.2160064143198195*pi) q[16];\nRxxyyzz(0.4227581051871999*pi,0.21492048176081924*pi,0.15924188502152062*pi) q[0],q[7];\nRxxyyzz(0.46475316355446605*pi,0.20670943922243*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4148813966481901*pi,0.15477381736760254*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3927025956963286*pi,0.3795212454185536*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.40422397679262956*pi,0.3217716051882693*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.44997797623591995*pi,0.28631526637487825*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4457618314118599*pi,0.34183754693666424*pi,0.0*pi) q[11],q[16];\nu3(3.2746142746976057*pi,2.6841503355213288*pi,0.9371335598392725*pi) q[0];\nu3(3.2780721407584714*pi,3.265317252495513*pi,1.3162450304011406*pi) q[2];\nu3(3.6006379491206513*pi,2.391975724754423*pi,1.5193442756107136*pi) q[3];\nu3(3.0798341767074113*pi,3.1959979037703605*pi,1.5042318152270486*pi) q[4];\nu3(3.1307183071922626*pi,3.2417348251063736*pi,4.352194026223332*pi) q[5];\nu3(3.424980750317856*pi,2.661015002016061*pi,1.9183169655287293*pi) q[6];\nu3(3.5424496145275275*pi,1.0633476588254442*pi,4.1081898685038585*pi) q[7];\nu3(3.259391256140691*pi,3.0697281340985563*pi,1.8620306692326607*pi) q[9];\nu3(3.0723959397766745*pi,2.8049972817182525*pi,4.3173465949935945*pi) q[10];\nu3(3.3288671327555353*pi,-0.27797216042418027*pi,1.283957037501533*pi) q[11];\nu3(3.219016809721828*pi,3.09686468130725*pi,2.476448237573639*pi) q[12];\nu3(3.1546444305851904*pi,3.2727261042822*pi,0.9684662638302672*pi) q[14];\nu3(3.254252217496446*pi,3.4706262081508594*pi,1.6085892673771836*pi) q[15];\nu3(3.855346467855244*pi,0.9705084990521455*pi,1.7649693205615278*pi) q[16];\nRxxyyzz(0.4468493153034201*pi,0.2349039074110699*pi,3.88245551254388*pi) q[0],q[13];\nRxxyyzz(0.3266718164616794*pi,0.09711007866370569*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4216965665576159*pi,0.27079689279450747*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4607634000239603*pi,0.27294979736440217*pi,3.939043034014111*pi) q[3],q[16];\nRxxyyzz(0.31345911470349985*pi,0.20928594846588844*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.42362111903305955*pi,0.12716606239764397*pi,3.9237674284054496*pi) q[8],q[12];\nRxxyyzz(0.47595395559611164*pi,0.19637070216101382*pi,0.0*pi) q[11],q[14];\nu3(3.929167342341894*pi,2.7833926703688183*pi,1.6882978881359936*pi) q[0];\nu3(3.390007738509132*pi,-0.27419245781008106*pi,2.4767398902455064*pi) q[1];\nu3(3.617094850943423*pi,0.32986938980474656*pi,2.055912853436288*pi) q[2];\nu3(3.7351912759165016*pi,-0.08051234930055956*pi,1.3257813203714093*pi) q[3];\nu3(3.6628607186970994*pi,-0.2263956672919229*pi,0.7826064962215105*pi) q[5];\nu3(3.691992906790074*pi,3.2898559541688526*pi,1.7241657845016218*pi) q[7];\nu3(3.65465773579424*pi,-0.006818458644201997*pi,1.9396021532608598*pi) q[8];\nu3(3.7683475428794977*pi,2.728986879064675*pi,0.6078497631173694*pi) q[9];\nu3(3.2948236964917545*pi,3.4770966518355575*pi,4.447993224474055*pi) q[10];\nu3(3.5201855695552524*pi,0.5374999711072959*pi,2.2372567871064675*pi) q[11];\nu3(3.8690508330513276*pi,2.4940760811770395*pi,2.1040800318911494*pi) q[12];\nu3(3.1047580207843297*pi,3.1081615357377297*pi,1.1104278555744345*pi) q[13];\nu3(3.9420655219642287*pi,1.6772743689159446*pi,1.4851015409987662*pi) q[14];\nu3(3.1525815541153768*pi,-0.47544586368208197*pi,1.293289809884214*pi) q[16];\nRxxyyzz(0.4468047646333504*pi,0.3398498342106871*pi,0.15507093917927142*pi) q[0],q[10];\nRxxyyzz(0.39968945155644564*pi,0.33211201754768216*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4663017378955302*pi,0.15288692422912797*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4070483748933268*pi,0.2221412660172855*pi,3.954393401211452*pi) q[3],q[8];\nRxxyyzz(0.3536087264456804*pi,0.16151260186019645*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4024412021492493*pi,0.33139470154421913*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3645659822080294*pi,0.25292668307308697*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.3849189042262094*pi,0.32441979712538727*pi,0.09077092639043487*pi) q[13],q[14];\nu3(3.3848350548058024*pi,2.5159602810339496*pi,3.5421473213291397*pi) q[0];\nu3(3.430207527782116*pi,-0.2787368164101871*pi,1.0308000212437538*pi) q[1];\nu3(3.7772715092969595*pi,0.0756116990488992*pi,1.8871587191952397*pi) q[2];\nu3(3.672301557385028*pi,3.3117425251386914*pi,0.6871909668135974*pi) q[3];\nu3(3.8781910027947286*pi,1.0157703022307394*pi,2.406820802565664*pi) q[4];\nu3(3.331694197368658*pi,0.4463968076441328*pi,0.6169200686914563*pi) q[5];\nu3(3.3436748628164206*pi,3.237714721830283*pi,2.1455952090779475*pi) q[6];\nu3(3.368126573242538*pi,-0.28428378925532805*pi,2.3714213901918395*pi) q[7];\nu3(3.4774448860688882*pi,0.0007731445377441304*pi,1.1228499013419853*pi) q[8];\nu3(3.0689164270261755*pi,2.566517030692192*pi,4.336609185421462*pi) q[10];\nu3(3.5326290332037464*pi,0.9141103982896348*pi,1.459239014181079*pi) q[11];\nu3(3.7449146589789177*pi,2.915610849483742*pi,2.1344105127073805*pi) q[12];\nu3(3.415988654297208*pi,2.3925614224604503*pi,3.63974746865579*pi) q[13];\nu3(3.2424819644842375*pi,-0.259617609499087*pi,3.2760511735271614*pi) q[14];\nu3(3.2124346012200875*pi,0.0816331609328339*pi,1.113295859123069*pi) q[15];\nu3(3.2319745154365735*pi,3.2057797012765494*pi,0.8218315559303944*pi) q[16];\nRxxyyzz(0.33379439306256*pi,0.155272556626199*pi,3.9137957053002506*pi) q[0],q[1];\nRxxyyzz(0.4081402973965801*pi,0.20891888115153734*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.35985725720032935*pi,0.22055285053793394*pi,0.12138730104897721*pi) q[13],q[4];\nRxxyyzz(0.46193119160402496*pi,0.32673504325272784*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4670672076529899*pi,0.3343275814009097*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4441909669070315*pi,0.2708132850856586*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.33816781522481953*pi,0.22356906873054605*pi,0.0*pi) q[14],q[12];\nu3(3.601191699938923*pi,2.4617916743495822*pi,1.1620060917922261*pi) q[0];\nu3(3.774219482093451*pi,2.167669958455175*pi,1.7970190938295463*pi) q[1];\nu3(3.7313646992111975*pi,-0.42882777544615314*pi,4.278918280543274*pi) q[2];\nu3(3.8625079431588367*pi,-0.317507754816824*pi,3.785320370989291*pi) q[4];\nu3(3.3333873748756657*pi,1.1287015770641835*pi,1.6144803059235944*pi) q[5];\nu3(3.247994176419471*pi,-0.47079081364012243*pi,0.879340767997112*pi) q[6];\nu3(3.1459897303384947*pi,-0.38226667215341825*pi,1.9642356288571379*pi) q[7];\nu3(3.6923417108088215*pi,-0.2160856944956473*pi,2.111400184298482*pi) q[9];\nu3(3.0639034045620037*pi,1.183542326550114*pi,1.8530805360061404*pi) q[11];\nu3(3.8593594396357176*pi,-0.36631494710962076*pi,1.15659681089896*pi) q[12];\nu3(3.2776725719150894*pi,3.3220913956722837*pi,3.1900417990837355*pi) q[13];\nu3(3.5425838390213884*pi,0.5724014717004411*pi,4.3240644123590215*pi) q[14];\nu3(3.3248652775711434*pi,3.4703273551381297*pi,4.39947129474656*pi) q[15];\nu3(3.447126636034759*pi,2.2058758453395235*pi,1.5691407163682682*pi) q[16];\nRxxyyzz(0.47443085351712944*pi,0.24538988715057197*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4180925778019403*pi,0.35462545427852205*pi,0.12445585124578516*pi) q[16],q[1];\nRxxyyzz(0.4599867036577392*pi,0.2696759486753563*pi,0.10431889014545707*pi) q[2],q[4];\nRxxyyzz(0.44320871760233943*pi,0.274137249078148*pi,3.8854270695198103*pi) q[3],q[5];\nRxxyyzz(0.4521718216139142*pi,0.26529478204133705*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.19429595013652934*pi,0.1182317793762293*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.32544259928720987*pi,0.21692246580456098*pi,3.925699414884031*pi) q[15],q[9];\nRxxyyzz(0.4053143633538199*pi,0.14809050019382736*pi,0.10012888951585067*pi) q[13],q[14];\nu3(3.7617990446768537*pi,2.9861845148627415*pi,1.72408255232354*pi) q[0];\nu3(3.7066596587804908*pi,0.3247039682449615*pi,4.368316673998132*pi) q[1];\nu3(3.4133875211545837*pi,-0.21494010018225235*pi,4.290227756410143*pi) q[2];\nu3(3.5294006303897762*pi,-0.06357763409293621*pi,1.9786282552108585*pi) q[3];\nu3(3.208841143874957*pi,-0.318167657713639*pi,3.641423939685838*pi) q[4];\nu3(3.5210022245392802*pi,2.5852641762313784*pi,0.9961943741850074*pi) q[5];\nu3(3.5174995251013366*pi,1.007621925639472*pi,1.784963332948574*pi) q[6];\nu3(3.459696300956689*pi,-0.09767917959121852*pi,3.982816270058105*pi) q[7];\nu3(3.7346861799744158*pi,0.09512426329413004*pi,1.3189705566341785*pi) q[8];\nu3(3.5493031931045973*pi,2.173485256302202*pi,1.3678285094161227*pi) q[9];\nu3(3.6810208148356134*pi,3.217405926972012*pi,1.4734753079840432*pi) q[10];\nu3(3.459388615216119*pi,2.5846229323097463*pi,4.462505371713174*pi) q[12];\nu3(3.52421458729323*pi,2.78900187766041*pi,1.7329403926545655*pi) q[13];\nu3(3.049710924575395*pi,3.3990232389351513*pi,1.5871314938112149*pi) q[14];\nu3(3.7127523259344173*pi,-0.3824656273400374*pi,2.1719308327811424*pi) q[15];\nu3(3.694263643634981*pi,0.8823847548096198*pi,4.209175015878213*pi) q[16];\nRxxyyzz(0.3909563784489794*pi,0.13658319293863383*pi,3.9374061611175*pi) q[0],q[2];\nRxxyyzz(0.4256535213880501*pi,0.20117971777086652*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.36227899749560055*pi,0.1638154198727526*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3645704602897196*pi,0.2719037140686189*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4567899393851702*pi,0.38174882779798747*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.34866815667379003*pi,0.23433253229072826*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3601631432976299*pi,0.26602883384695586*pi,3.9380473017308995*pi) q[12],q[11];\nRxxyyzz(0.39979711817221997*pi,0.20803400681036888*pi,0.0*pi) q[13],q[15];\nu3(3.8998380162936375*pi,3.118205790354028*pi,1.7205872252332433*pi) q[0];\nu3(3.0778884008336567*pi,2.6461786285146514*pi,1.6387885760359822*pi) q[1];\nu3(3.718893298197637*pi,2.645137635406589*pi,2.0865842677193*pi) q[2];\nu3(3.131965957650145*pi,3.484194652764511*pi,1.4140682156584643*pi) q[3];\nu3(3.3784735436832003*pi,-0.06694507708773484*pi,1.0905862229063912*pi) q[4];\nu3(3.4792635259045492*pi,3.2240794053726107*pi,2.0757821600784956*pi) q[5];\nu3(3.2592429689400246*pi,3.2027261158227533*pi,3.9497074392837406*pi) q[6];\nu3(3.4110615459082174*pi,2.928639963837008*pi,0.6124025135504215*pi) q[8];\nu3(3.834114590060948*pi,1.0007372803403198*pi,1.7636807673182786*pi) q[9];\nu3(3.4934255750485383*pi,0.6563441613424148*pi,2.4712584173963195*pi) q[10];\nu3(3.748416069419411*pi,2.9380965924558704*pi,1.0628583090141903*pi) q[11];\nu3(3.7450543672142595*pi,-0.23888369741024718*pi,1.0340690635060346*pi) q[12];\nu3(3.6335101387888487*pi,3.017053409266475*pi,0.5038481310413383*pi) q[13];\nu3(3.1112440938061603*pi,2.129417926965493*pi,2.1195171877519603*pi) q[14];\nu3(3.6721589118296087*pi,0.09030434652582142*pi,4.035625654436185*pi) q[15];\nu3(3.707867770618436*pi,0.49650861909761157*pi,0.5013374752332005*pi) q[16];\nRxxyyzz(0.29669253293086095*pi,0.15870594572594965*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3236966056722098*pi,0.21378403269021096*pi,0.0643307764212846*pi) q[1],q[15];\nRxxyyzz(0.42730766138894977*pi,0.14774276287344884*pi,3.9271488013371503*pi) q[2],q[4];\nRxxyyzz(0.41728403308342*pi,0.37197025953248886*pi,3.73791558948792*pi) q[3],q[9];\nRxxyyzz(0.3652321368236595*pi,0.23322319256154356*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.44235600776274*pi,0.19517662100967093*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.45030010510734886*pi,0.14156801919521844*pi,0.0*pi) q[12],q[14];\nRxxyyzz(0.4449431892112896*pi,0.14267461890940691*pi,0.0*pi) q[13],q[16];\nu3(3.6213226906714713*pi,3.118272247146509*pi,0.5742990444217041*pi) q[0];\nu3(3.8944093407649594*pi,2.5610487247493348*pi,1.540955674761398*pi) q[1];\nu3(3.3629396594724117*pi,-0.09410492055627362*pi,1.7099325276903938*pi) q[2];\nu3(3.967109782155205*pi,3.0339753338673345*pi,1.1636526896020496*pi) q[3];\nu3(3.252861812419316*pi,-0.030948136123457926*pi,2.1514307848985905*pi) q[4];\nu3(3.8036360555312196*pi,-0.37419169755282855*pi,1.2366576313317887*pi) q[5];\nu3(3.395330479430977*pi,3.1478886774590333*pi,0.9980028264323697*pi) q[7];\nu3(3.4242202740990484*pi,2.503229582639067*pi,0.7411410207366474*pi) q[8];\nu3(3.483112690533363*pi,3.272968111879387*pi,4.446586954418013*pi) q[9];\nu3(3.7735908783860803*pi,-0.06253122727989258*pi,2.2053389136752983*pi) q[10];\nu3(3.375082810239871*pi,3.0378682063510904*pi,1.9828369061775268*pi) q[11];\nu3(3.658351813777862*pi,3.388718370651794*pi,0.6668400971760824*pi) q[12];\nu3(3.4611270731660286*pi,-0.014611994482800705*pi,1.5137361647774072*pi) q[13];\nu3(3.6320695286428637*pi,3.2440177615631915*pi,0.7776010449758224*pi) q[14];\nu3(3.7454414975042285*pi,0.0004015455195983675*pi,0.892534641729126*pi) q[15];\nu3(3.7052563883684404*pi,2.9461302856617024*pi,1.9089188981334493*pi) q[16];\nRxxyyzz(0.44527590875711975*pi,0.30045287222732187*pi,0.06484554484150531*pi) q[0],q[9];\nRxxyyzz(0.46063694196968*pi,0.2686030891511505*pi,3.9215313517983597*pi) q[2],q[7];\nRxxyyzz(0.3748713513580094*pi,0.17718105214945412*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.3209916036271093*pi,0.20156410210271858*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.4531225625929597*pi,0.30880067094192065*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.27922057175511805*pi,0.19902181808355268*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.45693932982248964*pi,0.23598505824904478*pi,0.07305582662713303*pi) q[8],q[12];\nRxxyyzz(0.4494461405857969*pi,0.2820682798502343*pi,0.0*pi) q[14],q[16];\nu3(3.5557054023457697*pi,0.6700968226728945*pi,3.7652180493308474*pi) q[0];\nu3(3.6814525519909407*pi,1.7254638334351586*pi,2.3413556395843376*pi) q[2];\nu3(3.7634927029032035*pi,0.17617209565698955*pi,2.116833170464017*pi) q[3];\nu3(3.5713326233966516*pi,-0.3902292232386657*pi,0.7725009278238262*pi) q[4];\nu3(3.261148129747029*pi,2.9406685601632407*pi,1.4710494890054473*pi) q[5];\nu3(3.3928928478989797*pi,0.9104259638259851*pi,1.0474016087508913*pi) q[6];\nu3(3.4028070790916454*pi,1.2443457569988317*pi,1.7134525570630461*pi) q[7];\nu3(3.6829867833722725*pi,0.1609528498795606*pi,0.5309037607914304*pi) q[8];\nu3(3.2150447276294964*pi,3.3870267778738246*pi,0.9514107130258712*pi) q[9];\nu3(3.1770935499923576*pi,0.9988510537826738*pi,3.9766628462093028*pi) q[10];\nu3(3.4582354901311514*pi,2.3009360902517546*pi,1.0595562928180677*pi) q[11];\nu3(3.33587819139722*pi,1.8101357369876268*pi,0.7167870466172143*pi) q[12];\nu3(3.2065661911715373*pi,-0.20634205031532193*pi,0.5834486897476974*pi) q[13];\nu3(3.4233088936844247*pi,2.8502385014138367*pi,0.8700515962256304*pi) q[14];\nu3(3.6658154766607582*pi,-0.4900386235419495*pi,4.0720562868571895*pi) q[15];\nu3(3.1461299699709184*pi,0.1288406733240247*pi,0.5837827389039854*pi) q[16];\nRxxyyzz(0.37099162416279974*pi,0.1631711254664001*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4512901930559395*pi,0.2530028298079663*pi,0.06592745835406756*pi) q[1],q[9];\nRxxyyzz(0.4437947654842499*pi,0.2921775858918727*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4656240196043687*pi,0.21177224651119442*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.3492729447343704*pi,0.25919043932692165*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.28508497812075884*pi,0.12427903820857567*pi,0.0*pi) q[15],q[7];\nu3(3.3298445435561255*pi,-0.4874995644395459*pi,1.2906114041246877*pi) q[0];\nu3(3.5796536153355114*pi,3.327264485688585*pi,3.403041118024042*pi) q[1];\nu3(3.647205206134543*pi,-0.1698707198627224*pi,1.7889328247400202*pi) q[2];\nu3(3.5296786118293086*pi,-0.45040294916170887*pi,1.1426141604662432*pi) q[3];\nu3(3.4183775663633953*pi,2.6955070485333943*pi,0.5674356486141736*pi) q[4];\nu3(3.6225865417970335*pi,1.9167004777766237*pi,1.6059469902112031*pi) q[5];\nu3(3.7370327241978276*pi,1.212670869644501*pi,1.6833505053495514*pi) q[7];\nu3(3.077361044557443*pi,-0.14132191852738674*pi,3.0635659364757157*pi) q[9];\nu3(3.7974049547129427*pi,2.956814155856794*pi,0.8688652609076929*pi) q[11];\nu3(3.4652789495599334*pi,2.861506765254104*pi,0.5028939361954379*pi) q[14];\nu3(3.365337493786603*pi,-0.022723212778538615*pi,1.2685032044720306*pi) q[15];\nu3(3.559902278354321*pi,0.30541526248721995*pi,0.7611765133902231*pi) q[16];\nRxxyyzz(0.39146450463656024*pi,0.13287131108918326*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4086719052157396*pi,0.24842662864686954*pi,3.92899187952266*pi) q[1],q[15];\nRxxyyzz(0.41789776050003036*pi,0.16251166955026464*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.47693146269504016*pi,0.30069278783619524*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4386430352450398*pi,0.21010126450565852*pi,0.0472166187630822*pi) q[6],q[4];\nRxxyyzz(0.46299815592153937*pi,0.3208488433023018*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.3461902463561296*pi,0.22016138316146372*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.3154816789576697*pi,0.24790297818578244*pi,0.078741899257051*pi) q[13],q[14];\nu3(3.376960397467258*pi,3.16522352688646*pi,0.7904429247424196*pi) q[0];\nu3(3.724871657059569*pi,-0.06256551151263301*pi,1.663243900841624*pi) q[1];\nu3(3.195388851721043*pi,2.850664024386373*pi,0.7175346161316822*pi) q[2];\nu3(3.3516099150882805*pi,3.2677818840118116*pi,0.5476236698730346*pi) q[3];\nu3(3.086943313354214*pi,-0.4816438161434017*pi,4.009611437608345*pi) q[4];\nu3(3.160545501361346*pi,-0.4479991446770239*pi,1.1801095072417014*pi) q[5];\nu3(3.6343457372043266*pi,1.0156588152091994*pi,0.8661712410322006*pi) q[6];\nu3(3.498681374549453*pi,3.4555449614116114*pi,1.5652582340697403*pi) q[7];\nu3(3.6289244662252043*pi,-0.17964183024248936*pi,3.9613403412602253*pi) q[8];\nu3(3.4770095224110484*pi,0.10312486752932482*pi,1.297776520317222*pi) q[9];\nu3(3.513775910230269*pi,3.0723775749477538*pi,1.2817697364076333*pi) q[10];\nu3(3.7948732907531175*pi,3.1109908885662754*pi,4.491556995858073*pi) q[12];\nu3(3.3285250049497077*pi,-0.4699784032404194*pi,0.5640549995361934*pi) q[13];\nu3(3.231527079090822*pi,0.49914138912674955*pi,4.184447786824421*pi) q[14];\nu3(3.40550115635151*pi,-0.057974260158631497*pi,1.3267796367620628*pi) q[15];\nu3(3.7395366128942142*pi,-0.3559761560440645*pi,4.328382615453091*pi) q[16];\nRxxyyzz(0.38039645714500037*pi,0.3304868667030172*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.45958802446657976*pi,0.3149189054175631*pi,0.08483188884548205*pi) q[1],q[16];\nRxxyyzz(0.4418763481463902*pi,0.22007239875596307*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.41903914631109*pi,0.14440452253496766*pi,3.95715803336719*pi) q[8],q[3];\nRxxyyzz(0.4676129829298694*pi,0.20374800774797086*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.49089535010520724*pi,0.2857545778623811*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.36858610452246043*pi,0.21187825886982392*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4121761785321899*pi,0.28431031449715194*pi,0.0*pi) q[15],q[14];\nu3(3.237539661003046*pi,-0.23909139120207923*pi,1.5941924886294285*pi) q[0];\nu3(3.5401719344953424*pi,1.654422053131956*pi,4.474362420641989*pi) q[1];\nu3(3.6079723861821784*pi,3.478482461650958*pi,2.1354715082733398*pi) q[2];\nu3(3.685090086976377*pi,2.5910562610234056*pi,2.4518158356712276*pi) q[3];\nu3(3.8766908958739323*pi,3.438591813811535*pi,1.6741818231215366*pi) q[4];\nu3(3.7067791331209596*pi,-0.07502610540860088*pi,0.8802713957109901*pi) q[5];\nu3(3.3033035588658297*pi,2.7242827493531796*pi,1.068806613325965*pi) q[7];\nu3(3.2713943175735354*pi,3.0566828063682316*pi,2.38138888886893*pi) q[8];\nu3(3.566275148516892*pi,0.43981782915144685*pi,2.2774195736365765*pi) q[9];\nu3(3.3513673636881522*pi,0.7420367751105565*pi,0.9048038484025536*pi) q[10];\nu3(3.3504213347061955*pi,0.1365868662422024*pi,2.116255242672896*pi) q[11];\nu3(3.3718591677803538*pi,0.581566258869803*pi,0.8589926277547356*pi) q[12];\nu3(3.625124247631796*pi,-0.1822093059930579*pi,2.3574336135809295*pi) q[13];\nu3(3.3471494915100495*pi,0.7505729813709134*pi,1.8241546869787126*pi) q[14];\nu3(3.620531848275588*pi,0.988207604518794*pi,1.972482624166299*pi) q[15];\nu3(3.6726361535040337*pi,1.8949739886672772*pi,4.3234654808152415*pi) q[16];\nRxxyyzz(0.39499413605603884*pi,0.22713194219793886*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.42401862875346985*pi,0.265664721036447*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.39590754160921005*pi,0.3185564016671265*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.28927823095224*pi,0.21605989666336312*pi,0.15481574883928495*pi) q[3],q[5];\nRxxyyzz(0.38380512746154993*pi,0.23926069645931414*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.41236810691941983*pi,0.3574749026354471*pi,3.9115944427502196*pi) q[8],q[10];\nRxxyyzz(0.43946721075594997*pi,0.2704712562065643*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.3487831484378*pi,0.245789549715701*pi,0.0*pi) q[16],q[14];\nu3(3.661974153129623*pi,-0.22501044903811462*pi,4.144562987380491*pi) q[0];\nu3(3.749455643388682*pi,3.45675536480823*pi,0.6174923264924752*pi) q[1];\nu3(3.47767016609094*pi,3.462857483034161*pi,2.3250384838299003*pi) q[2];\nu3(3.1662086778335756*pi,-0.043050046810422904*pi,3.7914417334061605*pi) q[3];\nu3(3.255155016407948*pi,-0.49107831178805916*pi,3.813747509620026*pi) q[4];\nu3(3.7685466871379205*pi,2.591550859239464*pi,4.048270540897624*pi) q[5];\nu3(3.794519510796443*pi,2.8280878285549567*pi,0.5880686253031318*pi) q[6];\nu3(3.225111536403195*pi,3.4780030141959966*pi,1.2784904650279483*pi) q[8];\nu3(3.33795011615553*pi,-0.3977281951958719*pi,4.420778385262375*pi) q[9];\nu3(3.9210958929913526*pi,-0.45907478441501337*pi,1.326190392837022*pi) q[10];\nu3(3.576248004334396*pi,0.9655055468067504*pi,1.2868994875021051*pi) q[11];\nu3(3.630694582566942*pi,1.9181068394053922*pi,1.2001395955075478*pi) q[12];\nu3(3.3101335838690487*pi,1.9348828305947898*pi,1.2462592783753352*pi) q[13];\nu3(3.769523889423169*pi,0.2924535890928355*pi,0.5473110907297534*pi) q[14];\nu3(3.507811536665296*pi,2.5533976236603637*pi,1.6522395709402626*pi) q[15];\nu3(3.139299619915443*pi,-0.23860946801943617*pi,4.088812387817982*pi) q[16];\nRxxyyzz(0.4139007698979502*pi,0.2660292858846113*pi,3.9508764747786493*pi) q[0],q[4];\nRxxyyzz(0.4314962590119002*pi,0.32452533921527443*pi,0.10424601659758519*pi) q[1],q[13];\nRxxyyzz(0.4409228898772799*pi,0.3052137999562863*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3895211706125944*pi,0.09747351183053254*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4309242113307411*pi,0.2567859811828376*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.3938885466185693*pi,0.16610926057998396*pi,3.9581751254704405*pi) q[7],q[10];\nRxxyyzz(0.44815978814631574*pi,0.37380856076508095*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.2859557576033898*pi,0.09855199572480888*pi,0.053760801944124026*pi) q[11],q[16];\nu3(3.271561516969337*pi,-0.31104510644180333*pi,2.137708337562945*pi) q[0];\nu3(3.2184705691226743*pi,0.15031807304292066*pi,3.623058631946093*pi) q[1];\nu3(3.43795069338441*pi,0.387140203431493*pi,0.7861805870826588*pi) q[3];\nu3(3.601254974818878*pi,2.010179460721928*pi,2.3959985106695307*pi) q[4];\nu3(3.324318289901286*pi,3.1225810991822405*pi,0.6394431225443769*pi) q[5];\nu3(3.791276541374023*pi,2.8900154823161968*pi,1.5029468643778825*pi) q[6];\nu3(3.205912589915594*pi,0.1632080334039645*pi,1.2137292083537528*pi) q[7];\nu3(3.283701739554747*pi,-0.2566308653470938*pi,0.7741938101160168*pi) q[8];\nu3(3.51810040131552*pi,0.981771928414878*pi,4.314879003008938*pi) q[9];\nu3(3.3731742203000934*pi,2.9081935434431294*pi,1.7595699718464006*pi) q[10];\nu3(3.6591037633347554*pi,-0.03628402903902617*pi,1.6425279875941237*pi) q[11];\nu3(3.6815870933926274*pi,-0.3689066581602948*pi,3.43055630170875*pi) q[12];\nu3(3.681906395254515*pi,2.0484479438560124*pi,4.3080873450938135*pi) q[13];\nu3(3.341104469546307*pi,0.2066479489959071*pi,1.407968210603836*pi) q[14];\nu3(3.298775549920023*pi,-0.24395723840206635*pi,1.993189674096939*pi) q[15];\nu3(3.5446191020838365*pi,-0.169234685080084*pi,1.1445142619219144*pi) q[16];\nRxxyyzz(0.43975899723726997*pi,0.16366080014619*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.44277512686142995*pi,0.25144745550567493*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4265324823470502*pi,0.24114680947927525*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.37614410068808024*pi,0.28772894462688997*pi,3.8068650754433904*pi) q[10],q[3];\nRxxyyzz(0.390119696570026*pi,0.2168404750482409*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.31805460357356086*pi,0.127618592726642*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4673638020035301*pi,0.2548001620133872*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.28029602505365814*pi,0.09902562953605898*pi,0.0*pi) q[12],q[14];\nu3(3.506594694911485*pi,-0.11871399360385682*pi,4.25444238123827*pi) q[0];\nu3(3.790483142578775*pi,0.3382723574434149*pi,1.5516919694510622*pi) q[1];\nu3(3.4855640276547986*pi,2.5669137489060363*pi,0.7077860193681358*pi) q[2];\nu3(3.703363060979631*pi,0.08210382098692648*pi,0.6705960377696045*pi) q[3];\nu3(3.462762897462236*pi,2.950227483218511*pi,0.9143110027334953*pi) q[4];\nu3(3.8215955409644096*pi,3.4102039270273012*pi,0.8445640114331603*pi) q[5];\nu3(3.2036539240651494*pi,0.869887036325776*pi,1.1203685676548871*pi) q[6];\nu3(3.350085579979191*pi,2.0239213682702717*pi,0.6998979234170515*pi) q[7];\nu3(3.428378807806507*pi,0.4373314294560464*pi,0.8477159778222876*pi) q[9];\nu3(3.5185180206448075*pi,3.318523347724412*pi,1.0525165033895258*pi) q[10];\nu3(3.6707030131751344*pi,2.813250412347888*pi,4.3668216003556335*pi) q[11];\nu3(3.6560646478476833*pi,3.2702229635699473*pi,0.612313139727672*pi) q[12];\nu3(3.2391368140849854*pi,1.0845858411769123*pi,1.7087475318111056*pi) q[13];\nu3(3.6341151495416906*pi,2.754514258708915*pi,1.3764973039865085*pi) q[14];\nu3(3.7242700371064297*pi,2.523684255246213*pi,0.5477616302205176*pi) q[15];\nu3(3.6415185613979992*pi,2.9971423003432074*pi,1.3232390508471759*pi) q[16];\nRxxyyzz(0.43691611486636006*pi,0.355543047507185*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.44978342968222407*pi,0.33346218597274213*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.34195459040035947*pi,0.20703507270058186*pi,3.851449048489501*pi) q[8],q[3];\nRxxyyzz(0.40663604796152*pi,0.3149687420926739*pi,0.11528795365222659*pi) q[7],q[5];\nRxxyyzz(0.46977206613708955*pi,0.2141124199745159*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.4274888646600593*pi,0.3262111884987404*pi,3.91945176994089*pi) q[14],q[11];\nRxxyyzz(0.48484658475670395*pi,0.13442823729719167*pi,0.0*pi) q[16],q[13];\nu3(3.7734372063074835*pi,3.1979006243891646*pi,1.0899917884810573*pi) q[0];\nu3(3.4250125090432846*pi,2.19066098939055*pi,1.0402066215416297*pi) q[1];\nu3(3.130156701982938*pi,2.1305616836565497*pi,0.5633138621411318*pi) q[2];\nu3(3.9228954511520326*pi,0.17100572990214258*pi,1.0854127444920538*pi) q[3];\nu3(3.2684005070448405*pi,2.4240812702020778*pi,4.019796549986685*pi) q[5];\nu3(3.3899366143819876*pi,0.3885296367374911*pi,3.93374436472644*pi) q[6];\nu3(3.316114433645952*pi,2.099501793900007*pi,0.7628847668766915*pi) q[7];\nu3(3.6871926404484334*pi,3.2125911148036743*pi,4.238094049518318*pi) q[8];\nu3(3.4554294868098854*pi,3.0123527146199933*pi,0.6938292851642176*pi) q[10];\nu3(3.5179910232521725*pi,0.9192228059716476*pi,2.348710036669162*pi) q[11];\nu3(3.723498094886746*pi,3.2233989950903132*pi,4.047830732974722*pi) q[12];\nu3(3.2354172004936497*pi,0.1779139110274397*pi,0.9845600269861892*pi) q[13];\nu3(3.8559850700559326*pi,1.273653524236238*pi,2.491199335215683*pi) q[14];\nu3(3.7422801439967417*pi,3.2931896236360223*pi,1.1252194415097885*pi) q[16];\nmeasure q[2] -> c[12];\nRxxyyzz(0.3758596932801597*pi,0.28527288405338935*pi,3.9600066901541506*pi) q[0],q[3];\nRxxyyzz(0.44809520166491956*pi,0.28990022942337634*pi,0.09506938065853433*pi) q[8],q[1];\nRxxyyzz(0.3681602415481203*pi,0.17813829967375494*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.3759957713246696*pi,0.2934736066049391*pi,3.8663564266608805*pi) q[13],q[5];\nRxxyyzz(0.34798348137224966*pi,0.15116226130559873*pi,0.0609286826582256*pi) q[15],q[6];\nRxxyyzz(0.4565128748621095*pi,0.3461053147350469*pi,0.06326607117534287*pi) q[7],q[9];\nRxxyyzz(0.42309773313701976*pi,0.21281115542748313*pi,0.18892667392744042*pi) q[11],q[10];\nRxxyyzz(0.3851723638403993*pi,0.1870720052459997*pi,0.12124191433588126*pi) q[16],q[12];\nu3(3.7306072604075045*pi,3.0957349864860433*pi,1.2595282591309402*pi) q[0];\nu3(3.2822422410565006*pi,0.6376317529552633*pi,3.4444217784744375*pi) q[1];\nu3(3.1489730707714587*pi,2.1612193702982743*pi,0.9356928317373385*pi) q[3];\nu3(3.5725904626318683*pi,0.7287558095798317*pi,2.1119274550338454*pi) q[4];\nu3(3.1850884088025726*pi,0.08991638547025982*pi,1.2579826210756204*pi) q[5];\nu3(2.911789920526945*pi,3.0414679135166045*pi,4.096432425200183*pi) q[6];\nu3(3.579601669934364*pi,2.834793704112695*pi,4.121271312833592*pi) q[7];\nu3(3.7686386408512154*pi,0.2883509639931232*pi,3.5017601419386497*pi) q[8];\nu3(3.7868901398567267*pi,2.652744202798525*pi,0.9841597492605185*pi) q[9];\nu3(3.3963180450644406*pi,-0.19584034587248755*pi,3.46637269877941*pi) q[10];\nu3(3.10492647736511*pi,1.9288108259714916*pi,0.7161489056058558*pi) q[11];\nu3(3.646825042173934*pi,1.5445544065117405*pi,0.839545645242442*pi) q[12];\nu3(3.53526889892673*pi,2.4318227168921043*pi,2.4930265140820733*pi) q[13];\nu3(3.5625332551190056*pi,3.069219450141514*pi,4.006563669822783*pi) q[14];\nu3(3.360144645875436*pi,0.22276733991273556*pi,1.7241758429397587*pi) q[15];\nu3(3.5749576033726624*pi,0.09992998023214839*pi,3.146184993868092*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[11] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[15] -> c[5];\nmeasure q[1] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[16] -> c[9];\nmeasure q[3] -> c[10];\nmeasure q[6] -> c[11];\nmeasure q[4] -> c[13];\nmeasure q[9] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[12] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.2757759681740493*pi,0.30149149204502856*pi,1.0183048082007464*pi) q[0];\nu3(3.7625421635737792*pi,3.4163979780842286*pi,3.4413646352569973*pi) q[1];\nu3(3.4591337107450455*pi,-0.48815714517895226*pi,2.0019085105623464*pi) q[2];\nu3(3.427745855211408*pi,3.335939385429685*pi,3.5270123765101626*pi) q[3];\nu3(3.0783917217298393*pi,2.3845584810123643*pi,1.8925129124418323*pi) q[4];\nu3(3.2413285200869244*pi,-0.47380287869691784*pi,3.107921999101676*pi) q[5];\nu3(3.6032377027786713*pi,2.8087772680812093*pi,2.8698636175157204*pi) q[6];\nu3(3.6385566481918454*pi,0.6346750975283963*pi,1.1157749178280616*pi) q[7];\nu3(3.3900247803878476*pi,2.632337645963289*pi,4.392245024704051*pi) q[8];\nu3(3.786656734818417*pi,2.5152328309581353*pi,0.6516221286459487*pi) q[9];\nu3(3.8173615130574525*pi,1.1492177788814693*pi,0.6471607940336059*pi) q[10];\nu3(3.548315501496944*pi,0.464877184066116*pi,3.835721443107974*pi) q[11];\nu3(3.7801923688777763*pi,3.0586396622103127*pi,3.752125934159133*pi) q[12];\nu3(3.8009476091947207*pi,-0.10637398272509019*pi,3.4415713846810396*pi) q[13];\nu3(3.369362928724283*pi,2.8438164962281025*pi,1.4305406908804894*pi) q[14];\nu3(3.619009151759965*pi,0.029897577369800032*pi,0.75389872348173*pi) q[15];\nu3(3.7519739572543416*pi,-0.022527890709577947*pi,0.8383480085457351*pi) q[16];\nRxxyyzz(0.3019476430698597*pi,0.15578636734600915*pi,3.93264725046806*pi) q[0],q[15];\nRxxyyzz(0.4078267655152868*pi,0.22719461011231526*pi,3.913171492403662*pi) q[1],q[14];\nRxxyyzz(0.45746098825928966*pi,0.3331195963435099*pi,3.948057782450681*pi) q[2],q[9];\nRxxyyzz(0.42287685277634124*pi,0.23142658484158318*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3557477103438802*pi,0.23220085692909187*pi,3.934561945000249*pi) q[4],q[10];\nRxxyyzz(0.4404327617087218*pi,0.26347253970298146*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.45012010928582*pi,0.38168866607383156*pi,0.07146088344685442*pi) q[6],q[8];\nRxxyyzz(0.35106627578369065*pi,0.13844909164508*pi,0.0*pi) q[13],q[16];\nu3(3.1747430876312*pi,0.18110812505591845*pi,1.7887004474097834*pi) q[0];\nu3(3.662678620047892*pi,3.1381988628653334*pi,1.1089167515854865*pi) q[1];\nu3(3.762374508373167*pi,2.7407879240678352*pi,1.7699588837826692*pi) q[2];\nu3(3.505420988225463*pi,3.227612447773489*pi,0.769863596169289*pi) q[3];\nu3(3.4770282500190124*pi,0.4097699403777535*pi,4.35677665730066*pi) q[4];\nu3(3.5807982094918156*pi,0.4706043784601984*pi,0.5183500697354876*pi) q[5];\nu3(3.244568567834441*pi,1.091450984064681*pi,1.6618661626014768*pi) q[6];\nu3(3.4414552505947498*pi,2.555499988167147*pi,1.9266259656070974*pi) q[7];\nu3(3.355487547509218*pi,0.016464081924257634*pi,3.0559632271375663*pi) q[8];\nu3(3.916682712770736*pi,-0.2988226491805217*pi,1.8080580565656859*pi) q[9];\nu3(3.5470747947344465*pi,3.2632741672867955*pi,1.10558453261656*pi) q[10];\nu3(3.409140823445825*pi,1.9550387118749915*pi,1.765987833012825*pi) q[12];\nu3(3.355823493099398*pi,2.1040179975604483*pi,0.7809016823060078*pi) q[13];\nu3(3.399303967966555*pi,0.2547174877109152*pi,1.7809932548452467*pi) q[14];\nu3(3.470041934635474*pi,2.984965785313876*pi,0.9187397504508632*pi) q[15];\nu3(3.5915116455761824*pi,2.4340447678452133*pi,2.257539142394675*pi) q[16];\nRxxyyzz(0.3344647616878543*pi,0.1662341465939141*pi,0.09258996357502891*pi) q[0],q[9];\nRxxyyzz(0.41836461809503966*pi,0.26914073484205714*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4482569724196196*pi,0.2770728598244845*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.41834072190944016*pi,0.30362188418783376*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.3731693389132601*pi,0.18742525508907706*pi,3.8460546599297207*pi) q[8],q[11];\nRxxyyzz(0.40170574103744017*pi,0.07238622425887731*pi,0.0*pi) q[10],q[13];\nu3(3.1910072386606223*pi,-0.0162011888432243*pi,3.6688391664013285*pi) q[0];\nu3(3.520747819372387*pi,3.157388248737632*pi,0.6245239165615757*pi) q[2];\nu3(3.7116292791877625*pi,-0.18380224089477942*pi,0.5915463479421219*pi) q[4];\nu3(3.5224616691597967*pi,1.2466029087087773*pi,1.6369971612311116*pi) q[5];\nu3(3.75550831466264*pi,2.6941351285995054*pi,1.1016167732111468*pi) q[6];\nu3(3.656870380296338*pi,2.36929889745069*pi,1.927147826492781*pi) q[8];\nu3(3.125257656338135*pi,-0.3622690557482139*pi,4.179338662048675*pi) q[9];\nu3(3.4957627235271818*pi,2.9888741960153973*pi,0.9231579062435764*pi) q[10];\nu3(3.305190650066759*pi,0.1960072084345842*pi,2.0667477920025084*pi) q[11];\nu3(3.409543490444699*pi,2.783310642009104*pi,1.1663253225100423*pi) q[12];\nu3(3.4677236850046134*pi,3.3914241497759194*pi,1.0649446324491993*pi) q[13];\nu3(3.3800210495074143*pi,-0.28991348542133044*pi,1.0453376355143444*pi) q[16];\nRxxyyzz(0.4121892656016327*pi,0.18382098061777374*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4233204856044197*pi,0.23418812020812396*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.37025982928989987*pi,0.18996641074720574*pi,0.06027912315509361*pi) q[2],q[16];\nRxxyyzz(0.25323435929535*pi,0.11609417117837906*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4323673689328783*pi,0.27897121228120825*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4748256222344711*pi,0.1537186204788511*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.43861756214836056*pi,0.29891549389236416*pi,0.0*pi) q[12],q[15];\nu3(3.661707588773167*pi,1.0638524844001225*pi,1.4055659421092823*pi) q[0];\nu3(3.7206328576669656*pi,3.162539690566553*pi,1.192798844976942*pi) q[1];\nu3(3.616493685274352*pi,-0.16756621436817581*pi,0.8845709961207837*pi) q[2];\nu3(3.5235896409988237*pi,-0.49522780574786873*pi,1.9132929271288388*pi) q[4];\nu3(3.4040644381754377*pi,2.681095474110558*pi,1.3075369451798255*pi) q[5];\nu3(3.5857165541144624*pi,2.5784924981404087*pi,2.001132205658134*pi) q[6];\nu3(3.146683667004825*pi,2.170597381155809*pi,1.2760328445087685*pi) q[7];\nu3(3.8610150956843494*pi,0.23479891061037228*pi,0.8053103608864842*pi) q[8];\nu3(3.735174371728361*pi,-0.09078874027630751*pi,2.2915057417547064*pi) q[10];\nu3(3.5759890604808993*pi,-0.0741333017580802*pi,0.7464123520435578*pi) q[11];\nu3(3.501108028923489*pi,3.4861903103794574*pi,1.033082895752318*pi) q[12];\nu3(3.636659628783486*pi,1.6672566251981005*pi,1.382181830300444*pi) q[14];\nu3(3.2149686782767795*pi,-0.22655262058030146*pi,4.1474377962176225*pi) q[15];\nu3(3.695711903897378*pi,0.011113353757175704*pi,3.2156109615795243*pi) q[16];\nRxxyyzz(0.42824582702545577*pi,0.3498733898915769*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4830257347893502*pi,0.2805334043346728*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3658535982946397*pi,0.11758250524880243*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.45646614322703905*pi,0.312574283410577*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4202626192440101*pi,0.2902354580603772*pi,3.8303056034554004*pi) q[6],q[14];\nRxxyyzz(0.38970428144225056*pi,0.3598973679282461*pi,0.0875638929325109*pi) q[7],q[16];\nRxxyyzz(0.4164262822507898*pi,0.24250361288864083*pi,3.8840529645748*pi) q[11],q[12];\nu3(3.461935467694921*pi,-0.04697941278595019*pi,1.3194238679058228*pi) q[1];\nu3(3.6447817100577375*pi,0.12307146337586516*pi,1.4590965348596443*pi) q[2];\nu3(3.338996333656843*pi,2.3538658986070526*pi,1.4135272694902197*pi) q[3];\nu3(3.1924849469004006*pi,0.007047215415576513*pi,0.771581187636996*pi) q[4];\nu3(3.22897546975343*pi,2.417531546466865*pi,0.5862828748826774*pi) q[5];\nu3(3.748145409859952*pi,0.10819706911154714*pi,1.932589437537819*pi) q[6];\nu3(3.5327557420466724*pi,2.807990302782886*pi,3.984566836231182*pi) q[7];\nu3(3.782160133322152*pi,3.2535308657047786*pi,0.9130845890911576*pi) q[8];\nu3(3.147385062021638*pi,2.516730962958909*pi,2.4477731766047435*pi) q[9];\nu3(3.3215628189497175*pi,-0.38784154748890776*pi,1.1051036692873697*pi) q[11];\nu3(3.6706778955752872*pi,0.8978379978643525*pi,1.4570293595481854*pi) q[12];\nu3(3.221604088197839*pi,0.451106966238203*pi,1.92751219960479*pi) q[14];\nu3(3.7606090823338785*pi,2.786698339334778*pi,2.020060933987322*pi) q[15];\nu3(3.123367857399148*pi,0.7233829015219015*pi,3.787280694265176*pi) q[16];\nRxxyyzz(0.38090249576078694*pi,0.278888986499336*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.45078770255542*pi,0.40431057879079724*pi,3.842748713809581*pi) q[2],q[3];\nRxxyyzz(0.43692603269719377*pi,0.25158067853604305*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4591242328526702*pi,0.19359467487926502*pi,3.88058956576117*pi) q[5],q[8];\nRxxyyzz(0.38144631040020993*pi,0.17475673609557174*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.27951913398233946*pi,0.12063513693045902*pi,3.95038866624472*pi) q[7],q[12];\nRxxyyzz(0.366962398612499*pi,0.24632513600000647*pi,3.8634933955663495*pi) q[9],q[13];\nu3(3.1977679297675743*pi,-0.3661738814718709*pi,1.1016388769830412*pi) q[1];\nu3(3.5846473409619675*pi,0.3503654811257444*pi,1.8376016761543679*pi) q[2];\nu3(3.2959215953568948*pi,0.2847351489520993*pi,1.7850804580363646*pi) q[3];\nu3(3.6283947690197507*pi,-0.4562006459159931*pi,1.9102098774376375*pi) q[4];\nu3(3.8262067492961473*pi,-0.30679948546567415*pi,2.0787304320979247*pi) q[5];\nu3(3.501170539382989*pi,1.9591074358144125*pi,1.6659985657825147*pi) q[6];\nu3(3.9905687682094366*pi,3.3578278170380678*pi,1.8369400745478113*pi) q[7];\nu3(3.749514266501938*pi,1.1945080992364963*pi,0.7810955712951078*pi) q[8];\nu3(3.1452968619647446*pi,-0.4017436640916938*pi,1.8496328646255251*pi) q[9];\nu3(3.5204684735164715*pi,2.3746803456708983*pi,2.0298750193724544*pi) q[11];\nu3(3.45766299303505*pi,3.3868946711078447*pi,2.0404638603375913*pi) q[12];\nu3(3.8770905050874265*pi,0.21657162766650584*pi,0.7941532686745756*pi) q[13];\nu3(3.6364380151972417*pi,3.1810957182885273*pi,2.056923817759934*pi) q[14];\nu3(3.0692896642664254*pi,-0.4301085946865466*pi,4.383489456076793*pi) q[16];\nRxxyyzz(0.3875280739408198*pi,0.2962792479523002*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4623156220107498*pi,0.20679021484663918*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3418916502412994*pi,0.16111312191400007*pi,3.9105227612693803*pi) q[2],q[4];\nRxxyyzz(0.3466652702998002*pi,0.15873609943337819*pi,0.12539711599303072*pi) q[3],q[7];\nRxxyyzz(0.34695944596088946*pi,0.21090416995493755*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.45781795503864975*pi,0.2965006188274936*pi,0.18128103519050648*pi) q[10],q[6];\nRxxyyzz(0.4717177783925891*pi,0.2130721400487332*pi,0.0*pi) q[14],q[11];\nRxxyyzz(0.4358029702556*pi,0.1542304879024119*pi,0.0*pi) q[15],q[12];\nu3(3.326035227429861*pi,3.0946237328392847*pi,2.228018773178238*pi) q[0];\nu3(3.590875266083849*pi,-0.4837596951034222*pi,0.9388943744015092*pi) q[1];\nu3(3.61436037892418*pi,0.6691299789808283*pi,1.8226199732221322*pi) q[2];\nu3(3.242403760796657*pi,2.7540560449612186*pi,4.328733087823751*pi) q[3];\nu3(3.1462710203654054*pi,3.2967110866958325*pi,0.5599874265604442*pi) q[4];\nu3(3.7578268462914064*pi,0.7916691448066384*pi,1.0419266126613524*pi) q[5];\nu3(3.4069334296497544*pi,1.931798971694497*pi,4.48275256426098*pi) q[6];\nu3(3.595024345089642*pi,0.14731357761101893*pi,1.6433111754302132*pi) q[7];\nu3(3.893817590114055*pi,2.349309020899619*pi,2.2164868584364807*pi) q[9];\nu3(3.883152821649712*pi,3.2477311196077903*pi,1.208331295311167*pi) q[10];\nu3(3.4998129147217125*pi,3.009285254632953*pi,1.3961040628939958*pi) q[11];\nu3(3.833460809299509*pi,0.588296054707262*pi,1.5790985024652486*pi) q[12];\nu3(3.407808487449526*pi,0.371584119887601*pi,0.7785099138837562*pi) q[13];\nu3(3.418707543233839*pi,2.6481972826296563*pi,0.8620119715563106*pi) q[14];\nu3(3.515329213008589*pi,-0.35153036665167686*pi,0.5354385624261804*pi) q[15];\nu3(3.5129427029521443*pi,2.3698433023949916*pi,0.954625424276651*pi) q[16];\nRxxyyzz(0.4284724134272993*pi,0.25423666693840735*pi,3.9525139097296*pi) q[0],q[12];\nRxxyyzz(0.4323283550265901*pi,0.2788189263480359*pi,0.09190991213006143*pi) q[10],q[1];\nRxxyyzz(0.4580368710683093*pi,0.1680159314080486*pi,3.9403995415959194*pi) q[2],q[13];\nRxxyyzz(0.3868464407270711*pi,0.22197747172132984*pi,3.868855794451129*pi) q[3],q[16];\nRxxyyzz(0.4631694116468994*pi,0.39324832964819856*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4526011864688133*pi,0.28919321233248996*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4510603324528902*pi,0.2405417923706543*pi,0.0929564008252893*pi) q[14],q[6];\nRxxyyzz(0.3854457169960598*pi,0.18141943600044375*pi,0.0*pi) q[11],q[9];\nu3(3.1606469558069725*pi,0.9372256528070011*pi,0.844812195820277*pi) q[0];\nu3(3.7196514286327167*pi,3.3074397209257365*pi,1.4468105416431563*pi) q[1];\nu3(3.3843205912346495*pi,-0.4811248368844936*pi,1.0563071812860847*pi) q[2];\nu3(3.4034626456679025*pi,2.8520702995311566*pi,0.7857735786489561*pi) q[3];\nu3(3.844381881817604*pi,3.2387590115650573*pi,4.314129009627067*pi) q[4];\nu3(3.407702126165951*pi,2.113304404122866*pi,2.0951441236180477*pi) q[5];\nu3(3.795484784478393*pi,2.979775091587177*pi,4.255378014814646*pi) q[6];\nu3(3.3063554385731764*pi,2.5471244845185437*pi,1.3380280082729594*pi) q[7];\nu3(3.359043167978269*pi,0.9188073528925982*pi,0.9946572721592526*pi) q[8];\nu3(3.584739434580925*pi,2.537475102806274*pi,1.2712224998881696*pi) q[9];\nu3(3.842093840365391*pi,3.228290310445623*pi,2.208056318056206*pi) q[10];\nu3(3.445474538955497*pi,-0.25096511909635566*pi,0.9915029417574626*pi) q[11];\nu3(3.317848385740554*pi,2.149671502355967*pi,2.1808379867625622*pi) q[12];\nu3(3.2928695188437533*pi,-0.02148734369285865*pi,0.5852787762305685*pi) q[13];\nu3(3.7537708913387573*pi,0.449460254089318*pi,1.2878551607034845*pi) q[14];\nu3(3.6869250496584876*pi,0.7496139808625535*pi,0.6719900285509404*pi) q[16];\nRxxyyzz(0.3901900548996902*pi,0.1617690147012261*pi,0.05211465598215501*pi) q[0],q[4];\nRxxyyzz(0.3410522795146881*pi,0.24868661989935115*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.3938199439246519*pi,0.14527954403303112*pi,3.926194641025659*pi) q[2],q[12];\nRxxyyzz(0.4545770927016197*pi,0.21353567693596*pi,3.9297000290392994*pi) q[15],q[5];\nRxxyyzz(0.47727720716491984*pi,0.25263104965409333*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.45716601718918953*pi,0.30017140839682516*pi,3.84771832156086*pi) q[7],q[8];\nRxxyyzz(0.41640677755164995*pi,0.17800588686124685*pi,0.05986119534705176*pi) q[11],q[10];\nRxxyyzz(0.2601363878569891*pi,0.1362048219220675*pi,0.0*pi) q[14],q[13];\nu3(3.5839408569254902*pi,3.3655031065224374*pi,2.3049576430505243*pi) q[0];\nu3(3.5483211721032326*pi,0.5674743988769533*pi,4.20451527815852*pi) q[1];\nu3(3.5620781291978196*pi,3.1475388432337232*pi,1.4931281516639665*pi) q[2];\nu3(3.466341995641886*pi,0.16680504754085157*pi,0.7746361998750562*pi) q[3];\nu3(3.4386736221927223*pi,3.028705748110218*pi,3.483956952333327*pi) q[4];\nu3(3.1488965408322733*pi,3.4521566298354043*pi,1.2333182994532117*pi) q[5];\nu3(3.1441542431742175*pi,2.538198939223311*pi,4.446452437488908*pi) q[6];\nu3(3.7198646189142615*pi,2.9970127701032725*pi,0.9802184441074009*pi) q[7];\nu3(3.2751382704562624*pi,2.9546578088923607*pi,1.201001273370773*pi) q[8];\nu3(3.316138106269884*pi,2.53758923495005*pi,1.0093270443637663*pi) q[9];\nu3(3.4129031164202983*pi,0.6411605650917618*pi,3.726918720689137*pi) q[10];\nu3(3.1358725212731766*pi,2.9891681678796527*pi,1.8938401771542928*pi) q[11];\nu3(3.231724079073421*pi,1.018745399454457*pi,2.402891149971091*pi) q[12];\nu3(3.399684279746503*pi,3.1753125961820907*pi,0.9097451789631608*pi) q[13];\nu3(3.569043426397081*pi,-0.36865796248006666*pi,2.8874331196369303*pi) q[14];\nu3(3.5298676143750622*pi,3.2981331315026976*pi,2.2876738304644544*pi) q[15];\nRxxyyzz(0.38568363698216024*pi,0.26523693415722005*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3750717825135499*pi,0.2161107207040643*pi,0.05160474988453671*pi) q[4],q[13];\nRxxyyzz(0.43453741428010995*pi,0.28418002919950536*pi,3.9387538858655304*pi) q[5],q[16];\nRxxyyzz(0.33414908669636934*pi,0.17742191065286805*pi,0.12515083638376634*pi) q[7],q[6];\nRxxyyzz(0.46094402134867984*pi,0.29855550741948766*pi,0.09913851119611197*pi) q[9],q[8];\nRxxyyzz(0.4592609298326602*pi,0.3803689468081034*pi,3.95815131624015*pi) q[15],q[10];\nu3(3.238871175031286*pi,0.3489438940467662*pi,2.3082906897333144*pi) q[0];\nu3(3.5954451631104574*pi,-0.35122615537666246*pi,1.4495822587808866*pi) q[4];\nu3(3.304187475487164*pi,0.9639036221178872*pi,1.9807737698602672*pi) q[5];\nu3(3.4040544514453717*pi,0.3782390272814512*pi,4.459351645622522*pi) q[6];\nu3(3.243299423250247*pi,3.0490220922074593*pi,2.0347318355144592*pi) q[7];\nu3(3.4268003325805494*pi,0.5501105966933704*pi,4.407427043207386*pi) q[8];\nu3(3.481124790728069*pi,-0.23303434332262785*pi,4.442617426557069*pi) q[9];\nu3(3.874153654082438*pi,2.7735504410213405*pi,0.693499330677869*pi) q[10];\nu3(3.7744504243133177*pi,0.5296452269541574*pi,1.50753808212854*pi) q[11];\nu3(3.243265642157628*pi,2.3533535595125312*pi,4.120012177445636*pi) q[13];\nu3(3.757554956897833*pi,2.913314337696319*pi,2.236474836235679*pi) q[15];\nu3(3.6627852310360716*pi,1.2991775534590122*pi,2.0767118156755706*pi) q[16];\nRxxyyzz(0.4576052395025608*pi,0.2776700395887941*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.41375729716888004*pi,0.23981290614976117*pi,0.05437522615811638*pi) q[11],q[2];\nRxxyyzz(0.3599448685154698*pi,0.14639788063949988*pi,3.8954358356458503*pi) q[4],q[5];\nRxxyyzz(0.4256947874480602*pi,0.22543125326809002*pi,3.8665073636040006*pi) q[9],q[14];\nRxxyyzz(0.3191208855849198*pi,0.16983271343517425*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.48426972212292074*pi,0.2843940738081977*pi,0.0*pi) q[15],q[12];\nu3(3.592464594767783*pi,0.3062846961477097*pi,1.8305280283834955*pi) q[0];\nu3(3.250092966371777*pi,-0.2584855268373056*pi,1.4745039014344747*pi) q[2];\nu3(3.3892739946671053*pi,0.4210067470974236*pi,1.2293784041923752*pi) q[4];\nu3(3.513984583619238*pi,0.24900044368535623*pi,2.417433153074249*pi) q[5];\nu3(3.2213841400431695*pi,1.1835443968370705*pi,1.4324330190189236*pi) q[9];\nu3(3.2673850526567527*pi,2.4755992058441807*pi,2.115204664408151*pi) q[10];\nu3(3.5370275107390214*pi,0.003310334554981309*pi,3.7474725761581795*pi) q[11];\nu3(3.3238403711809923*pi,1.1869485925408563*pi,1.5158182393472381*pi) q[12];\nu3(3.502679680706593*pi,2.6748101237450665*pi,0.6069245705696895*pi) q[13];\nu3(3.3888456266631284*pi,2.9460830734987575*pi,1.964448700348714*pi) q[14];\nu3(3.822417405171901*pi,2.4297641524872478*pi,0.8608331212621559*pi) q[15];\nu3(3.5765054138846555*pi,-0.20511413330520073*pi,1.9996895580943084*pi) q[16];\nRxxyyzz(0.48725608922149777*pi,0.221468226175479*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.3546140594328203*pi,0.17703274484166887*pi,0.057468467130584955*pi) q[14],q[1];\nRxxyyzz(0.35069828477888965*pi,0.1301610808965159*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.43950496741905015*pi,0.12248021885880918*pi,0.051703437512697896*pi) q[3],q[4];\nRxxyyzz(0.3563361071475498*pi,0.19744279694198152*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.47153149309552056*pi,0.38941630841338853*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.42821054740449027*pi,0.17709911227443031*pi,0.06518354918251637*pi) q[8],q[16];\nRxxyyzz(0.3999534203099796*pi,0.3440656194927567*pi,0.0*pi) q[11],q[10];\nu3(3.6012033614174914*pi,2.803222596496978*pi,0.9392766575762349*pi) q[0];\nu3(3.4582701563830134*pi,1.0563857691032217*pi,4.438869747443826*pi) q[1];\nu3(3.2246971760619796*pi,0.9041820548949997*pi,4.016001007580137*pi) q[2];\nu3(3.5170435706989043*pi,2.37622084560896*pi,0.6698921761456587*pi) q[3];\nu3(3.3934011172457685*pi,1.7459990784506392*pi,0.6322463566122261*pi) q[4];\nu3(3.5446971568781525*pi,-0.26539368573595506*pi,0.6464304100033171*pi) q[5];\nu3(3.4752627984598963*pi,1.3921134484337738*pi,0.5686638217512868*pi) q[6];\nu3(3.6388512151865537*pi,3.160833041508283*pi,2.0288877572068573*pi) q[7];\nu3(3.3621629921686527*pi,2.827197201168698*pi,4.40449429984828*pi) q[8];\nu3(3.5446573641964325*pi,-0.15135149010064042*pi,3.940005382976422*pi) q[9];\nu3(3.9287943965050207*pi,-0.01869306484611366*pi,4.058811187854944*pi) q[10];\nu3(3.645001600863405*pi,-0.023837174164571318*pi,1.596624781797098*pi) q[11];\nu3(3.6132053562157838*pi,2.387258130012884*pi,0.8210904673183701*pi) q[12];\nu3(3.1720236236381045*pi,2.141664403334049*pi,0.7359336716819626*pi) q[14];\nu3(3.425836647321839*pi,0.11406219733046052*pi,2.091005826602048*pi) q[15];\nu3(3.621516529192205*pi,-0.12420605427806297*pi,2.9139451729156187*pi) q[16];\nRxxyyzz(0.3974757742138042*pi,0.3538518935911785*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4285877353268402*pi,0.3116066656158161*pi,3.9369698010093597*pi) q[2],q[16];\nRxxyyzz(0.46786079899815025*pi,0.3968287213306735*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4115328180295897*pi,0.14596380396929343*pi,0.04336093237204969*pi) q[9],q[4];\nRxxyyzz(0.39013661035216*pi,0.3068997865871213*pi,0.09262324219185011*pi) q[5],q[12];\nRxxyyzz(0.4037144235472596*pi,0.3048810672580127*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3286279892741296*pi,0.1456112659688764*pi,3.9603009452192897*pi) q[7],q[10];\nRxxyyzz(0.4315901900827802*pi,0.3225197018758439*pi,0.0*pi) q[8],q[14];\nu3(3.4444149840084215*pi,2.4329353317726827*pi,4.181109458876233*pi) q[0];\nu3(3.760242195027292*pi,0.07168801203762976*pi,0.9275751539220702*pi) q[1];\nu3(3.516916251940768*pi,2.108064712180197*pi,2.0828011821352415*pi) q[2];\nu3(3.160843486812046*pi,2.902222873777324*pi,1.1419734630104434*pi) q[3];\nu3(3.462300836171803*pi,2.6595352473657323*pi,1.576451339498427*pi) q[4];\nu3(3.292940990062062*pi,-0.0292316432473837*pi,3.545434775637672*pi) q[5];\nu3(3.3921003326697816*pi,2.6532645251975104*pi,1.2283456669776696*pi) q[6];\nu3(3.2575184747537054*pi,2.988835845123985*pi,0.751729863690978*pi) q[7];\nu3(3.707761568872618*pi,2.20054702407519*pi,0.8293445074520078*pi) q[8];\nu3(3.386079079282098*pi,2.098988944578819*pi,0.6277658877528866*pi) q[9];\nu3(3.614972188738053*pi,2.1846026101791223*pi,0.8868784923318773*pi) q[10];\nu3(3.431948414268599*pi,1.9556485610489958*pi,1.5137548614769554*pi) q[11];\nu3(3.2383471612466512*pi,2.937762985812412*pi,0.6140895718952272*pi) q[12];\nu3(3.121739366051374*pi,-0.24098485796045366*pi,4.454877055670648*pi) q[13];\nu3(3.2006879903136483*pi,2.0883199474306706*pi,1.7762375417173137*pi) q[14];\nu3(3.8270924111439735*pi,2.322020525291204*pi,1.9270158143430025*pi) q[16];\nRxxyyzz(0.31137029133771976*pi,0.293547261577348*pi,0.07294979191621342*pi) q[4],q[0];\nRxxyyzz(0.43442350407060004*pi,0.20590091145026232*pi,3.9388269607767405*pi) q[16],q[1];\nRxxyyzz(0.39550861253104996*pi,0.22025072019157*pi,3.9165237064827605*pi) q[11],q[2];\nRxxyyzz(0.2896818788628165*pi,0.09364887604698602*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4734014563132001*pi,0.3638468639184629*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3846191304989032*pi,0.07997895327039661*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.35309770256756956*pi,0.15353862778710825*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.41541714344655*pi,0.2515300547675885*pi,3.9363450319800504*pi) q[14],q[15];\nu3(3.688893643581315*pi,3.4391784066677333*pi,1.5126902461063694*pi) q[0];\nu3(3.5171342263161027*pi,-0.09349977028776701*pi,0.9641094746934584*pi) q[1];\nu3(3.6688474036339844*pi,-0.054792132479886346*pi,1.818670246117657*pi) q[2];\nu3(3.248811976964432*pi,2.080766542214712*pi,2.1238257604716053*pi) q[3];\nu3(3.5251775677519097*pi,3.018324995822258*pi,1.6605444780338847*pi) q[4];\nu3(3.300481525173974*pi,2.5609076576103083*pi,3.7752542076443962*pi) q[5];\nu3(3.7158713809315986*pi,-0.3016560944219657*pi,1.102602066803719*pi) q[6];\nu3(3.5695787210407213*pi,3.130028575553068*pi,1.1345679445045525*pi) q[7];\nu3(3.483037525308072*pi,-0.4532249672048556*pi,1.7807784138484812*pi) q[8];\nu3(3.1646842852663735*pi,3.095732503925329*pi,0.9577934026608457*pi) q[9];\nu3(3.4753031747015033*pi,3.4174519360605933*pi,1.1844830127348418*pi) q[10];\nu3(3.3797292836488024*pi,0.016993302702309254*pi,1.8115351722295419*pi) q[11];\nu3(3.02114431238266*pi,3.3768354727272656*pi,1.6600816440329764*pi) q[13];\nu3(3.665239367412182*pi,3.3989227994294766*pi,1.7014621894121311*pi) q[14];\nu3(3.708794750795203*pi,2.6674323161657663*pi,0.9077399505949235*pi) q[15];\nu3(3.735856345131956*pi,2.6978551014279417*pi,1.417227508882347*pi) q[16];\nRxxyyzz(0.36781386166512*pi,0.17062831118531904*pi,0.12166121125077907*pi) q[13],q[1];\nRxxyyzz(0.45205862107100003*pi,0.2962460016389765*pi,0.0422608837867493*pi) q[2],q[16];\nRxxyyzz(0.4305024717957905*pi,0.16968185220272325*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3557268248667192*pi,0.2811037295956762*pi,3.7888745797903542*pi) q[7],q[4];\nRxxyyzz(0.39309834416131967*pi,0.22858022178451007*pi,0.13323900112965595*pi) q[14],q[5];\nRxxyyzz(0.2502481563606511*pi,0.10539457684379405*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4198258158409909*pi,0.26783391310431615*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.372732482355239*pi,0.08535210195342595*pi,3.94816456898955*pi) q[10],q[12];\nu3(3.919285985706443*pi,2.56355146677601*pi,3.5105489321703116*pi) q[1];\nu3(3.3247303184494745*pi,3.2185753407228406*pi,3.9943748392996756*pi) q[2];\nu3(3.424053770838342*pi,3.0660206169406665*pi,0.655444255099952*pi) q[3];\nu3(3.119686282390213*pi,3.374258531700434*pi,3.777884523763273*pi) q[4];\nu3(3.5969647870265637*pi,0.8862541089951042*pi,4.165598343347941*pi) q[5];\nu3(3.4201570117605606*pi,2.173568111492168*pi,2.184608668919799*pi) q[6];\nu3(3.8262743929060243*pi,3.1883053169140965*pi,0.8345619026380238*pi) q[7];\nu3(3.3455751025108618*pi,-0.1246492919781802*pi,3.910034689780246*pi) q[8];\nu3(3.151326752762247*pi,-0.43055550740799853*pi,3.8490156813868817*pi) q[9];\nu3(3.623194788926175*pi,2.410104214390172*pi,1.105217037882249*pi) q[10];\nu3(3.1133781945080066*pi,-0.13622029012228287*pi,1.8992830740342694*pi) q[11];\nu3(3.5030505410141846*pi,2.5051922433604483*pi,1.2753928805788015*pi) q[12];\nu3(3.7992176092114107*pi,0.013822233531318395*pi,3.6005986621159023*pi) q[13];\nu3(3.2724176003183927*pi,2.660979021828446*pi,0.7347987062874142*pi) q[14];\nu3(3.3127886571250564*pi,2.4799417264965387*pi,1.374433351313532*pi) q[15];\nu3(3.684455313436851*pi,-0.33318307757672716*pi,2.2553694746084454*pi) q[16];\nRxxyyzz(0.3123560229765897*pi,0.21573767948621247*pi,0.17644604942509012*pi) q[12],q[0];\nRxxyyzz(0.42971178663346965*pi,0.2802512855956536*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.4724228258952694*pi,0.1723120881043716*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3525943779710109*pi,0.29047395286270117*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4163878774120582*pi,0.27264433115905895*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.3793870244551202*pi,0.25275387289769075*pi,0.12408960601526571*pi) q[13],q[5];\nRxxyyzz(0.4264031852523394*pi,0.22741727381318505*pi,3.895110504223761*pi) q[10],q[16];\nu3(3.183801985815355*pi,-0.39499496020237645*pi,3.2376488255345364*pi) q[0];\nu3(3.475828824465516*pi,2.614365213238382*pi,0.8264215977341104*pi) q[1];\nu3(3.561537805163321*pi,3.016856395107105*pi,1.09412670415973*pi) q[2];\nu3(3.4637003917369875*pi,2.003224180324252*pi,1.4654072690701752*pi) q[3];\nu3(3.542536304586231*pi,2.1766050410607103*pi,1.09021600725164*pi) q[4];\nu3(3.5910407392141512*pi,3.327431674472797*pi,0.6631414618401837*pi) q[5];\nu3(3.5583541205002516*pi,1.8294321115830678*pi,1.6562441003644524*pi) q[6];\nu3(3.2424091185037103*pi,1.0328465846122419*pi,1.4723756987349774*pi) q[8];\nu3(3.6140065730202755*pi,2.3111919101713507*pi,0.7479845800980129*pi) q[10];\nu3(3.535353394454068*pi,-0.3567543278890933*pi,1.0515828377052434*pi) q[11];\nu3(3.7303594154139907*pi,0.06038496617509248*pi,2.339953302080962*pi) q[12];\nu3(3.6010319240906026*pi,0.8771868689137294*pi,0.6164072441544935*pi) q[13];\nu3(3.626731713873067*pi,-0.29125832182456335*pi,2.0626850637354193*pi) q[14];\nu3(3.5175310017333166*pi,2.549865211396904*pi,2.0935302046161395*pi) q[16];\nmeasure q[6] -> c[6];\nRxxyyzz(0.26412727269657976*pi,0.226046884503325*pi,3.9418325939785905*pi) q[14],q[1];\nRxxyyzz(0.44925494121442977*pi,0.30196332166337214*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.45789202978540994*pi,0.31594689692672867*pi,0.1611829291743027*pi) q[9],q[3];\nRxxyyzz(0.4665098707233998*pi,0.23377663234456425*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.40917247391792*pi,0.2846404083305393*pi,3.9536797025587003*pi) q[16],q[8];\nRxxyyzz(0.46202956903522907*pi,0.3024827985186289*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.44331085273743975*pi,0.22281924981906928*pi,3.9591895234249996*pi) q[13],q[12];\nu3(3.6073748865054975*pi,2.872305225247944*pi,0.7825131824885885*pi) q[1];\nu3(3.7147058910899147*pi,0.3308110221634204*pi,0.7943683988967047*pi) q[2];\nu3(3.794906986149248*pi,2.709376003184416*pi,3.735771431490483*pi) q[3];\nu3(3.568956489917121*pi,0.3950065053519881*pi,1.3128209843462018*pi) q[5];\nu3(3.2209978829585877*pi,2.404386169620211*pi,2.152097284232213*pi) q[7];\nu3(3.645185951682016*pi,-0.47919501457119795*pi,1.5232892689630564*pi) q[8];\nu3(3.1974464576175086*pi,3.3363104759248503*pi,3.548013612897873*pi) q[9];\nu3(3.209186179985806*pi,-0.2442098853140764*pi,0.674433976967415*pi) q[10];\nu3(3.8049479951476863*pi,2.6685139218268943*pi,0.6163074599529752*pi) q[11];\nu3(3.8895662450890067*pi,1.1506924565113308*pi,1.6382732686392876*pi) q[12];\nu3(3.630006563503439*pi,0.0960688358962245*pi,2.0158962020495776*pi) q[13];\nu3(3.3331853412635852*pi,3.3044441390776265*pi,4.048742699117801*pi) q[14];\nu3(3.4976633128463064*pi,3.36052303497278*pi,0.5286925288512481*pi) q[15];\nu3(3.852925842730611*pi,0.4142456595398363*pi,1.5718617904824859*pi) q[16];\nRxxyyzz(0.4309056393274894*pi,0.24355986699612758*pi,3.8869096132604692*pi) q[8],q[0];\nRxxyyzz(0.35597166262008983*pi,0.26423250818381305*pi,3.82068704218122*pi) q[16],q[1];\nRxxyyzz(0.4351555192388802*pi,0.29853568058686764*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4401162829243996*pi,0.3156249376234506*pi,3.9157620009529204*pi) q[15],q[3];\nRxxyyzz(0.43476541876808955*pi,0.286899505314163*pi,0.08566886692609654*pi) q[7],q[4];\nRxxyyzz(0.3069957378660799*pi,0.15058927477708917*pi,0.08085335384738634*pi) q[9],q[12];\nRxxyyzz(0.44745060774422984*pi,0.29564493568590866*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.46248887593101995*pi,0.27674890148027353*pi,0.0*pi) q[14],q[11];\nu3(3.550887783685883*pi,-0.058710836738827876*pi,1.9964927644102874*pi) q[0];\nu3(2.6171412665824567*pi,3.340880509013849*pi,0.8529211889533045*pi) q[1];\nu3(3.808124445637633*pi,2.949370588956279*pi,2.2508313243629443*pi) q[2];\nu3(3.253474449513405*pi,2.5204871987006956*pi,0.7571721635038404*pi) q[3];\nu3(3.570700813124626*pi,3.3969432925910494*pi,1.7230616100558884*pi) q[4];\nu3(3.165001212795041*pi,-0.42754590683388893*pi,2.0693692428006285*pi) q[5];\nu3(3.7812001138559284*pi,-0.07268223332118406*pi,4.1943823978582*pi) q[7];\nu3(3.678582924678906*pi,2.4868610105773463*pi,1.5660611029445937*pi) q[8];\nu3(1.674424748303859*pi,0.2828171539783808*pi,0.9819703709296362*pi) q[9];\nu3(3.6062016415700593*pi,2.3454700921240583*pi,0.8219713804467061*pi) q[10];\nu3(3.537962033929758*pi,0.42714049784050456*pi,0.6493222438460524*pi) q[11];\nu3(0.45558692546876806*pi,-0.35983197703395486*pi,3.5758169703458904*pi) q[12];\nu3(3.5098536654638393*pi,1.2750710878845346*pi,1.8258136915689094*pi) q[13];\nu3(3.566527094079336*pi,-0.015261529322800615*pi,0.6126211947680913*pi) q[14];\nu3(3.284343103242117*pi,2.7011128422357125*pi,0.5024012356395589*pi) q[15];\nu3(1.7143405060275974*pi,3.4199867294332416*pi,1.744126246253645*pi) q[16];\nmeasure q[9] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[15] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[3] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[4] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[11] -> c[14];\nmeasure q[1] -> c[15];\nmeasure q[0] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.7962009247453263*pi,2.862065757275505*pi,3.4351934299731197*pi) q[0];\nu3(3.4728400664519006*pi,0.8201309895954367*pi,1.731663031232936*pi) q[1];\nu3(3.293042255776909*pi,3.3696006125199074*pi,4.052466730404083*pi) q[2];\nu3(3.3207395855846844*pi,-0.0003481081138424491*pi,3.9981496727077306*pi) q[3];\nu3(3.6394483841575336*pi,-0.3306620350575054*pi,1.7539504415603258*pi) q[4];\nu3(3.1133980873488003*pi,0.8336324581962733*pi,2.19254426016644*pi) q[5];\nu3(3.631017542076901*pi,0.7788887027422562*pi,4.139501193879398*pi) q[6];\nu3(3.6354569523451796*pi,0.9022777205214094*pi,3.636747156753509*pi) q[7];\nu3(3.106898732697811*pi,0.25441211976668154*pi,4.425127119041784*pi) q[8];\nu3(3.753484417677293*pi,2.8202199625864175*pi,4.414062976945528*pi) q[9];\nu3(3.3885597237538336*pi,2.031046831859503*pi,3.715268945856621*pi) q[10];\nu3(3.260693175140725*pi,0.09246867077005894*pi,2.208958347822394*pi) q[11];\nu3(3.6171561137734103*pi,2.9796126684245285*pi,4.348021246768301*pi) q[12];\nu3(3.7940447177445926*pi,0.8134874426369936*pi,1.2411350896374793*pi) q[13];\nu3(3.4026696611857594*pi,2.3720064716026403*pi,2.013014529813143*pi) q[14];\nu3(3.3772890844430767*pi,3.486048208318407*pi,0.9733031644943752*pi) q[15];\nu3(3.7771315027273307*pi,0.1775844011057861*pi,4.32990376013047*pi) q[16];\nRxxyyzz(0.41214990393586515*pi,0.19398075246533786*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.3234078482071775*pi,0.11881654515525497*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4555849914542702*pi,0.32219057202360823*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4259757183276902*pi,0.3316663618945308*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.43932070557167974*pi,0.34553578240105215*pi,3.83158712779521*pi) q[4],q[6];\nRxxyyzz(0.2865639594579097*pi,0.15935946082795127*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.34969780942146006*pi,0.21897071242696287*pi,0.08119543415886454*pi) q[7],q[9];\nRxxyyzz(0.4462520816550297*pi,0.38623031397411833*pi,0.05882068927395334*pi) q[11],q[13];\nu3(3.7767412139398253*pi,0.7039673534188675*pi,4.487007490325568*pi) q[0];\nu3(3.7680779062042338*pi,0.9051429091821006*pi,1.5884451670214335*pi) q[1];\nu3(3.133467709055045*pi,0.44166617783369544*pi,2.0954220659782923*pi) q[2];\nu3(3.3500634923092836*pi,0.3574237540201297*pi,0.6337105035972206*pi) q[3];\nu3(3.6139530845154155*pi,2.626633180357775*pi,1.6923460656961649*pi) q[4];\nu3(3.7345414862993533*pi,0.8254345008277397*pi,1.7850007499189249*pi) q[5];\nu3(3.5660057722334937*pi,0.5037686803261252*pi,1.6827596441298218*pi) q[6];\nu3(3.5987583124468485*pi,0.4864580179415966*pi,4.237135284602527*pi) q[7];\nu3(3.497244496494834*pi,0.25484463670771895*pi,1.0353560456711302*pi) q[9];\nu3(3.6338105575493893*pi,2.832637812229981*pi,0.5080648527935541*pi) q[10];\nu3(3.1285659757289688*pi,3.493994752343818*pi,1.145225785841136*pi) q[11];\nu3(3.381888552213769*pi,2.446153171259469*pi,1.4745969861983022*pi) q[12];\nu3(3.744729837689623*pi,0.10469362236614754*pi,3.4347187170460964*pi) q[13];\nu3(3.6448370351292905*pi,3.3666158234026016*pi,3.666446481352385*pi) q[14];\nu3(3.29590766472658*pi,2.3602506438038624*pi,1.326906255801289*pi) q[15];\nu3(3.8139121704170353*pi,3.32369019209214*pi,0.7805414271840143*pi) q[16];\nRxxyyzz(0.3172864961710004*pi,0.18071417050171323*pi,0.09879130110781542*pi) q[4],q[0];\nRxxyyzz(0.45917632209654236*pi,0.16433122766410957*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3855230553258999*pi,0.216673152482184*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.42268109750384664*pi,0.23264816764820975*pi,3.9235222362585143*pi) q[6],q[5];\nRxxyyzz(0.4548573863666799*pi,0.29839349324782427*pi,0.2717789890431481*pi) q[16],q[9];\nRxxyyzz(0.38633279177811986*pi,0.3583130653027308*pi,3.7896664340742*pi) q[10],q[13];\nRxxyyzz(0.3669752013141796*pi,0.21537195342693138*pi,0.0*pi) q[11],q[14];\nu3(3.1560168524075882*pi,3.0515258499479856*pi,1.6957726156457942*pi) q[0];\nu3(3.6555088092540573*pi,2.2385840149346325*pi,0.8457247311858125*pi) q[2];\nu3(3.488795156355149*pi,1.9636132094580185*pi,1.1985229420060606*pi) q[3];\nu3(3.62879642481362*pi,-0.07076808017096675*pi,3.7347509592220085*pi) q[4];\nu3(3.7027287957516544*pi,-0.25653329158894483*pi,0.6950520523403116*pi) q[5];\nu3(3.1298147159781355*pi,3.2815039876226306*pi,0.8013648792675598*pi) q[6];\nu3(3.7838668433626537*pi,3.3439184128266968*pi,2.0859237272106395*pi) q[7];\nu3(3.601164049860232*pi,0.45179266892055336*pi,2.173083850647621*pi) q[8];\nu3(3.6568559709108293*pi,3.283073506686692*pi,2.4670764550253903*pi) q[9];\nu3(3.7551041004345964*pi,0.2848493914746254*pi,1.7503299107671646*pi) q[10];\nu3(3.802304045161366*pi,0.5904421883695201*pi,1.082197383833511*pi) q[11];\nu3(3.67028771338186*pi,1.3304972361766214*pi,1.0977220268728267*pi) q[13];\nu3(3.8731156550955044*pi,3.245323252732513*pi,2.1693936211828158*pi) q[14];\nu3(3.4812444599286465*pi,-0.42491798744115783*pi,0.9435432912338545*pi) q[16];\nRxxyyzz(0.4029859140292399*pi,0.23842036051733473*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4495592700053596*pi,0.21982610174818884*pi,3.8635411166502696*pi) q[16],q[2];\nRxxyyzz(0.4004284977297498*pi,0.30012431131022976*pi,3.88172002667135*pi) q[3],q[12];\nRxxyyzz(0.4667772537980407*pi,0.21707127140832583*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4482818802136226*pi,0.3546574468512913*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.1866662812441392*pi,0.06815873735052946*pi,0.0*pi) q[11],q[13];\nu3(3.9409353789791624*pi,1.878886692212225*pi,1.2475174897295305*pi) q[1];\nu3(3.517966699128593*pi,-0.45804928341108697*pi,2.0701761763207087*pi) q[2];\nu3(3.509978522424701*pi,-0.025072135579323862*pi,1.6913290347359315*pi) q[3];\nu3(3.694993282008944*pi,3.1376040514807904*pi,1.917195733147281*pi) q[7];\nu3(3.644994978078469*pi,2.8538922473957697*pi,0.8084109905976223*pi) q[9];\nu3(3.7228414271576735*pi,2.5090905038336424*pi,0.6749860829685387*pi) q[10];\nu3(3.875168313651486*pi,-0.3715697552922485*pi,2.377489179933655*pi) q[11];\nu3(3.6634323237088147*pi,2.8816730094879732*pi,2.4718870148257053*pi) q[12];\nu3(3.4327304781879446*pi,2.6082353863833676*pi,1.8410549388862432*pi) q[13];\nu3(3.2741198568056724*pi,2.5000705146490856*pi,1.3880999701542551*pi) q[14];\nu3(3.3881747068005477*pi,0.34984261768084346*pi,1.982842104845866*pi) q[15];\nu3(3.225626547475808*pi,0.7313633131683765*pi,2.1485068654410244*pi) q[16];\nRxxyyzz(0.3152267094747*pi,0.2369620414745972*pi,0.12810533673882674*pi) q[15],q[0];\nRxxyyzz(0.48158330561824947*pi,0.19265413189285696*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4532320158513601*pi,0.2820013398484853*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.44110055322051034*pi,0.36638165854678006*pi,0.06360201141149124*pi) q[9],q[3];\nRxxyyzz(0.44250476758943*pi,0.2867145166438272*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.44563284631701*pi,0.2880122088639308*pi,3.89252594707488*pi) q[12],q[5];\nRxxyyzz(0.44913332598440037*pi,0.1687628813701939*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.41208201135843003*pi,0.34807863896589625*pi,0.08344427466123482*pi) q[14],q[16];\nu3(3.665756819243222*pi,2.939584565098772*pi,1.2175120538037476*pi) q[0];\nu3(3.6480061182389196*pi,0.18466205507131428*pi,0.5475848183771497*pi) q[1];\nu3(3.39896057704811*pi,2.2278566352930476*pi,1.9795295803035737*pi) q[2];\nu3(3.7638604591206994*pi,3.2117375214138213*pi,3.8735410433276707*pi) q[3];\nu3(3.4808412594277387*pi,0.4951925132196273*pi,0.6140570733794222*pi) q[4];\nu3(3.170361010526963*pi,2.9833699902440327*pi,2.153915697566385*pi) q[5];\nu3(3.4005846446940744*pi,0.698352030096373*pi,0.8299874382880523*pi) q[6];\nu3(3.6988600702654857*pi,2.111756908335729*pi,2.0503883902037536*pi) q[7];\nu3(3.4705785990014917*pi,3.4826774606765567*pi,0.5397280396610482*pi) q[9];\nu3(3.6462785995911773*pi,3.0172149268354054*pi,1.8442458208500372*pi) q[10];\nu3(3.645835267811723*pi,1.8814326373292216*pi,1.4345151542134813*pi) q[11];\nu3(3.6667407577937805*pi,-0.4319829681121612*pi,1.2183941722146738*pi) q[12];\nu3(3.2579229524855053*pi,-0.17904900070239005*pi,1.0178717343541717*pi) q[13];\nu3(3.754163596567885*pi,3.2154781331425557*pi,1.1557384377947968*pi) q[14];\nu3(3.4444056010720394*pi,0.6123730017887361*pi,1.235908967695916*pi) q[15];\nu3(3.4566966399766708*pi,0.23170446216636842*pi,3.378460625234951*pi) q[16];\nRxxyyzz(0.43473013728812976*pi,0.33657966175328763*pi,0.06618902843858797*pi) q[9],q[0];\nRxxyyzz(0.455610641324654*pi,0.24785886392777812*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4589674068029605*pi,0.23955199220780615*pi,3.9241291488546204*pi) q[2],q[12];\nRxxyyzz(0.35739143502164916*pi,0.284712256419279*pi,0.051556328597538226*pi) q[8],q[3];\nRxxyyzz(0.4379590136677601*pi,0.32826532066739394*pi,3.8233130329876204*pi) q[7],q[4];\nRxxyyzz(0.3177319778959504*pi,0.1438172409705063*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4360795186485696*pi,0.13093202246428057*pi,3.910043995767751*pi) q[6],q[15];\nRxxyyzz(0.39926768240355937*pi,0.2592648924963381*pi,3.935751694108701*pi) q[16],q[10];\nu3(3.578995815742394*pi,-0.28062181052456336*pi,3.0088604700019297*pi) q[0];\nu3(3.7318670374607965*pi,-0.39693450458888396*pi,2.1512795884105023*pi) q[1];\nu3(3.5516076235467673*pi,2.9806336743992583*pi,0.5756230496062953*pi) q[2];\nu3(3.664684726290648*pi,2.1790813923933894*pi,4.272147871547415*pi) q[3];\nu3(3.319917053052164*pi,0.14046905200737558*pi,2.1409484384349478*pi) q[4];\nu3(3.463029583517513*pi,2.954467994154765*pi,0.8416927210867042*pi) q[5];\nu3(3.842190469080867*pi,3.120099188759873*pi,1.9907771733082569*pi) q[6];\nu3(3.2989857291784133*pi,0.3464750087264509*pi,1.6716652344306446*pi) q[7];\nu3(3.9193283983938016*pi,2.4673995301718916*pi,3.483710678094474*pi) q[8];\nu3(3.425126694690317*pi,0.3983719132694836*pi,4.0582964540899304*pi) q[9];\nu3(3.738486821891685*pi,-0.23864365700134216*pi,1.628135847659291*pi) q[10];\nu3(3.400780436202318*pi,1.8542193143196823*pi,0.6921976132470307*pi) q[12];\nu3(3.705642180170686*pi,-0.08816622976257993*pi,1.1670362648359351*pi) q[13];\nu3(3.3009836422796406*pi,3.229100803378258*pi,0.5615213163865058*pi) q[14];\nu3(3.4001062132956186*pi,3.0109191079034954*pi,1.1674233007563195*pi) q[15];\nu3(3.201548867973103*pi,3.454680910407197*pi,0.6881453587271773*pi) q[16];\nRxxyyzz(0.4076036643108293*pi,0.28531767229267324*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.3931757689088502*pi,0.23426515714080065*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.45486058808923957*pi,0.2607850277853432*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.40945783022378973*pi,0.2804718112723932*pi,3.9228793816020904*pi) q[6],q[3];\nRxxyyzz(0.37207281448930996*pi,0.12342168487198635*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.43733067682105053*pi,0.3222975398989727*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.33468295142156024*pi,0.31653905352249856*pi,3.85673343311551*pi) q[7],q[8];\nRxxyyzz(0.4497791077466695*pi,0.27646044591445934*pi,0.08932921832703468*pi) q[11],q[14];\nu3(3.390203569499587*pi,3.045809772037706*pi,0.8750626331716509*pi) q[0];\nu3(3.6500733322991326*pi,-0.17957845652317772*pi,1.7738342820073483*pi) q[1];\nu3(3.716426792093881*pi,2.8934783553577734*pi,2.072615218063305*pi) q[2];\nu3(3.369354987121286*pi,0.41672021803174464*pi,0.8306643795621191*pi) q[3];\nu3(3.57097139669709*pi,2.4336580854591703*pi,1.9832596317315812*pi) q[4];\nu3(3.171864480198653*pi,0.40464440341535823*pi,0.6676725356036881*pi) q[5];\nu3(3.1736120383062714*pi,3.2467287388005226*pi,2.12073208941469*pi) q[6];\nu3(3.4842505587488315*pi,0.48738594975163674*pi,1.8831770019392082*pi) q[7];\nu3(3.2767301080128015*pi,3.4800046111238667*pi,4.023830888911632*pi) q[8];\nu3(3.819451685000756*pi,0.03440534379408566*pi,2.2700963793547357*pi) q[9];\nu3(3.2308455163947896*pi,1.157409150463077*pi,0.6978575840398674*pi) q[11];\nu3(3.8366593989977833*pi,3.2705888716459244*pi,1.5849936980685566*pi) q[12];\nu3(3.201843647535971*pi,2.1851513942775957*pi,1.8775070212021236*pi) q[13];\nu3(3.5098196370769146*pi,2.6127066222957684*pi,3.5309881851502336*pi) q[14];\nu3(3.4893957007770764*pi,3.1189355731089656*pi,4.003539827057258*pi) q[15];\nu3(3.4018284821013114*pi,1.149571820568493*pi,1.5775144350337715*pi) q[16];\nRxxyyzz(0.41436695873566975*pi,0.38375615427841625*pi,0.12053378074957788*pi) q[6],q[0];\nRxxyyzz(0.2980858239477298*pi,0.1860377137597644*pi,3.86357203256134*pi) q[15],q[1];\nRxxyyzz(0.38438404193794995*pi,0.09406148039617701*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4353101447675298*pi,0.20970871484069997*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4592467753001994*pi,0.22312802798939935*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.42250761628486977*pi,0.3116026823785809*pi,0.04327891688339706*pi) q[7],q[14];\nRxxyyzz(0.4450997493074098*pi,0.2696738038195312*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3417687205204701*pi,0.2138629743251581*pi,3.8764155751041107*pi) q[16],q[10];\nu3(3.6427703527794857*pi,1.017346395949259*pi,0.6705410075982434*pi) q[0];\nu3(3.7929723339921617*pi,2.160274730037055*pi,2.0959211894070338*pi) q[1];\nu3(3.617334368945573*pi,1.085090492489042*pi,1.5039721999222975*pi) q[2];\nu3(3.4722144831734023*pi,-0.06517193743046867*pi,4.420226744922218*pi) q[3];\nu3(3.575228191184814*pi,2.890872605797358*pi,1.1813829177716606*pi) q[4];\nu3(3.2448672863964605*pi,3.042337064437219*pi,1.2737908642120304*pi) q[5];\nu3(3.3581818040715894*pi,-0.18877258400366792*pi,3.9736038832324123*pi) q[6];\nu3(3.251040335867793*pi,2.4155739295045024*pi,3.5982632680886004*pi) q[7];\nu3(3.7682182584071984*pi,2.304281542335408*pi,1.7552112398339785*pi) q[8];\nu3(3.941836130276221*pi,3.335628979867039*pi,0.9358252440278011*pi) q[10];\nu3(3.813097554613132*pi,3.3903346651930124*pi,1.0714071938950087*pi) q[11];\nu3(3.2468413291886185*pi,2.4657090937889166*pi,0.6005245259142774*pi) q[12];\nu3(3.602028246526938*pi,0.7702415022470239*pi,1.0810356682695468*pi) q[13];\nu3(3.19901967840591*pi,-0.11061469992245387*pi,0.5660196607558187*pi) q[14];\nu3(3.713340809153952*pi,0.020628924574856766*pi,3.577738476075745*pi) q[15];\nu3(3.3270426931493113*pi,3.3485129051707165*pi,3.343192387978117*pi) q[16];\nRxxyyzz(0.4498438427424598*pi,0.1525440648396846*pi,0.0931779824130634*pi) q[8],q[0];\nRxxyyzz(0.4304751773669234*pi,0.2351883598534671*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.44032047761564014*pi,0.2907754373066696*pi,0.04951405588602916*pi) q[6],q[2];\nRxxyyzz(0.3897206437752473*pi,0.1900460863607556*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.3697655576373094*pi,0.17850090263215*pi,3.9400410534359*pi) q[5],q[9];\nRxxyyzz(0.44226916175135966*pi,0.21066657036057546*pi,0.10294897035960299*pi) q[7],q[16];\nRxxyyzz(0.40871365370229973*pi,0.34851347280828376*pi,0.11285636995875324*pi) q[15],q[11];\nRxxyyzz(0.4384632518135704*pi,0.1703011509697303*pi,0.0*pi) q[12],q[14];\nu3(3.8108034704772673*pi,3.3476790713911924*pi,2.0936840440020914*pi) q[0];\nu3(3.8535884296629836*pi,-0.10211210476164889*pi,4.126906177073137*pi) q[1];\nu3(3.269216390901664*pi,-0.15761114797850695*pi,2.1485498828184264*pi) q[2];\nu3(3.6149962349670037*pi,1.44659245355645*pi,1.5091862833561143*pi) q[4];\nu3(3.4497766071391007*pi,2.408798483205248*pi,0.998470359633882*pi) q[5];\nu3(3.295291764069291*pi,0.49530345287512567*pi,4.15339948991768*pi) q[6];\nu3(3.6537497027134274*pi,3.4536415329666306*pi,0.8870959868773172*pi) q[7];\nu3(3.716731485175404*pi,-0.10996813098125668*pi,4.322819913824028*pi) q[8];\nu3(3.521847004944926*pi,2.415851079647577*pi,0.504631555808245*pi) q[9];\nu3(3.8704113973566816*pi,2.7894113863535206*pi,2.0533254467734863*pi) q[10];\nu3(3.3886609871182967*pi,-0.49102249607023074*pi,0.9407588884931049*pi) q[11];\nu3(3.659715648888416*pi,3.493259545841925*pi,2.08289312535494*pi) q[12];\nu3(3.7756559680233113*pi,0.30511785242535483*pi,1.433008406683042*pi) q[13];\nu3(3.8731157886762015*pi,3.0856959590760304*pi,0.912425426004889*pi) q[14];\nu3(3.318085790439513*pi,-0.13973533553458262*pi,1.3776347530758764*pi) q[15];\nu3(3.4813848631419853*pi,2.160595388431256*pi,0.7559658173552599*pi) q[16];\nRxxyyzz(0.46405414509887044*pi,0.23778754199141394*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4763755880501611*pi,0.35899353072594153*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.47228992502905265*pi,0.23618161087293654*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.44403567548622014*pi,0.28019207569093296*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.45774500126575995*pi,0.3433108375637795*pi,3.827149484826359*pi) q[5],q[16];\nRxxyyzz(0.4878282522540198*pi,0.11638221169201757*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3276900192392992*pi,0.21441064242436714*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4179837427860339*pi,0.353481317089424*pi,0.0*pi) q[10],q[13];\nu3(3.3662275549488125*pi,3.4145554081679776*pi,1.0003144266697557*pi) q[0];\nu3(3.473073710625905*pi,-0.40532359448437283*pi,1.0850564926527717*pi) q[2];\nu3(3.11843678595436*pi,1.8807810288747504*pi,1.6914317839690436*pi) q[3];\nu3(3.18508756614836*pi,1.2244431607027315*pi,1.2306380132594024*pi) q[4];\nu3(3.3383154961459747*pi,3.277045979943865*pi,2.499624487184453*pi) q[5];\nu3(3.613389525397896*pi,0.7554268400685755*pi,2.1609615098901647*pi) q[6];\nu3(3.1607891416495626*pi,-0.06127467044238294*pi,1.7967453624999512*pi) q[7];\nu3(3.6103166239213618*pi,-0.16953827333775573*pi,4.026902827799523*pi) q[8];\nu3(3.670763019189989*pi,3.0630722903403353*pi,3.2434235068730324*pi) q[9];\nu3(3.7086682000266595*pi,0.4814235809306504*pi,0.8685888049985444*pi) q[10];\nu3(3.3438623179358054*pi,3.4775142894476083*pi,0.8846150891780997*pi) q[11];\nu3(3.5954379249589854*pi,2.8273098013816003*pi,0.583669338139935*pi) q[12];\nu3(3.671726354267693*pi,3.0635801772834457*pi,0.7449579156245671*pi) q[13];\nu3(3.519876809104505*pi,2.0881416974923783*pi,1.996625114532248*pi) q[14];\nu3(3.743439499920212*pi,0.33851822047909075*pi,0.8258888390448927*pi) q[15];\nu3(3.3761809297102694*pi,0.8300157812427471*pi,0.9930460709902511*pi) q[16];\nRxxyyzz(0.3783377412478899*pi,0.2803820752234413*pi,3.90969713338291*pi) q[9],q[0];\nRxxyyzz(0.41964634560385905*pi,0.21482135796101068*pi,3.7979000616866405*pi) q[8],q[1];\nRxxyyzz(0.40304557895461*pi,0.2461368548152426*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.44784310024129953*pi,0.2587952140113208*pi,3.919458273339229*pi) q[3],q[10];\nRxxyyzz(0.4760393735864802*pi,0.2482194515183871*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.3423434120315799*pi,0.20341375207724488*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.367820477957695*pi,0.297297340977031*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.41123252753825046*pi,0.2955650541933319*pi,0.1325699016096868*pi) q[14],q[15];\nu3(3.4994267294298207*pi,0.7713881234184352*pi,1.1639735073620363*pi) q[0];\nu3(3.3390836630191436*pi,3.3464172128258522*pi,2.2904597611138264*pi) q[1];\nu3(3.5879304623547847*pi,0.6014682799327538*pi,1.8764951964867567*pi) q[2];\nu3(3.1105443669186315*pi,0.43843977613297913*pi,1.59807298936563*pi) q[3];\nu3(3.7643577066676497*pi,0.0038012065935754125*pi,1.0206865748312932*pi) q[4];\nu3(3.406075944307397*pi,0.38543000470718514*pi,1.4603835564550787*pi) q[5];\nu3(3.644993759471405*pi,3.4174256866070327*pi,1.0364680040817917*pi) q[6];\nu3(3.2043881740876548*pi,2.4738137975578813*pi,1.5002150979464943*pi) q[7];\nu3(3.2056377267708487*pi,-0.1066405799915705*pi,0.76419183401359*pi) q[8];\nu3(3.1849050131027936*pi,0.1622554705232362*pi,1.5928707928469894*pi) q[9];\nu3(3.4156936149304165*pi,0.5305068892678593*pi,1.0680066689102818*pi) q[10];\nu3(3.080490556063838*pi,2.9247984036006036*pi,2.359536950502956*pi) q[11];\nu3(3.410787524326481*pi,2.100325909453912*pi,1.852342512893947*pi) q[12];\nu3(3.8516765376137383*pi,1.011937880607424*pi,0.7864400899116429*pi) q[14];\nu3(3.2799657506835227*pi,0.738018387681298*pi,4.373135685072029*pi) q[15];\nu3(3.5182134915320096*pi,-0.33595093545524446*pi,4.2034095570795245*pi) q[16];\nRxxyyzz(0.45517777876870025*pi,0.1335721038246499*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.40929013769678996*pi,0.3415104952682216*pi,0.053214890843182615*pi) q[9],q[1];\nRxxyyzz(0.36109836122605987*pi,0.12109637613069912*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4825584287327195*pi,0.22732707013162223*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4366512752941306*pi,0.3577438082582872*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4600801021482841*pi,0.2797910326092028*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.39857580675110965*pi,0.19911892048525812*pi,3.933779677276921*pi) q[7],q[11];\nRxxyyzz(0.43843280889019054*pi,0.20332132264010605*pi,0.0*pi) q[8],q[15];\nu3(3.5768715674365055*pi,1.426081230707267*pi,1.5142188212399623*pi) q[0];\nu3(3.212207445507393*pi,2.1687506269607715*pi,1.8435577296663856*pi) q[1];\nu3(3.502366224988235*pi,-0.2868786480956247*pi,3.8198750148756644*pi) q[3];\nu3(3.7414403463905948*pi,2.692412836686287*pi,0.7791446840545068*pi) q[4];\nu3(3.781249306117296*pi,2.3273697793105237*pi,1.1751717929661338*pi) q[5];\nu3(3.64694039279908*pi,0.8810533813474937*pi,1.6556455119034537*pi) q[6];\nu3(3.42558539806057*pi,2.6396335268895093*pi,0.8012268766796549*pi) q[7];\nu3(3.4681976875108806*pi,0.661079265653322*pi,1.983010437839039*pi) q[8];\nu3(3.469306495412597*pi,2.3205609457813994*pi,4.035743473562087*pi) q[9];\nu3(3.5375258702941217*pi,2.429077335396348*pi,0.928694090593406*pi) q[10];\nu3(3.3047916709828105*pi,2.5902936132824097*pi,0.7474922808969273*pi) q[11];\nu3(3.2271408373953783*pi,2.7367935575008477*pi,1.691842722780596*pi) q[12];\nu3(3.0815777185803146*pi,2.2508459555718123*pi,2.0090844722555454*pi) q[13];\nu3(3.53079895102414*pi,0.6371530470579745*pi,1.5364634987444572*pi) q[14];\nu3(3.382960399425343*pi,2.0558278839071353*pi,1.875271288352967*pi) q[15];\nu3(3.564293623201444*pi,-0.4592411515793224*pi,1.6492757636849547*pi) q[16];\nRxxyyzz(0.39395400642427536*pi,0.20933957520414115*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.33440049504041147*pi,0.1262496772326882*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4185503266176106*pi,0.3138323281222366*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.36637192936290053*pi,0.19064057446818605*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.41198994682866896*pi,0.24699207968780723*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4073170643119895*pi,0.34032256227662394*pi,3.86778071924547*pi) q[8],q[10];\nRxxyyzz(0.32392480119689904*pi,0.16904810264502113*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.4155460040670499*pi,0.3245774823926478*pi,0.06745321911465538*pi) q[15],q[13];\nu3(3.771077228315133*pi,1.3681197154593319*pi,1.4710844277198847*pi) q[0];\nu3(3.5734069686994525*pi,-0.17855895301704416*pi,4.285196741914642*pi) q[1];\nu3(3.085122321221206*pi,-0.16371720459408*pi,4.166348803792473*pi) q[2];\nu3(3.4154594237143163*pi,0.861095654211502*pi,1.6738183415664771*pi) q[3];\nu3(3.268296369677295*pi,0.8849582189838434*pi,2.0227262662237675*pi) q[4];\nu3(3.46530938293017*pi,2.7650904126241755*pi,1.5881389270207855*pi) q[5];\nu3(3.6623742083002577*pi,2.218890236160313*pi,0.6189436781468243*pi) q[7];\nu3(3.6402301785089604*pi,-0.10530460597925695*pi,1.700660559936499*pi) q[8];\nu3(3.59848726978948*pi,2.845138794319701*pi,0.5907781238764329*pi) q[9];\nu3(3.11978977473985*pi,0.3528952471997756*pi,1.8731430447441193*pi) q[10];\nu3(3.5668547450515833*pi,2.9882306581776907*pi,0.5893584057092017*pi) q[11];\nu3(3.1933329431725848*pi,0.06783036974167589*pi,0.8828055425617941*pi) q[12];\nu3(3.472037696412171*pi,1.8665975733433764*pi,4.19811220412457*pi) q[13];\nu3(3.1586177902495987*pi,0.7310918523077277*pi,0.564224811849053*pi) q[14];\nu3(3.5935297127919963*pi,0.49171712563686576*pi,1.0124806870568193*pi) q[15];\nu3(3.314798581839084*pi,3.337474254584687*pi,4.3664748215190725*pi) q[16];\nRxxyyzz(0.3515581997561893*pi,0.20349783640653274*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.31712238983327984*pi,0.08540717541709286*pi,0.07509753692764143*pi) q[8],q[1];\nRxxyyzz(0.33880539172029933*pi,0.2858353673152729*pi,0.2210971491629845*pi) q[2],q[7];\nRxxyyzz(0.4350658310467095*pi,0.32472412576787224*pi,0.07838654389222006*pi) q[4],q[9];\nRxxyyzz(0.37988336597976957*pi,0.11710450766376301*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.35162949654172515*pi,0.12902393583895588*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.44451098737114114*pi,0.12962228986138058*pi,0.0*pi) q[12],q[14];\nRxxyyzz(0.41550909253157964*pi,0.20570286013711053*pi,3.9531996144523593*pi) q[16],q[15];\nu3(3.615485257030705*pi,0.9467471021444376*pi,1.7332489899486538*pi) q[0];\nu3(3.106224794831459*pi,3.348670572969266*pi,3.5966670967418866*pi) q[1];\nu3(3.739632674207262*pi,-0.14289182907150655*pi,2.4539266813110427*pi) q[2];\nu3(3.4203485394124327*pi,0.983364891707021*pi,1.4429069277497244*pi) q[3];\nu3(3.9104992610524394*pi,1.0937547175771658*pi,4.44600741996564*pi) q[4];\nu3(3.653099865483544*pi,2.7870466120016806*pi,0.7484640949271212*pi) q[6];\nu3(3.498353871447109*pi,0.34152593098104467*pi,3.2794798116789314*pi) q[7];\nu3(3.3654671160415264*pi,3.3347177805293873*pi,0.9803257183705278*pi) q[8];\nu3(3.525532572517272*pi,0.5123452019085062*pi,1.1805961806848477*pi) q[9];\nu3(3.4861571356448247*pi,1.0329745776799792*pi,1.5838015421114688*pi) q[10];\nu3(3.593819116030079*pi,3.2066914552592696*pi,1.5026132718618492*pi) q[11];\nu3(3.654653945191231*pi,0.3402820189106498*pi,0.9763499834613111*pi) q[12];\nu3(3.48543852922531*pi,3.0071996365454376*pi,0.9053935942888822*pi) q[13];\nu3(3.7502202444982826*pi,1.2748855964399222*pi,1.3597266308527152*pi) q[14];\nu3(3.6314462976565*pi,-0.12704381072556248*pi,0.9999765569181929*pi) q[15];\nu3(3.3209237087306844*pi,2.412413311229627*pi,0.8734847060346369*pi) q[16];\nRxxyyzz(0.36208640748065996*pi,0.1406844833063423*pi,3.94887133860583*pi) q[14],q[0];\nRxxyyzz(0.42952404083111967*pi,0.3574975431680724*pi,3.8591738410417697*pi) q[1],q[11];\nRxxyyzz(0.4596555932010601*pi,0.18365710317502068*pi,3.95595749892515*pi) q[4],q[2];\nRxxyyzz(0.39106398264036*pi,0.19761307960645655*pi,0.08713226234087379*pi) q[16],q[5];\nRxxyyzz(0.3896842935795499*pi,0.2732228621538173*pi,3.8796722837342603*pi) q[6],q[12];\nRxxyyzz(0.35031931806457006*pi,0.2677555556844702*pi,3.8383196814802596*pi) q[10],q[7];\nRxxyyzz(0.15802232263132032*pi,0.06335960526770645*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4033475808966188*pi,0.21760483274750975*pi,3.9513538436049704*pi) q[15],q[13];\nu3(3.588549008876288*pi,2.385630520983347*pi,0.6307963350374375*pi) q[0];\nu3(3.7416735662414147*pi,-0.30960447922604306*pi,0.5874574645160178*pi) q[1];\nu3(3.4256713069080567*pi,3.3391960742077416*pi,0.882631646482186*pi) q[2];\nu3(3.1122513322549565*pi,0.8729002147416134*pi,2.2164844529062044*pi) q[4];\nu3(3.2678244840190422*pi,-0.46262680559067343*pi,1.3232381210245212*pi) q[5];\nu3(3.5202741531833963*pi,2.842440852426387*pi,1.5423549415521633*pi) q[6];\nu3(3.3534608813755304*pi,2.781641074135148*pi,1.1081421026807192*pi) q[7];\nu3(3.416295554281218*pi,-0.35017494989219633*pi,4.413737065916781*pi) q[8];\nu3(3.583529253905235*pi,2.833334759639377*pi,2.4355105302623574*pi) q[9];\nu3(3.6590772229573987*pi,1.8012894066570064*pi,1.0529314888795047*pi) q[10];\nu3(3.744853002484388*pi,0.8792011648402389*pi,0.9587201504735039*pi) q[11];\nu3(3.5594503203625347*pi,2.5486841590355134*pi,0.5462342149409971*pi) q[12];\nu3(3.1607812636137815*pi,-0.4109829569289323*pi,1.3418759407319403*pi) q[13];\nu3(3.9413401405880015*pi,1.2081263284015271*pi,0.6405066269095494*pi) q[14];\nu3(3.317593521533615*pi,3.306249983125329*pi,2.11766447870432*pi) q[15];\nu3(3.562776412286114*pi,-0.11980890816271134*pi,1.8011096102837711*pi) q[16];\nRxxyyzz(0.44212283335233904*pi,0.33538621072140473*pi,3.6962473289729694*pi) q[8],q[0];\nRxxyyzz(0.4392512471006498*pi,0.4016848615551556*pi,3.9341358225855405*pi) q[1],q[14];\nRxxyyzz(0.3643435823041492*pi,0.23641409263842494*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.39612605853672017*pi,0.270004138723356*pi,3.8506035521812603*pi) q[4],q[9];\nRxxyyzz(0.4213046032966394*pi,0.20020037256262566*pi,0.10056970689607558*pi) q[7],q[5];\nRxxyyzz(0.33338284059002987*pi,0.19393736042808207*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.45080325680164973*pi,0.15242275743027003*pi,0.06740516382061994*pi) q[10],q[11];\nRxxyyzz(0.40232622309801946*pi,0.3331927299274017*pi,0.0*pi) q[15],q[12];\nu3(3.5209602267168907*pi,3.4572586524259665*pi,0.5436924691119741*pi) q[0];\nu3(3.857710962650691*pi,-0.3311932329710441*pi,4.021626133336944*pi) q[1];\nu3(3.5384147126447156*pi,2.2860209002335354*pi,0.7186211396229876*pi) q[2];\nu3(3.6115115563302895*pi,1.9097678120562778*pi,2.448286026151039*pi) q[3];\nu3(3.4977379646746245*pi,2.4547352355138425*pi,1.635927932335029*pi) q[4];\nu3(3.3671424725954116*pi,2.609133008294367*pi,2.28042604749068*pi) q[5];\nu3(3.188986887657615*pi,3.0150250812056196*pi,0.7035792397461067*pi) q[6];\nu3(3.5177368065841272*pi,-0.47653341071110034*pi,2.0496819692017327*pi) q[7];\nu3(3.3898521362791425*pi,1.0332438891972928*pi,1.8970745380185705*pi) q[8];\nu3(3.4022148372076213*pi,-0.3838668645036406*pi,0.6854708050267497*pi) q[9];\nu3(3.4306987435729823*pi,3.23542920660708*pi,0.8764911263658717*pi) q[10];\nu3(3.138704039449588*pi,2.5218618592239994*pi,1.1000259860029766*pi) q[11];\nu3(3.186796477897958*pi,2.4246553773217547*pi,2.026538413568713*pi) q[12];\nu3(3.276664971609971*pi,0.4633765282675295*pi,0.502560381012382*pi) q[13];\nu3(3.048830298893178*pi,-0.09869049539574376*pi,2.495968604886369*pi) q[14];\nu3(3.6877250014911347*pi,3.400315341122772*pi,0.7443074258026865*pi) q[15];\nRxxyyzz(0.43934199582499034*pi,0.21342133909297023*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.31960249002943003*pi,0.20531216062389257*pi,0.1425927673905827*pi) q[1],q[5];\nRxxyyzz(0.4529205325162403*pi,0.23332961395992147*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.32477789500725696*pi,0.08690909505526301*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3935664431017204*pi,0.335155762784631*pi,0.16719415294605208*pi) q[6],q[12];\nRxxyyzz(0.44748838437154964*pi,0.22543491782681188*pi,0.07543401311164258*pi) q[16],q[7];\nRxxyyzz(0.38093164768861054*pi,0.14125035236802752*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3892837450021398*pi,0.29026940443086247*pi,0.0*pi) q[14],q[11];\nu3(3.3581850982599626*pi,0.16685376515772687*pi,1.8196963940961062*pi) q[0];\nu3(3.1725441621341854*pi,3.2161426478603787*pi,2.483545742175953*pi) q[1];\nu3(3.454535738373028*pi,1.7359515850508602*pi,1.7231789491535965*pi) q[2];\nu3(3.545388747935186*pi,2.744638016092852*pi,2.157484308656776*pi) q[3];\nu3(3.562764773367081*pi,3.1329294383487483*pi,0.9006988897758875*pi) q[4];\nu3(2.2985388805871376*pi,-0.4321412074177593*pi,1.290664016744882*pi) q[5];\nu3(3.5903977508394083*pi,0.36085563091628425*pi,1.10507786410985*pi) q[6];\nu3(3.409893693047522*pi,-0.15343829382464358*pi,3.35087497609147*pi) q[7];\nu3(3.340578778103524*pi,3.1497238935707057*pi,1.0976364190222578*pi) q[8];\nu3(3.721645100343033*pi,0.4480988159439848*pi,2.4837739039409934*pi) q[9];\nu3(3.6140036508469966*pi,0.5382129335650336*pi,0.6566328412160416*pi) q[11];\nu3(3.2229230302114806*pi,3.2411456306309807*pi,3.4681718218959534*pi) q[12];\nu3(3.233373840865174*pi,3.030444082839833*pi,0.5203652301817807*pi) q[13];\nu3(3.3396956045866615*pi,0.3410730893881707*pi,0.736119124794358*pi) q[14];\nu3(3.842412570788624*pi,1.0474194883530812*pi,1.9098007507644583*pi) q[15];\nu3(3.6955808515753406*pi,2.5547364470790805*pi,4.300410195438355*pi) q[16];\nmeasure q[5] -> c[16];\nRxxyyzz(0.42822780793704984*pi,0.14215033778397532*pi,3.953062403926131*pi) q[8],q[0];\nRxxyyzz(0.3878688799914695*pi,0.18985028477902907*pi,0.05188607264827882*pi) q[1],q[14];\nRxxyyzz(0.41138949897269983*pi,0.3170808161478884*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.41498880776526004*pi,0.1735592715702428*pi,3.91927471963138*pi) q[3],q[9];\nRxxyyzz(0.39328004286516016*pi,0.313746324597188*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.4760910748916891*pi,0.1648502949541426*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.376388669870911*pi,0.21416819681145172*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.45836682642130006*pi,0.1913966846816093*pi,3.9385250321855505*pi) q[16],q[15];\nu3(3.2868788786378027*pi,0.7010495387058486*pi,1.2754785991342636*pi) q[0];\nu3(3.5647266620524443*pi,3.4404796564960938*pi,1.3596126918591886*pi) q[1];\nu3(3.5747150051182564*pi,0.8264892528817767*pi,1.7388166640229494*pi) q[2];\nu3(3.4882338278623797*pi,-0.2923027541766263*pi,2.266481645531182*pi) q[3];\nu3(3.4069589140659406*pi,2.483027023209072*pi,0.867057943987926*pi) q[4];\nu3(3.2199225941176723*pi,-0.006100989147121538*pi,4.352997753782033*pi) q[6];\nu3(3.473949010452218*pi,2.6090872488583514*pi,0.5568163680839073*pi) q[7];\nu3(3.71708973510256*pi,2.6883575351642595*pi,0.8673466691314848*pi) q[8];\nu3(3.5832493862128625*pi,1.0125716869517623*pi,1.0738071157035538*pi) q[9];\nu3(3.3177630995335345*pi,0.4734203362467486*pi,1.2312534152815937*pi) q[10];\nu3(3.9221342197058613*pi,-0.12245190475764822*pi,1.9943931735164342*pi) q[11];\nu3(3.6246353830176647*pi,1.110612647602784*pi,1.0300566884495783*pi) q[12];\nu3(3.382911946137732*pi,0.14821298689824136*pi,1.10381924316273*pi) q[13];\nu3(3.5822617940630948*pi,1.1127356122561771*pi,0.7880012297657704*pi) q[14];\nu3(3.7726822513091274*pi,-0.21136337726104648*pi,1.9603330529082275*pi) q[15];\nu3(3.437721683496755*pi,2.290385126661463*pi,1.9136789737551672*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[3] -> c[1];\nmeasure q[16] -> c[2];\nmeasure q[15] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[6] -> c[8];\nmeasure q[12] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[11] -> c[14];\nmeasure q[14] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6636347294631424*pi,2.6409044256327823*pi,4.448500224566882*pi) q[0];\nu3(3.447829215286748*pi,2.2711729210953657*pi,3.9837622217667437*pi) q[1];\nu3(3.377040388771414*pi,-0.18970587189425325*pi,2.244386589751464*pi) q[2];\nu3(3.392965563739186*pi,2.6430747845707203*pi,3.4033348852465646*pi) q[3];\nu3(3.857148578851654*pi,-0.01575377669297262*pi,3.241741666497033*pi) q[4];\nu3(3.203103005826448*pi,-0.4513531604180337*pi,3.4377115264068023*pi) q[5];\nu3(3.7629295515030217*pi,0.743382475645666*pi,3.6368999757283125*pi) q[6];\nu3(3.420752756998236*pi,0.7503569272442849*pi,1.399966460469619*pi) q[7];\nu3(3.6770884914882522*pi,3.492818550294266*pi,2.6801553316422564*pi) q[8];\nu3(3.7512539658203625*pi,0.6342399529415792*pi,0.907067902353616*pi) q[9];\nu3(3.2995935636076106*pi,-0.37963680487191676*pi,0.6839749563797075*pi) q[10];\nu3(3.6275254078831893*pi,0.8115196389649775*pi,0.6026635537674648*pi) q[11];\nu3(3.376738265092438*pi,2.9362483753811954*pi,0.6446940061515243*pi) q[12];\nu3(3.2361178926597867*pi,2.861848662357814*pi,0.7477612660576085*pi) q[13];\nu3(3.8491140536223205*pi,2.6919787883758493*pi,0.9768435623233085*pi) q[14];\nu3(3.7025104800964783*pi,1.3748041461642386*pi,1.0405630521057163*pi) q[15];\nu3(3.727292223078914*pi,-0.48975985761887353*pi,1.3698112224183803*pi) q[16];\nRxxyyzz(0.43445297109975983*pi,0.19485730182145494*pi,0.06302139697708989*pi) q[0],q[13];\nRxxyyzz(0.3759472031020201*pi,0.2810030363002371*pi,0.10148953307594594*pi) q[1],q[14];\nRxxyyzz(0.4231666127700402*pi,0.2667038604846579*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.41864605598069027*pi,0.31677478255948355*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3396095318350004*pi,0.3120061381600967*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.3961984416660296*pi,0.2764088664345803*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3386848859630903*pi,0.18355875699438595*pi,0.05661689403790371*pi) q[7],q[15];\nRxxyyzz(0.3795530514939003*pi,0.29211004038672317*pi,0.0*pi) q[9],q[11];\nu3(3.346486157376982*pi,3.203567252287822*pi,1.0794237751799545*pi) q[0];\nu3(3.7020300286533443*pi,-0.0534190063161748*pi,1.281320876724932*pi) q[1];\nu3(3.34518296165297*pi,0.38953115324287957*pi,0.5477893457950604*pi) q[2];\nu3(3.3406347032780133*pi,2.6250042627426224*pi,1.1147337181934762*pi) q[4];\nu3(3.749115188298235*pi,-0.13799258010636833*pi,0.5032749327784374*pi) q[5];\nu3(3.6965794580649285*pi,0.07200247359296641*pi,2.112951833399288*pi) q[6];\nu3(3.6418919413611874*pi,-0.392413477441986*pi,1.1376092307385304*pi) q[7];\nu3(3.2700650022114197*pi,1.2535975465761253*pi,1.2601366363604045*pi) q[8];\nu3(3.487384873748001*pi,3.4832768792612545*pi,1.049230028393116*pi) q[9];\nu3(3.5043267898840647*pi,2.923740511450003*pi,0.9221157528860568*pi) q[10];\nu3(3.4032939935868898*pi,2.99455979849657*pi,2.3688456655607717*pi) q[11];\nu3(3.5181720158923433*pi,0.4728873874882027*pi,1.656352912470684*pi) q[12];\nu3(3.4471839167761016*pi,2.3876779246574404*pi,3.900243415594184*pi) q[13];\nu3(3.2734061477008836*pi,0.6487540971732362*pi,4.393110702106894*pi) q[14];\nu3(3.3824522116770632*pi,2.014130483136164*pi,0.6436001329590222*pi) q[15];\nu3(3.737022191097584*pi,2.209360294546794*pi,1.9736728442855138*pi) q[16];\nRxxyyzz(0.4538974765910406*pi,0.1469356091347338*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.31468681898412904*pi,0.21411973093929015*pi,3.94123635872297*pi) q[2],q[6];\nRxxyyzz(0.3830303618196497*pi,0.19140648996943452*pi,0.11060606866771913*pi) q[4],q[7];\nRxxyyzz(0.40900466038886685*pi,0.14589588705559609*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.2966947318339185*pi,0.2570042616497181*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.42216645594412006*pi,0.3461313446909352*pi,3.85209476971896*pi) q[11],q[12];\nRxxyyzz(0.42211092103360015*pi,0.2713196297379293*pi,0.10711569192397453*pi) q[13],q[14];\nRxxyyzz(0.4869345226689701*pi,0.3460927886619152*pi,0.0*pi) q[16],q[15];\nu3(3.724964834827671*pi,1.017520733846713*pi,2.0078307152914716*pi) q[1];\nu3(3.4845052994111962*pi,3.0998484004195497*pi,2.3990370115577035*pi) q[2];\nu3(3.3338502736281095*pi,0.6314302321191878*pi,0.9483275730703009*pi) q[3];\nu3(3.7361901141668605*pi,-0.44212401493997544*pi,2.3979622732985373*pi) q[4];\nu3(3.8260130789877858*pi,-0.49232057605598256*pi,3.6217357896738553*pi) q[5];\nu3(3.259154460278575*pi,-0.27551237413906665*pi,1.3382826339133664*pi) q[6];\nu3(3.3487891134479706*pi,1.01771808351022*pi,0.8228588346187351*pi) q[7];\nu3(3.486869984951041*pi,3.382805229426504*pi,0.8652239579656915*pi) q[8];\nu3(3.6194459339869205*pi,2.8085265958074372*pi,2.223675995697599*pi) q[9];\nu3(3.5361712624161297*pi,2.308448944048566*pi,1.8151909076619148*pi) q[10];\nu3(3.595126601625496*pi,3.319731787384877*pi,0.9892861207233676*pi) q[11];\nu3(3.2625776387907344*pi,0.030340383668119864*pi,1.3156376551515625*pi) q[12];\nu3(3.266420520116105*pi,3.4281865666845275*pi,2.8796609558249857*pi) q[13];\nu3(3.702633022640887*pi,2.4144731224088045*pi,3.6590928533591116*pi) q[14];\nu3(3.658324040818282*pi,0.4495604884623554*pi,1.9986497641090406*pi) q[15];\nu3(3.382334307490348*pi,1.7375515022442531*pi,1.3462833858853234*pi) q[16];\nRxxyyzz(0.3825111329201297*pi,0.12408616748873147*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.41529796812161013*pi,0.2731162678250909*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4576081617252097*pi,0.16349803368829982*pi,0.10857823236059974*pi) q[3],q[5];\nRxxyyzz(0.46284935691778006*pi,0.35776836706442716*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.2971464920229997*pi,0.19720142784887396*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.3862646781897*pi,0.28479982779587987*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.4808588896383731*pi,0.18088667795195712*pi,0.0*pi) q[13],q[15];\nu3(3.693987156712869*pi,0.19709119650864704*pi,1.0800836241147567*pi) q[0];\nu3(3.4527502075171705*pi,1.8716168913619553*pi,1.8065650193224796*pi) q[2];\nu3(3.595218401276993*pi,2.1832178064337864*pi,0.5189598294737782*pi) q[3];\nu3(3.4657989570268146*pi,0.061610173869245166*pi,0.6934795663462241*pi) q[4];\nu3(3.3989233178166636*pi,0.5478999818002996*pi,4.2146876563547835*pi) q[5];\nu3(3.6056426859541277*pi,-0.16408130202364313*pi,4.366732915576142*pi) q[6];\nu3(3.4407352639876327*pi,2.587754704373421*pi,1.3347556766353827*pi) q[7];\nu3(3.7739656655409926*pi,0.48824305980419536*pi,1.6425672662159352*pi) q[10];\nu3(3.6283728063432923*pi,0.6714403664299109*pi,1.7240382209923015*pi) q[11];\nu3(3.2924032058208264*pi,-0.3439243362526141*pi,1.4796072223988679*pi) q[12];\nu3(3.4820765182050435*pi,3.148596709485938*pi,0.6828133168451338*pi) q[13];\nu3(3.826334240043955*pi,0.09409635966340901*pi,2.101576771983706*pi) q[14];\nu3(3.708714505949086*pi,0.5653527259807098*pi,2.397088213275782*pi) q[15];\nu3(3.3518790636390206*pi,0.39679452090439504*pi,1.3164364793283454*pi) q[16];\nRxxyyzz(0.4185792417084398*pi,0.2273117838592111*pi,0.1866517240079559*pi) q[0],q[11];\nRxxyyzz(0.28464814508748937*pi,0.1372226216717919*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.31925970834138007*pi,0.2706256694210629*pi,0.12950548155669406*pi) q[2],q[7];\nRxxyyzz(0.3759279233857452*pi,0.2733131237215556*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.15574706460008003*pi,0.08564722852389062*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4208725421671101*pi,0.3583003737121802*pi,3.953262558989501*pi) q[6],q[8];\nRxxyyzz(0.4705886008728202*pi,0.24241178278618325*pi,0.0*pi) q[9],q[10];\nu3(3.6504693568683373*pi,2.395028133383824*pi,3.7174093054263992*pi) q[0];\nu3(3.4843811318084006*pi,0.7678990111048742*pi,0.9337299172715116*pi) q[1];\nu3(3.7381753754489937*pi,0.6391368537984317*pi,4.334224664133392*pi) q[2];\nu3(3.7455621456510455*pi,-0.21392311985351375*pi,3.490310740820673*pi) q[3];\nu3(3.7902591793885883*pi,1.0071695246370282*pi,1.2695917555240337*pi) q[4];\nu3(3.5024386031921484*pi,2.6281112129518434*pi,2.0631389151590662*pi) q[5];\nu3(3.5200516692111954*pi,3.079292199820191*pi,1.9945871873102865*pi) q[6];\nu3(3.8236552133573927*pi,0.5747513823963046*pi,1.2184013215364637*pi) q[7];\nu3(3.518865825020147*pi,3.2366201044989342*pi,1.90474966372408*pi) q[8];\nu3(3.125907006200662*pi,2.8481676151143542*pi,4.2571901662678595*pi) q[9];\nu3(3.6762039176287162*pi,0.6326285898827639*pi,3.6665401088717124*pi) q[10];\nu3(3.743381304266623*pi,2.8888132775922513*pi,1.6662009734011118*pi) q[11];\nu3(3.714879784666861*pi,2.8637690534585754*pi,2.0084477027916687*pi) q[12];\nu3(3.565319362094605*pi,3.0192106229626017*pi,4.122449375659105*pi) q[14];\nRxxyyzz(0.4539294418728601*pi,0.39708599443793924*pi,3.94819579437028*pi) q[0],q[15];\nRxxyyzz(0.43002974047615977*pi,0.2059163053945761*pi,0.04579586233872831*pi) q[1],q[14];\nRxxyyzz(0.3997057103101602*pi,0.32412774665405175*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.39045870339567*pi,0.3444352909350292*pi,0.1698208015886757*pi) q[9],q[4];\nRxxyyzz(0.37872766087073956*pi,0.21617582783708963*pi,3.8382749721196596*pi) q[7],q[5];\nRxxyyzz(0.3475303429697961*pi,0.09867423751849735*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.29136027188731956*pi,0.10443791212662967*pi,3.9587298101572195*pi) q[13],q[10];\nRxxyyzz(0.3809527691852198*pi,0.20647386045406257*pi,0.05586535596401598*pi) q[16],q[11];\nu3(3.0984722244315384*pi,0.5036253987116268*pi,2.032815976694904*pi) q[0];\nu3(3.8287224303640532*pi,2.9680980556265673*pi,1.1260098746186196*pi) q[1];\nu3(3.6915814503795925*pi,0.4385809283455666*pi,0.7642905876986745*pi) q[2];\nu3(3.3122416440818228*pi,0.1401910418089517*pi,3.2230993550205858*pi) q[4];\nu3(3.415446783556801*pi,-0.4369906373709815*pi,2.4787384257543437*pi) q[5];\nu3(3.3693227010285662*pi,-0.1654025190645111*pi,1.5767002903387746*pi) q[6];\nu3(3.7869498135217907*pi,0.541001361063014*pi,0.9394721277787728*pi) q[7];\nu3(3.4335636987562337*pi,2.7868143567809893*pi,0.8145190633980822*pi) q[8];\nu3(3.0703511995583117*pi,3.454576559117676*pi,3.0659418612368325*pi) q[9];\nu3(3.6210630312967393*pi,2.2729011941458444*pi,2.4229136393884527*pi) q[10];\nu3(3.2248082889085024*pi,2.887426547880987*pi,1.4958725032390705*pi) q[11];\nu3(3.3912108251610253*pi,2.6980856321942808*pi,0.6824820442340251*pi) q[12];\nu3(3.36037418662535*pi,0.21377850330940396*pi,0.8444811094326471*pi) q[13];\nu3(3.867354263250802*pi,2.2810698692096087*pi,4.294097689997015*pi) q[14];\nu3(3.609822453965355*pi,0.19254975719474143*pi,0.6028284092294935*pi) q[15];\nu3(3.8395024043325074*pi,1.8248308060562404*pi,4.491961420783504*pi) q[16];\nRxxyyzz(0.32701084528018953*pi,0.12136511912622705*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.43653186891258944*pi,0.3741468385138669*pi,3.810435843990989*pi) q[1],q[15];\nRxxyyzz(0.3640871234022003*pi,0.21606135016227085*pi,3.90981986795125*pi) q[3],q[4];\nRxxyyzz(0.3975748198006599*pi,0.1842844496486552*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.29722409157850127*pi,0.09070093785252986*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4885468585660496*pi,0.3212471825631852*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3083532862301793*pi,0.1733218926181026*pi,0.0*pi) q[14],q[16];\nu3(3.5533705787440835*pi,2.297576257231002*pi,1.296685259723754*pi) q[0];\nu3(3.496812404157928*pi,0.907602925631438*pi,1.982018595655409*pi) q[1];\nu3(3.37172677826824*pi,0.6767399277101374*pi,1.1418533559928523*pi) q[2];\nu3(3.178907148508316*pi,3.2062369454322015*pi,1.3059872358336126*pi) q[3];\nu3(3.4543851318040892*pi,2.110248096985777*pi,2.324496307111606*pi) q[4];\nu3(3.5207800240990594*pi,-0.23086187722166573*pi,0.9382165254470757*pi) q[5];\nu3(3.5707011413623917*pi,0.9062694847283561*pi,4.458815812463785*pi) q[7];\nu3(3.6108253418118967*pi,0.08046163104363169*pi,4.446980008327088*pi) q[8];\nu3(3.2900337714784325*pi,2.4858677536175704*pi,1.0371191651705094*pi) q[10];\nu3(3.389649746242066*pi,2.883950045187067*pi,1.3672701218917294*pi) q[11];\nu3(3.3485300619602*pi,2.5297520774850764*pi,4.002824272146964*pi) q[13];\nu3(3.7207465871805683*pi,3.0483604359442578*pi,2.4422312519466924*pi) q[14];\nu3(3.3168327974542473*pi,-0.4146779496690632*pi,0.9003388665324912*pi) q[15];\nu3(3.343785543801417*pi,3.35103143941718*pi,4.377794404945069*pi) q[16];\nRxxyyzz(0.4303225179072996*pi,0.3526041966157297*pi,0.03955663728426886*pi) q[0],q[8];\nRxxyyzz(0.43989627517497004*pi,0.2629398914289701*pi,3.9428790701776606*pi) q[1],q[14];\nRxxyyzz(0.4506021014337903*pi,0.14733424675946905*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.41608102195338015*pi,0.21144061262817548*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3724483004534199*pi,0.2712065893637846*pi,3.92634714773901*pi) q[9],q[4];\nRxxyyzz(0.4534093798394689*pi,0.2764492699022272*pi,3.8680892490800596*pi) q[5],q[15];\nRxxyyzz(0.35713783506452035*pi,0.24216538662305986*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.23873542252793017*pi,0.18348145662470117*pi,3.93250558455293*pi) q[16],q[13];\nu3(3.560814088933387*pi,2.450601725430386*pi,1.261721600613344*pi) q[0];\nu3(3.5413164622312445*pi,1.8777851030600177*pi,0.7827690208959339*pi) q[1];\nu3(3.2672998935410584*pi,1.7738242242744828*pi,1.6557017326854906*pi) q[2];\nu3(3.7046356098819238*pi,2.499443795266366*pi,0.6632092697255568*pi) q[3];\nu3(3.0496798156530285*pi,-0.2521646922220889*pi,1.7397110964249292*pi) q[4];\nu3(3.824372403835754*pi,-0.03060340677840967*pi,1.101706145256585*pi) q[5];\nu3(3.7394930267069193*pi,0.6763146244137292*pi,2.3537221858016695*pi) q[6];\nu3(3.1606456575679394*pi,1.0809301996189742*pi,0.7036868899128225*pi) q[8];\nu3(3.6667200941395635*pi,3.400617172205972*pi,2.241791697378522*pi) q[9];\nu3(3.609830650414405*pi,-0.23464775631481471*pi,3.873514419437902*pi) q[10];\nu3(3.319931136697079*pi,3.4774961775124504*pi,1.0981651150417564*pi) q[11];\nu3(3.682419074384596*pi,3.4863020302607293*pi,1.2442700359147778*pi) q[12];\nu3(3.9196142059127537*pi,2.3515064862194635*pi,1.5847353332469034*pi) q[13];\nu3(3.5443819147791324*pi,-0.04498513694151801*pi,1.1012642340102294*pi) q[14];\nu3(3.516408431843703*pi,-0.10114341377676711*pi,1.6013976678283912*pi) q[15];\nu3(3.7076871457986984*pi,0.5619388688335623*pi,0.9168697051227699*pi) q[16];\nRxxyyzz(0.32223386293636*pi,0.27477353371541025*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4267318376098901*pi,0.22631204244632386*pi,0.05715702489713502*pi) q[1],q[9];\nRxxyyzz(0.398988043318786*pi,0.3185420331444605*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.44491464557847005*pi,0.3410645369256963*pi,3.9296681649424094*pi) q[10],q[4];\nRxxyyzz(0.4072835178627696*pi,0.22835973402165521*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.49544556161026043*pi,0.18349502215514613*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.45265054662741966*pi,0.16073863485409248*pi,3.935041241786371*pi) q[16],q[7];\nRxxyyzz(0.45465504718568006*pi,0.19329892045323405*pi,0.0*pi) q[14],q[13];\nu3(3.082091305423174*pi,0.23099139692583504*pi,1.7812125959196206*pi) q[0];\nu3(3.3870681910265494*pi,-0.02266436585260967*pi,3.754797490847528*pi) q[1];\nu3(3.5457680006746655*pi,1.261332226827428*pi,1.6134251712441354*pi) q[3];\nu3(3.179928746830949*pi,3.3948035444782745*pi,2.096924890777286*pi) q[4];\nu3(3.424154274277392*pi,2.7297985788074834*pi,1.8224698042704013*pi) q[5];\nu3(3.2934075043106747*pi,0.4506063071397446*pi,2.0246304883363946*pi) q[6];\nu3(3.173965711989493*pi,3.0870521802183206*pi,1.792969426328595*pi) q[7];\nu3(3.6700256667338285*pi,3.140282520431702*pi,0.8523891945049367*pi) q[8];\nu3(3.781954905928985*pi,2.2677681737626036*pi,3.795535527003188*pi) q[9];\nu3(3.593592618047464*pi,3.0208240885689133*pi,1.6166187426237912*pi) q[10];\nu3(3.282340286242496*pi,3.490813882003568*pi,0.8783815152119423*pi) q[11];\nu3(3.395516263093241*pi,-0.4598514478477951*pi,4.32071367304588*pi) q[12];\nu3(3.1454323055397255*pi,2.950102826784601*pi,0.9860552197060746*pi) q[13];\nu3(3.470450796376928*pi,3.1350561084567663*pi,4.4548514969880255*pi) q[14];\nu3(3.2914092097373056*pi,3.2648290140035257*pi,0.6422083859718493*pi) q[15];\nu3(3.204852827659166*pi,2.5582609145974486*pi,1.538305411735017*pi) q[16];\nRxxyyzz(0.39379716141585996*pi,0.24556399224066716*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3272832594082502*pi,0.17084485762426405*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3648225401896391*pi,0.15683439181982983*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.39065585224857957*pi,0.24598199735196102*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4440609459121997*pi,0.16622175746660695*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3575538318711801*pi,0.313670691526847*pi,0.06407704359142707*pi) q[13],q[9];\nRxxyyzz(0.36717751440457036*pi,0.34001754626477076*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.4015633598881031*pi,0.07155381428294572*pi,0.0*pi) q[15],q[12];\nu3(3.559948253751222*pi,1.35243569344223*pi,4.433431582113046*pi) q[1];\nu3(3.7396643202778233*pi,-0.14198813362682772*pi,3.2469676499379796*pi) q[2];\nu3(3.6713745304437433*pi,2.5821244595281256*pi,1.3052167260092948*pi) q[3];\nu3(3.724382185130098*pi,0.08438690323330222*pi,1.4297845865883183*pi) q[4];\nu3(3.6764570619468095*pi,0.829005502866107*pi,1.802481318658434*pi) q[5];\nu3(3.6136967856251747*pi,0.8668421361880565*pi,2.0447587136137764*pi) q[6];\nu3(3.8106094021052033*pi,0.46310811262481333*pi,1.4020600066646396*pi) q[7];\nu3(3.524225746043926*pi,-0.2503581360066573*pi,4.4404930303167*pi) q[8];\nu3(3.6160222582247776*pi,2.7837705973340787*pi,3.9482701865313894*pi) q[9];\nu3(3.437223856167907*pi,3.3896453568633063*pi,0.5998418591663581*pi) q[10];\nu3(3.4341787007060436*pi,2.192692734859717*pi,1.730044187015083*pi) q[11];\nu3(3.403237564891579*pi,-0.41666434968809946*pi,0.9118249262152536*pi) q[12];\nu3(3.2980327824031477*pi,1.983722978430892*pi,0.6170824790327486*pi) q[13];\nu3(3.3112860055185793*pi,3.058522952924386*pi,4.376693033982184*pi) q[14];\nu3(3.2096701358244606*pi,-0.3955507103532202*pi,4.032210369502911*pi) q[15];\nu3(3.6687537770164287*pi,1.8790931933140418*pi,1.6212338421974224*pi) q[16];\nRxxyyzz(0.4812939857187901*pi,0.13061843322706324*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3178659358287196*pi,0.22724766855765388*pi,3.907147167699611*pi) q[10],q[1];\nRxxyyzz(0.4838076913412003*pi,0.18879481628201344*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.3010525323105595*pi,0.12380356882612498*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3817139914320197*pi,0.14947242730645494*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4481658753022498*pi,0.22780166419585374*pi,3.843706284344739*pi) q[12],q[7];\nRxxyyzz(0.42326916436454*pi,0.2105944533365427*pi,3.91887330833484*pi) q[8],q[16];\nRxxyyzz(0.4892377298954368*pi,0.1307231145820804*pi,0.0*pi) q[9],q[14];\nu3(3.5491567735281597*pi,-0.29738655455492935*pi,3.934013051950452*pi) q[0];\nu3(3.121694839331647*pi,3.021458804765638*pi,4.123491425458259*pi) q[1];\nu3(3.5323586905272553*pi,3.1862107211126807*pi,4.183222340338085*pi) q[2];\nu3(3.830593262839858*pi,3.251470872689935*pi,1.3099637990140576*pi) q[3];\nu3(3.9790502672055488*pi,2.7791905971277777*pi,2.0706894628506065*pi) q[4];\nu3(3.136156855785197*pi,0.5172469864289742*pi,1.389371274819812*pi) q[5];\nu3(3.8259925315098324*pi,2.9014309465686576*pi,0.6810886705605377*pi) q[6];\nu3(3.4209525308562085*pi,-0.14480830868767058*pi,0.9648852864942494*pi) q[7];\nu3(3.713166272340897*pi,1.2994964141186225*pi,1.7051065430694599*pi) q[8];\nu3(3.706148179309515*pi,3.3353061855332915*pi,0.8086832209352806*pi) q[9];\nu3(3.5178692258134197*pi,-0.24121996355171305*pi,3.880042680522221*pi) q[10];\nu3(3.7235964412884*pi,0.413671173020849*pi,1.1117274432558717*pi) q[12];\nu3(3.730465407441722*pi,3.157714135088858*pi,2.1871857568211017*pi) q[13];\nu3(3.636369901888422*pi,3.123880833657111*pi,1.0182223145648048*pi) q[14];\nu3(3.4886381711397445*pi,3.1272152692416166*pi,1.376787503978568*pi) q[15];\nu3(3.498053457440659*pi,2.194615280862538*pi,0.7269421381438907*pi) q[16];\nRxxyyzz(0.4437819876999698*pi,0.3610033633598979*pi,0.22759796398936627*pi) q[6],q[0];\nRxxyyzz(0.4304779656924699*pi,0.3109649378777086*pi,0.07317137822736523*pi) q[4],q[1];\nRxxyyzz(0.35151174070254015*pi,0.28519656422816286*pi,3.9531279931603205*pi) q[2],q[3];\nRxxyyzz(0.42437838842847064*pi,0.1283280180578742*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.33716234136202994*pi,0.19678692145284238*pi,0.14252592890267124*pi) q[13],q[8];\nRxxyyzz(0.4145820744342295*pi,0.3173560605707287*pi,0.19038814470797372*pi) q[11],q[9];\nRxxyyzz(0.46602786379088024*pi,0.32366871701900213*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.4453633989766871*pi,0.2724117045501939*pi,0.0*pi) q[15],q[16];\nu3(3.6051290166940575*pi,3.127784742834661*pi,3.869970054056544*pi) q[0];\nu3(3.8040157374210497*pi,0.8947479804139693*pi,3.958034465101167*pi) q[1];\nu3(3.3470591661676288*pi,3.1692453231285826*pi,1.2466788785346927*pi) q[2];\nu3(3.11427445557463*pi,2.0534781727238567*pi,1.1808788333431877*pi) q[3];\nu3(3.5037002058869766*pi,2.465090891608582*pi,4.465413471116725*pi) q[4];\nu3(3.535613255907037*pi,1.931242635535678*pi,1.7582626063279383*pi) q[5];\nu3(3.7726141414718497*pi,1.8200927936466558*pi,4.161079670804034*pi) q[6];\nu3(3.344103589378968*pi,2.3014810199408906*pi,2.2078943379762745*pi) q[7];\nu3(3.908163763453548*pi,3.483770988565332*pi,3.892343556265829*pi) q[8];\nu3(3.2912829340631045*pi,-0.31177560275280614*pi,1.3208939232107793*pi) q[9];\nu3(3.7627441733445424*pi,0.6787780564805734*pi,1.3600216715686697*pi) q[10];\nu3(3.328734224116031*pi,2.81285548380526*pi,3.31834341174676*pi) q[11];\nu3(3.54229908433159*pi,-0.034512328292029326*pi,4.314110256311316*pi) q[12];\nu3(3.7682102482285513*pi,2.0240517968334233*pi,1.3632012503193507*pi) q[13];\nu3(3.761078794517862*pi,-0.2432136107451378*pi,3.9992987519098038*pi) q[15];\nu3(3.787193746897978*pi,0.3789034573541499*pi,4.4439721686706*pi) q[16];\nRxxyyzz(0.4517094158958509*pi,0.26196120902081743*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.38224003625985953*pi,0.33104429709087874*pi,0.13034447918579742*pi) q[11],q[1];\nRxxyyzz(0.412594468040437*pi,0.29236553851286096*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3347169582798798*pi,0.20754055996929255*pi,3.8574668710177296*pi) q[3],q[14];\nRxxyyzz(0.41645330797331737*pi,0.21856559424510213*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.42384072629807934*pi,0.2875739264580468*pi,0.11552219462554442*pi) q[12],q[7];\nRxxyyzz(0.40377132521050985*pi,0.3427540866042893*pi,0.0*pi) q[13],q[9];\nu3(3.6752453701414307*pi,-0.46956208555247925*pi,3.8841593286689844*pi) q[0];\nu3(3.661444271028753*pi,0.5701438661678213*pi,1.1887212701877423*pi) q[1];\nu3(3.4893455630759407*pi,2.419608098926199*pi,1.7267198869826528*pi) q[2];\nu3(3.6617756385263407*pi,3.222130548830072*pi,0.5668826099551811*pi) q[3];\nu3(3.660660388289528*pi,0.3824399497290535*pi,1.7673176940371111*pi) q[4];\nu3(3.810311772284682*pi,0.957119270385336*pi,1.9895263270639472*pi) q[5];\nu3(3.211318151300857*pi,3.446015178595215*pi,1.7331386885392137*pi) q[6];\nu3(3.9353481588025803*pi,3.4581367856907526*pi,2.180495476917237*pi) q[7];\nu3(3.546762210122825*pi,0.7150439971999489*pi,0.7590412404644918*pi) q[8];\nu3(3.204081388349733*pi,3.4773289260200047*pi,1.4586101095993023*pi) q[9];\nu3(3.3181145864151658*pi,-0.05626281046868031*pi,4.061439469885097*pi) q[11];\nu3(3.5788477741221283*pi,-0.4272149597628436*pi,4.471061368922578*pi) q[12];\nu3(3.5012285544063326*pi,0.3896070881210125*pi,1.329897796597425*pi) q[13];\nu3(3.6756701665100446*pi,-0.3017587879823152*pi,1.1951680555487323*pi) q[14];\nRxxyyzz(0.42819988567468903*pi,0.25671486956493406*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4009461781398199*pi,0.26087161613827825*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.3727799994598502*pi,0.31527810840549897*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.4816223569662601*pi,0.20944936735892505*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4238670208546099*pi,0.3481117600864665*pi,3.9530431556992203*pi) q[8],q[5];\nRxxyyzz(0.43101586606904985*pi,0.1912505777272041*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3553352514690199*pi,0.1720795416222023*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.48872780853113074*pi,0.1618590815386982*pi,0.0*pi) q[12],q[16];\nu3(3.3750176371779546*pi,2.294461758656233*pi,2.1787526541280293*pi) q[0];\nu3(3.4696152046286697*pi,2.4475304923739856*pi,1.9995466962512647*pi) q[1];\nu3(3.5862711432709156*pi,2.450963732151805*pi,1.3262047983218719*pi) q[3];\nu3(3.4621172716844764*pi,3.0678676442228188*pi,3.9704133945634523*pi) q[4];\nu3(3.500473988516918*pi,1.1011667683254327*pi,2.4881524139583515*pi) q[5];\nu3(3.8277152374896297*pi,2.423556205454731*pi,1.9185759203329975*pi) q[6];\nu3(3.186293312963045*pi,0.6309043567990575*pi,1.4764722445310348*pi) q[7];\nu3(3.6672338976478103*pi,0.5387908434418418*pi,0.6097467442215878*pi) q[8];\nu3(3.7542474065085956*pi,0.500327448588886*pi,1.0582144402784224*pi) q[9];\nu3(3.424803881181483*pi,0.902859145567922*pi,1.2128228541803634*pi) q[10];\nu3(3.7332477547673744*pi,-0.4203661262244359*pi,3.694478341000889*pi) q[11];\nu3(3.3633527675997206*pi,3.1062361449559077*pi,1.1650341186318096*pi) q[12];\nu3(3.5799844545089856*pi,1.1471538416150588*pi,1.5607515531277056*pi) q[13];\nu3(3.3451366399864852*pi,0.10965752257765538*pi,0.5359515585179568*pi) q[14];\nu3(3.79665131447956*pi,2.3747868543793214*pi,0.9987251201600473*pi) q[15];\nu3(3.38133298757909*pi,3.149755882408817*pi,1.2831359251458387*pi) q[16];\nRxxyyzz(0.24938288350619991*pi,0.19417267335282196*pi,0.03957476907084079*pi) q[0],q[12];\nRxxyyzz(0.42525155814375215*pi,0.23828083897119634*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.39676562027302975*pi,0.2571464719333767*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.41294106910708006*pi,0.3872335662809192*pi,0.2621059624193056*pi) q[14],q[5];\nRxxyyzz(0.39473907597064*pi,0.3575449143792752*pi,0.21186064792360268*pi) q[8],q[6];\nRxxyyzz(0.42409058362955976*pi,0.15066424738668796*pi,0.0836159736241973*pi) q[10],q[9];\nRxxyyzz(0.42772298998243896*pi,0.32660654032637915*pi,0.0*pi) q[13],q[11];\nu3(3.0685552114981096*pi,0.7735034951973812*pi,1.2668838622211576*pi) q[0];\nu3(3.0285613171305537*pi,0.41915110463242045*pi,1.2009046208475214*pi) q[1];\nu3(3.1167373143487236*pi,0.3243833686892542*pi,1.6240227047419165*pi) q[2];\nu3(3.166439064189709*pi,2.8461078638897224*pi,4.443149321041229*pi) q[4];\nu3(3.615675930682543*pi,-0.46010220065049157*pi,2.5462606342314915*pi) q[5];\nu3(3.703124849991151*pi,0.6410909064767925*pi,0.9883892343669367*pi) q[6];\nu3(3.3579039871145433*pi,1.3818758310505572*pi,4.466177270205181*pi) q[8];\nu3(3.4560084958926476*pi,-0.06346154107311519*pi,4.1695712691919695*pi) q[9];\nu3(3.8146024029379495*pi,0.1764265485795563*pi,0.9586639494086185*pi) q[10];\nu3(3.358555954161061*pi,2.797538649156767*pi,4.23374118362856*pi) q[11];\nu3(3.716614600719548*pi,3.3354156392347196*pi,3.2783256907067964*pi) q[12];\nu3(3.567452342163806*pi,2.867735507147036*pi,1.0170598026779498*pi) q[13];\nu3(3.7155174005294835*pi,3.0045073767647583*pi,2.8053548859939803*pi) q[14];\nu3(3.5353465441275334*pi,0.7872826177529726*pi,1.9507021742965023*pi) q[16];\nRxxyyzz(0.3732328381877999*pi,0.1829733483401732*pi,0.11416777126480278*pi) q[0],q[7];\nRxxyyzz(0.40125921037282974*pi,0.1872782939521755*pi,0.11469343746676017*pi) q[1],q[12];\nRxxyyzz(0.4089449600662296*pi,0.2545298768263121*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4150588260355401*pi,0.12452890571198172*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.42796217961266997*pi,0.261290718733969*pi,0.09307210805215499*pi) q[4],q[8];\nRxxyyzz(0.3451062593056*pi,0.2439947801668072*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.42416355413153983*pi,0.2609338403010347*pi,0.0*pi) q[15],q[14];\nu3(3.523642727880281*pi,3.3870888757285433*pi,2.3828123545343107*pi) q[0];\nu3(3.696328597559963*pi,0.7421088192262011*pi,0.8058969025356102*pi) q[1];\nu3(3.3481365835875034*pi,0.7378627696083686*pi,1.4354959491512644*pi) q[2];\nu3(3.2501728020058436*pi,0.8412484473891872*pi,1.7132648250925449*pi) q[3];\nu3(3.1114579667565203*pi,-0.3600172660277263*pi,0.7330323525714502*pi) q[4];\nu3(3.6987051347057145*pi,3.2899133345180163*pi,4.109399968434929*pi) q[5];\nu3(3.5478529241851784*pi,2.951523821392944*pi,3.4969781328573024*pi) q[7];\nu3(3.278166822963091*pi,-0.02382329209623102*pi,3.505529482494753*pi) q[8];\nu3(3.044815979329736*pi,2.3913104532856724*pi,0.8626544356789855*pi) q[9];\nu3(3.432136186999314*pi,1.8597991120781212*pi,1.2215548457379537*pi) q[10];\nu3(3.44136749802015*pi,2.4439233687432433*pi,1.4133257959840464*pi) q[12];\nu3(3.7409990886144575*pi,2.8772102528533456*pi,1.7628185362424542*pi) q[14];\nu3(3.3290238735149718*pi,-0.09334916166322715*pi,0.9691922152778494*pi) q[15];\nu3(3.20734960836803*pi,2.4771393475293477*pi,0.8286086722887758*pi) q[16];\nRxxyyzz(0.3398570164282*pi,0.26904589016023295*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4043538446797796*pi,0.2122263806396702*pi,3.90047920836955*pi) q[1],q[9];\nRxxyyzz(0.40630581581910014*pi,0.3083152270309161*pi,3.89522126180578*pi) q[2],q[16];\nRxxyyzz(0.3488905579396205*pi,0.20440972354436404*pi,0.12669092496010492*pi) q[12],q[3];\nRxxyyzz(0.4063493223603327*pi,0.1342959898029371*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.3857872496175698*pi,0.25712631635076577*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.383806790157573*pi,0.21913922485384152*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.3977660121619597*pi,0.18870930991135618*pi,0.06282311285704062*pi) q[13],q[15];\nu3(3.884689567391415*pi,-0.09185620277914291*pi,0.5674341257018527*pi) q[0];\nu3(3.661861772630067*pi,0.5462874205665438*pi,1.0710834953465458*pi) q[1];\nu3(3.6456155867169833*pi,3.4990123653087677*pi,0.8468437016648198*pi) q[2];\nu3(3.5961314617940965*pi,0.7359157059715016*pi,1.0822537244221637*pi) q[3];\nu3(3.868069203443904*pi,-0.24002871723377095*pi,3.7624356074391514*pi) q[4];\nu3(3.491034989891147*pi,3.268824257924545*pi,1.2368182443527556*pi) q[5];\nu3(3.6065762390208973*pi,2.691339876957832*pi,0.7053544455735078*pi) q[7];\nu3(3.2549046017494114*pi,2.822903855943471*pi,0.6087670375592915*pi) q[8];\nu3(3.6412512069985232*pi,1.0654743576225079*pi,2.360856166390551*pi) q[9];\nu3(3.486425747498101*pi,2.192690976913727*pi,0.7591328631964567*pi) q[10];\nu3(3.2555902623424093*pi,-0.1409435457776428*pi,4.127303943557644*pi) q[11];\nu3(3.4372503994103005*pi,-0.2181234244287671*pi,2.372878791083294*pi) q[12];\nu3(3.379630324027877*pi,-0.1615250316015443*pi,3.84546314285996*pi) q[13];\nu3(3.631099576425007*pi,0.7507858089458121*pi,1.1259863064801308*pi) q[14];\nu3(3.2228002386539765*pi,0.9792822819831328*pi,0.9983259951843162*pi) q[15];\nu3(3.367650988785317*pi,3.3282658165346684*pi,1.911993072674349*pi) q[16];\nmeasure q[10] -> c[16];\nRxxyyzz(0.4527851097125897*pi,0.3300414784642771*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.36229949387185567*pi,0.27005601439517624*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.45587330111909985*pi,0.18688334336566656*pi,3.8295112796374298*pi) q[2],q[5];\nRxxyyzz(0.4708336216786986*pi,0.3881223651265498*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4078979610893899*pi,0.17665686034665296*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.37211620813352997*pi,0.19292363093730894*pi,0.10139693150403728*pi) q[11],q[8];\nRxxyyzz(0.42791555609047943*pi,0.18572001579297764*pi,3.8873591899842292*pi) q[15],q[9];\nRxxyyzz(0.42550370169387014*pi,0.18469184683902898*pi,0.0640821594535862*pi) q[13],q[14];\nu3(3.6560091773313594*pi,1.407030896765669*pi,1.4958600046618868*pi) q[0];\nu3(3.6670265830196733*pi,1.9476916909399833*pi,1.6657813916452024*pi) q[1];\nu3(3.270637323631626*pi,0.22232286499056197*pi,1.2222373503351822*pi) q[2];\nu3(3.325463963579624*pi,1.805718685391367*pi,0.5693412298567341*pi) q[3];\nu3(3.464182721459087*pi,1.716290316907707*pi,4.334172928391531*pi) q[4];\nu3(3.6760152298493005*pi,0.03561783109461647*pi,1.6291785079080032*pi) q[5];\nu3(3.426985294235185*pi,3.3558465790608114*pi,0.9673307544547889*pi) q[6];\nu3(3.345608022835761*pi,1.492410279486736*pi,4.049096376003893*pi) q[7];\nu3(3.2774688782369283*pi,0.4686108612080693*pi,4.129286373612224*pi) q[8];\nu3(3.2472768768789924*pi,0.939949676654348*pi,1.4021414176715172*pi) q[9];\nu3(3.176800938044268*pi,0.748088150336879*pi,3.172619876860365*pi) q[11];\nu3(3.805130989018946*pi,-0.007808248160363185*pi,1.35429748542239*pi) q[12];\nu3(3.6067689053286007*pi,2.496624721106984*pi,1.9142570766404612*pi) q[13];\nu3(3.6754030209708897*pi,0.7406906435086933*pi,3.2279104651650354*pi) q[14];\nu3(3.5967984415094465*pi,-0.3325980257729392*pi,1.1794649932749857*pi) q[15];\nu3(3.3875652086695247*pi,0.6431234059878805*pi,1.536246363037325*pi) q[16];\nmeasure q[12] -> c[0];\nmeasure q[3] -> c[1];\nmeasure q[11] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[15] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[16] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[1] -> c[14];\nmeasure q[9] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5212853985500345*pi,-0.4582616587630452*pi,0.6268409135577699*pi) q[0];\nu3(3.524139755718922*pi,0.31128610678397284*pi,3.549344879180223*pi) q[1];\nu3(3.8841771192036862*pi,-0.002948692600298286*pi,0.6954414427267483*pi) q[2];\nu3(3.8343011210562077*pi,2.2392881345489632*pi,2.660511212081845*pi) q[3];\nu3(3.665130662868848*pi,0.17499881781685211*pi,0.6180734601198562*pi) q[4];\nu3(3.6073586245284055*pi,-0.2685780576375949*pi,1.1088986783219954*pi) q[5];\nu3(3.6888146911110433*pi,-0.06730543445006165*pi,2.746439972451601*pi) q[6];\nu3(3.684633468981667*pi,0.025161054231753743*pi,1.3176106428991725*pi) q[7];\nu3(3.483834827620515*pi,-0.4733920547391*pi,4.3068949758205655*pi) q[8];\nu3(3.2542603803717185*pi,0.19537866840682727*pi,2.401913181183785*pi) q[9];\nu3(3.378691692905916*pi,-0.11265053481377241*pi,3.2864940932832987*pi) q[10];\nu3(3.4508011993370706*pi,-0.2572276627122131*pi,2.321998572860777*pi) q[11];\nu3(3.321501552616754*pi,3.022933233992087*pi,2.385523755075682*pi) q[12];\nu3(3.3225367526324234*pi,2.981350149976518*pi,1.9121672938637*pi) q[13];\nu3(3.4266240713741483*pi,-0.3997935230246779*pi,0.8833539792417853*pi) q[14];\nu3(3.507592359264664*pi,3.2986970209377557*pi,4.277045128755422*pi) q[15];\nu3(3.8764835303169045*pi,-0.433069691554274*pi,2.7869350726669566*pi) q[16];\nRxxyyzz(0.4370023027925002*pi,0.06808787972141683*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.45625605369848987*pi,0.17794572964668287*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.41819992112138915*pi,0.2190118159088661*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.4679171218771899*pi,0.08908633351332818*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4318072340384394*pi,0.21572541334397272*pi,0.1422902398917146*pi) q[5],q[15];\nRxxyyzz(0.43620347925412034*pi,0.13222427260317476*pi,3.931755780526761*pi) q[6],q[16];\nRxxyyzz(0.45000652074560954*pi,0.1614535060404119*pi,3.8841620027504806*pi) q[8],q[14];\nRxxyyzz(0.44212592175433074*pi,0.12286743277560508*pi,0.0*pi) q[12],q[13];\nu3(3.5666336424403875*pi,2.887540569820782*pi,4.15255606900201*pi) q[0];\nu3(3.725357620381757*pi,0.9997752693528421*pi,1.2883726598330916*pi) q[1];\nu3(3.103516992949052*pi,0.5046336591100695*pi,1.1752315292764406*pi) q[2];\nu3(3.438181216795767*pi,0.4893847649402424*pi,0.675082071713463*pi) q[3];\nu3(3.427594899241331*pi,-0.17465470364706592*pi,0.6391769934201194*pi) q[4];\nu3(3.3718793994989924*pi,3.102959955819869*pi,0.7123581075903961*pi) q[5];\nu3(3.887091456115814*pi,3.3254369874614165*pi,1.744587123010665*pi) q[6];\nu3(3.651200772997099*pi,3.3913744005733015*pi,0.9568943105534111*pi) q[7];\nu3(3.458631209120713*pi,3.342881225100716*pi,2.161623677702084*pi) q[8];\nu3(3.500252045455932*pi,0.8019324952390829*pi,0.9130202376718396*pi) q[9];\nu3(3.161860938875669*pi,0.7548888265660767*pi,1.6844317957565647*pi) q[11];\nu3(3.6478137443439924*pi,-0.10174682702527554*pi,4.3676112179231374*pi) q[12];\nu3(3.1752896152152443*pi,2.3764551226264246*pi,0.9491031629150501*pi) q[13];\nu3(3.4344408664945467*pi,0.42166960933926523*pi,0.8602768408312085*pi) q[14];\nu3(3.5682955761679667*pi,-0.21723362681623948*pi,0.9640982259020432*pi) q[15];\nu3(3.621174555059704*pi,-0.459208601638493*pi,1.4006105647141305*pi) q[16];\nRxxyyzz(0.36238924237163944*pi,0.1763906216329412*pi,3.8541563355819406*pi) q[0],q[6];\nRxxyyzz(0.3887448046814401*pi,0.1638010722651746*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3762928573460193*pi,0.2147731052712021*pi,0.09654488912106626*pi) q[2],q[10];\nRxxyyzz(0.39515185869236025*pi,0.18819463148044058*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3978765886766196*pi,0.3059367886555235*pi,0.14511185567315102*pi) q[4],q[5];\nRxxyyzz(0.40567502916190934*pi,0.3095864788337863*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.44026827029066024*pi,0.35529168170512*pi,0.1726746346534732*pi) q[11],q[16];\nRxxyyzz(0.35082065278233987*pi,0.16555134824052842*pi,0.0*pi) q[13],q[15];\nu3(3.757430364866458*pi,-0.48048584550947243*pi,1.8743437623654227*pi) q[0];\nu3(3.145003830670187*pi,-0.3372461481594182*pi,0.9272701665435283*pi) q[1];\nu3(3.5751349784446393*pi,3.3741446123848653*pi,3.350712728640782*pi) q[2];\nu3(3.719081165363492*pi,-0.35344187411765854*pi,1.069254215910504*pi) q[3];\nu3(3.7798653938839966*pi,3.1895983137047104*pi,3.3417828630403594*pi) q[4];\nu3(3.341380689411862*pi,-0.06519460820711998*pi,4.423722947978359*pi) q[5];\nu3(3.5359821103980327*pi,2.581900276169244*pi,0.6454190202536187*pi) q[6];\nu3(3.652439855648294*pi,1.8768970272427046*pi,1.2940458288491836*pi) q[8];\nu3(3.5158692584077125*pi,-0.3004716783964665*pi,2.195732767547626*pi) q[9];\nu3(3.6795480297682936*pi,3.29031029491609*pi,4.062138550498146*pi) q[10];\nu3(3.299227754338698*pi,2.464402711790507*pi,0.9909321206372874*pi) q[11];\nu3(3.863934763044131*pi,0.0639329767150646*pi,0.5539773806052715*pi) q[12];\nu3(3.512544954302709*pi,-0.217956693075408*pi,0.5099953376939064*pi) q[13];\nu3(3.67307271016279*pi,-0.4785708910061126*pi,3.8690326697622046*pi) q[14];\nu3(3.5856829708874085*pi,-0.3885970786493765*pi,1.4296031340378563*pi) q[15];\nu3(3.1667037242071845*pi,2.5930610529963913*pi,4.258041353764113*pi) q[16];\nRxxyyzz(0.4292998384248909*pi,0.19625525048642606*pi,0.05681256594654606*pi) q[0],q[15];\nRxxyyzz(0.35733419558937907*pi,0.1995411845802103*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.46765687024935754*pi,0.2643279109222134*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.43044529913899027*pi,0.23387103774517684*pi,0.0471801516955574*pi) q[3],q[16];\nRxxyyzz(0.4322425751536595*pi,0.2233671153283492*pi,0.0850015037828517*pi) q[4],q[8];\nRxxyyzz(0.43917197215224013*pi,0.35852747579755*pi,3.85468790349055*pi) q[6],q[10];\nRxxyyzz(0.37190529378404813*pi,0.2589615280683235*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.39429568747495003*pi,0.14940011107781892*pi,0.0*pi) q[13],q[14];\nu3(3.8566692132356843*pi,3.3002377561906844*pi,3.8294183205955146*pi) q[0];\nu3(3.4789865401836026*pi,0.2764131757303063*pi,0.8850733375434434*pi) q[1];\nu3(3.4717489553936822*pi,3.2988005236002413*pi,1.5372305340333368*pi) q[2];\nu3(3.884494751114841*pi,2.281752643675132*pi,4.223750978218662*pi) q[3];\nu3(3.2601413582366674*pi,0.06222036450697588*pi,3.275630349972813*pi) q[4];\nu3(3.4634179189714467*pi,3.3334401526334374*pi,1.964061756198352*pi) q[5];\nu3(3.3035936091880638*pi,2.3504111042085976*pi,1.7735966444857332*pi) q[6];\nu3(3.761432392413284*pi,-0.4735153631056246*pi,4.1273119537088405*pi) q[7];\nu3(3.8232939417738057*pi,2.8906674260550305*pi,0.7831201228477279*pi) q[8];\nu3(3.417380689186693*pi,0.3872221023720277*pi,1.30023062700462*pi) q[9];\nu3(3.6651358610828906*pi,-0.03697642367178411*pi,1.100723274242616*pi) q[10];\nu3(3.1457776381460176*pi,3.4795631158243117*pi,0.7666495572493285*pi) q[11];\nu3(3.697412842564384*pi,0.5419417461102178*pi,0.8028753041539336*pi) q[13];\nu3(3.510343336082066*pi,-0.25483779793218975*pi,0.5199285115968211*pi) q[14];\nu3(3.809057930245277*pi,0.28916841250073266*pi,1.5769086729372854*pi) q[15];\nu3(3.3098976364287678*pi,-0.32077205748594273*pi,2.8993581558687844*pi) q[16];\nRxxyyzz(0.3869275812995002*pi,0.1690306122424854*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3468753493725*pi,0.1533605110432169*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.44382979456490007*pi,0.3220543677525824*pi,0.11606294374151778*pi) q[3],q[4];\nRxxyyzz(0.3765382250699806*pi,0.1298843093391251*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4495988945161501*pi,0.3217307225874122*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4296565660726195*pi,0.1806303882882303*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.46540004109943034*pi,0.35179062479265244*pi,0.0*pi) q[13],q[16];\nu3(3.6355270987370254*pi,2.9600970948777325*pi,4.33390536565565*pi) q[1];\nu3(3.8023469712892144*pi,3.455502545108553*pi,0.9730825285732978*pi) q[2];\nu3(3.5953787356240037*pi,2.742644590479645*pi,0.6888254351229968*pi) q[3];\nu3(3.3607078836962105*pi,0.22205467408589252*pi,3.802417412682043*pi) q[4];\nu3(3.6167211007418114*pi,3.313560940418463*pi,0.9213297636525279*pi) q[5];\nu3(3.415892676385513*pi,-0.10076518041822413*pi,1.1863298906268658*pi) q[8];\nu3(3.4659864536515865*pi,0.14938030387201362*pi,0.8444396814124215*pi) q[9];\nu3(3.6220226499703783*pi,1.7664282616276168*pi,0.9117100264151408*pi) q[10];\nu3(3.702097720020612*pi,3.266551608555631*pi,2.2489486554998868*pi) q[11];\nu3(3.6698384469918057*pi,1.8655191520970171*pi,1.5611424591427991*pi) q[12];\nu3(3.2140832273996485*pi,0.21370619232826749*pi,4.328509743652701*pi) q[13];\nu3(3.513966028025305*pi,0.6558621598060401*pi,1.4135491942592784*pi) q[14];\nu3(3.7647792384982455*pi,-0.4394538436342459*pi,2.0337432757760108*pi) q[15];\nu3(3.8441904833758733*pi,1.3327064447768477*pi,2.3542489193078513*pi) q[16];\nRxxyyzz(0.3987756675271599*pi,0.19033953569672318*pi,3.8536642578865408*pi) q[0],q[3];\nRxxyyzz(0.4793730830631403*pi,0.21132488069922606*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.35769927218882014*pi,0.2846524175520244*pi,0.1751715433584895*pi) q[6],q[10];\nRxxyyzz(0.207170791689959*pi,0.09789178425629097*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.36758519483655994*pi,0.16021993269705614*pi,0.04511060481124553*pi) q[8],q[14];\nRxxyyzz(0.4140784162222101*pi,0.2777119922837912*pi,0.0*pi) q[11],q[13];\nu3(3.7368110487342*pi,2.6926965871168487*pi,2.391969367664133*pi) q[0];\nu3(3.204195439168938*pi,2.420876867105437*pi,0.5128182369100198*pi) q[3];\nu3(3.3206936754415968*pi,3.1778751327172348*pi,1.3267341576918243*pi) q[4];\nu3(3.4449376805986045*pi,-0.049516482750157464*pi,1.6961457374884086*pi) q[6];\nu3(3.376263514278438*pi,2.2978910007244973*pi,0.5958805170436037*pi) q[7];\nu3(3.6061934501176776*pi,-0.14192543360296334*pi,0.9113933890604207*pi) q[8];\nu3(3.803396562392259*pi,0.3656985065114786*pi,2.744178569391984*pi) q[10];\nu3(3.91629682723458*pi,2.7074912335494803*pi,2.1342832604300517*pi) q[11];\nu3(3.3114486239449614*pi,1.1853025399794888*pi,2.3402651169038453*pi) q[12];\nu3(3.4298330423866186*pi,-0.12193128677039028*pi,1.8384450939155887*pi) q[13];\nu3(3.6724174714811397*pi,2.1206332251937483*pi,3.881115999736119*pi) q[14];\nu3(3.7069734780211063*pi,-0.24442987983746112*pi,1.1018216632200053*pi) q[16];\nRxxyyzz(0.44504414579520013*pi,0.3148909472151428*pi,3.9445561975215497*pi) q[0],q[11];\nRxxyyzz(0.4059726663058197*pi,0.28336696535954686*pi,3.7866340411669808*pi) q[1],q[16];\nRxxyyzz(0.32834515606502956*pi,0.2528769927348029*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3036512245155997*pi,0.15989275408251702*pi,3.9534604380628395*pi) q[3],q[14];\nRxxyyzz(0.45753633691327*pi,0.21064232248932582*pi,3.954994317934089*pi) q[4],q[13];\nRxxyyzz(0.4007634174587951*pi,0.3393267950196437*pi,3.894696684754948*pi) q[6],q[5];\nRxxyyzz(0.4152417852674102*pi,0.2426445474698289*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.3050214149072802*pi,0.1172275316527589*pi,0.0*pi) q[8],q[12];\nu3(3.3243637084716244*pi,1.1891699935984388*pi,2.449026998069887*pi) q[0];\nu3(3.724649314846743*pi,3.317862011285883*pi,1.2722158620790747*pi) q[1];\nu3(3.6207326031136025*pi,3.3224617837189374*pi,4.158634914609451*pi) q[2];\nu3(3.4466136510821106*pi,0.39504254769255875*pi,1.0793160939172393*pi) q[3];\nu3(3.560157161846665*pi,3.3017729398891964*pi,1.4661872856297609*pi) q[4];\nu3(3.461781828741364*pi,3.0767346698159437*pi,2.375013516000286*pi) q[5];\nu3(3.8566279934025864*pi,3.4547645906626503*pi,0.9769595910565259*pi) q[6];\nu3(3.2079637026356678*pi,3.393193531937658*pi,0.748886899900633*pi) q[7];\nu3(3.3712521243624995*pi,3.434524591213993*pi,4.218497899753809*pi) q[8];\nu3(3.084958527665154*pi,3.281161762455394*pi,0.6602702663620859*pi) q[9];\nu3(3.659730693802476*pi,3.0152787474217955*pi,4.190565195437754*pi) q[10];\nu3(3.9345299516262116*pi,-0.4597443888062641*pi,2.124909810464697*pi) q[11];\nu3(3.69503691935698*pi,2.458610450511577*pi,2.2377160936336553*pi) q[12];\nu3(3.1416870567535375*pi,1.1908962516135504*pi,2.4722378574707755*pi) q[13];\nu3(3.361264768685116*pi,0.6735446338563409*pi,2.1600336646084703*pi) q[14];\nu3(3.533535772704938*pi,-0.4442854417645166*pi,2.39259221422626*pi) q[16];\nRxxyyzz(0.2691419105433698*pi,0.13364996494479975*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4694409055223998*pi,0.4123577639410386*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.45826688163036966*pi,0.379643623952716*pi,3.8700227958735294*pi) q[9],q[2];\nRxxyyzz(0.3980798303164197*pi,0.3671629318674543*pi,0.16341028433095595*pi) q[12],q[4];\nRxxyyzz(0.2950510536013604*pi,0.254527425218142*pi,3.9446688896096394*pi) q[8],q[7];\nRxxyyzz(0.4306516310274604*pi,0.3503203908368545*pi,3.8618032315779605*pi) q[11],q[15];\nRxxyyzz(0.41012181963909455*pi,0.28935236157214406*pi,0.0*pi) q[16],q[13];\nu3(3.878289251490881*pi,2.0296584200605525*pi,2.284980149571729*pi) q[0];\nu3(3.513011445433914*pi,3.124947342772577*pi,4.0634500507664*pi) q[1];\nu3(3.218949841481778*pi,2.9143662654438827*pi,1.9197095948788063*pi) q[2];\nu3(3.577885489474696*pi,0.7946048714133047*pi,2.1065056190420823*pi) q[3];\nu3(3.437225396615895*pi,0.6628018751064015*pi,3.6821850075413654*pi) q[4];\nu3(3.93143176485959*pi,-0.1747326360427428*pi,0.6920513463552789*pi) q[7];\nu3(3.424183363078048*pi,3.154389334659217*pi,4.027078401280303*pi) q[8];\nu3(3.8228489308706948*pi,3.3939434187548887*pi,0.5576451349030576*pi) q[9];\nu3(3.1010723245468403*pi,0.1851154969089771*pi,1.7358341731949083*pi) q[11];\nu3(3.3677230213312424*pi,3.3941256892267893*pi,1.346977112565312*pi) q[12];\nu3(3.063103520808178*pi,1.0695341255533712*pi,1.4621133706009273*pi) q[13];\nu3(3.4895903516666125*pi,0.47955132640656983*pi,4.367625108411412*pi) q[14];\nu3(3.1320233533304607*pi,-0.44601998566078516*pi,2.1962160714896477*pi) q[15];\nu3(3.9453550355691975*pi,2.6983135610794333*pi,0.5021994528360336*pi) q[16];\nRxxyyzz(0.4544609180780793*pi,0.3093918152302884*pi,3.9538777939207805*pi) q[9],q[0];\nRxxyyzz(0.36090529559823986*pi,0.25552368574088025*pi,0.0815570883034642*pi) q[1],q[15];\nRxxyyzz(0.44820786276580993*pi,0.3203477727177972*pi,3.7265607357633197*pi) q[2],q[6];\nRxxyyzz(0.30626739427667*pi,0.20901498365912818*pi,3.9480852775400006*pi) q[3],q[5];\nRxxyyzz(0.3916312743048699*pi,0.2663836645923458*pi,0.16318734227109713*pi) q[7],q[4];\nRxxyyzz(0.36710714100128927*pi,0.2054557954797791*pi,3.89121186230102*pi) q[8],q[10];\nRxxyyzz(0.3525990194268702*pi,0.295779611451056*pi,0.0557140254778874*pi) q[12],q[16];\nRxxyyzz(0.4403283245454102*pi,0.3265589033575273*pi,0.09359275059683343*pi) q[14],q[13];\nu3(3.5569924606471637*pi,-0.2754313711770645*pi,1.2284950941633888*pi) q[0];\nu3(3.6463633417092334*pi,3.180073439459674*pi,3.5561464999427734*pi) q[1];\nu3(3.3832647460782765*pi,3.120123442511953*pi,1.2029941075749708*pi) q[2];\nu3(3.7143617084938607*pi,-0.462025810752127*pi,1.8679047813485088*pi) q[3];\nu3(3.356474557362012*pi,-0.3737128679337226*pi,1.8630901808556448*pi) q[4];\nu3(3.4535203660014973*pi,2.289520643608947*pi,0.7152370807264222*pi) q[5];\nu3(3.390395344771459*pi,2.6630012343504736*pi,0.8830345554891343*pi) q[6];\nu3(3.5803492383264746*pi,-0.3826701587362623*pi,3.184150542282835*pi) q[7];\nu3(3.8670601671171014*pi,-0.19814926028042334*pi,2.3387249498271365*pi) q[8];\nu3(3.2215394036086367*pi,0.6779229294171731*pi,1.8666813385901924*pi) q[9];\nu3(3.1056699906917222*pi,2.0251956434901635*pi,2.3949172047728844*pi) q[10];\nu3(3.1863979912344247*pi,2.180334581880919*pi,2.3975266478827493*pi) q[12];\nu3(3.8533389897310166*pi,3.1092099727557665*pi,3.419126082084255*pi) q[13];\nu3(3.565758500686411*pi,0.018066222212598904*pi,3.5305690943454966*pi) q[14];\nu3(3.787188560170522*pi,3.1159129186165297*pi,0.8785681354379401*pi) q[15];\nu3(3.420455187156292*pi,-0.08689083475772341*pi,0.743933435777021*pi) q[16];\nRxxyyzz(0.39313060632255936*pi,0.2433543921909817*pi,0.14616794708451017*pi) q[0],q[6];\nRxxyyzz(0.4405325860281897*pi,0.2781027392360169*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.3557058391469905*pi,0.3300971485383857*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4420870889867099*pi,0.2418918136339298*pi,0.17775543478657035*pi) q[14],q[4];\nRxxyyzz(0.40415247039081054*pi,0.2792673234652875*pi,3.8798024349811704*pi) q[7],q[5];\nRxxyyzz(0.46751173562173964*pi,0.1692228288882731*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.3733101992575998*pi,0.16194038663532506*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.27597044608204957*pi,0.18731039449995202*pi,0.0*pi) q[13],q[15];\nu3(3.412795215819251*pi,3.4251630951823664*pi,4.186026342044765*pi) q[0];\nu3(3.6267961424382733*pi,-0.05825818189025911*pi,1.0022130425388847*pi) q[1];\nu3(3.712294847180176*pi,0.5248232880219059*pi,2.3225726803125637*pi) q[3];\nu3(3.4604583699210187*pi,2.1375156930492363*pi,0.6160863548855645*pi) q[4];\nu3(3.6596165936237126*pi,-0.004734123697323955*pi,1.3935969142875066*pi) q[5];\nu3(3.165946664156155*pi,3.4461082608204934*pi,3.017294722079453*pi) q[6];\nu3(3.705930905152387*pi,-0.4386942407421106*pi,2.0755585862873804*pi) q[7];\nu3(3.6282357304815895*pi,3.152135403976781*pi,0.9173845154110818*pi) q[8];\nu3(3.4262398463003647*pi,-0.1841304787726028*pi,4.256205406283611*pi) q[9];\nu3(3.4576767651690057*pi,2.052389562814728*pi,1.5945521218723582*pi) q[10];\nu3(3.646027931922533*pi,2.829416174285295*pi,0.5993729749188805*pi) q[11];\nu3(3.526714073781992*pi,-0.09276449962631372*pi,1.7356189961075934*pi) q[12];\nu3(3.32721448699633*pi,0.6046037605733476*pi,1.3796627994112758*pi) q[13];\nu3(3.329750583172065*pi,3.4599978290726305*pi,3.6974063436620295*pi) q[14];\nu3(3.3559930982692774*pi,-0.05375266070957152*pi,0.9049063754132258*pi) q[15];\nu3(3.3010976547280055*pi,3.2773292741716302*pi,0.8816760495033087*pi) q[16];\nRxxyyzz(0.4447260964105413*pi,0.3449891888962464*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.34441637631184296*pi,0.22863066704452983*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.46407370680977*pi,0.2965709857337321*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.4550618517437549*pi,0.040490680864438855*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.38992957222215996*pi,0.22239256125542184*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.44577883405427*pi,0.3296542798038415*pi,0.15986924392467003*pi) q[7],q[11];\nRxxyyzz(0.3165174939869097*pi,0.2355337250235987*pi,3.91314486050807*pi) q[8],q[13];\nRxxyyzz(0.3647285366551589*pi,0.14237357415937357*pi,0.0*pi) q[12],q[10];\nu3(3.092103092349615*pi,-0.3012886745914438*pi,3.704377750450608*pi) q[0];\nu3(3.457021180925552*pi,-0.4513995308653821*pi,0.7934003742772422*pi) q[1];\nu3(3.8814781139768963*pi,2.4406685913413377*pi,0.6244244195839719*pi) q[2];\nu3(3.371839844334634*pi,-0.25024902183692466*pi,3.8789493321787587*pi) q[3];\nu3(3.2180517867227714*pi,-0.059096943761650755*pi,2.339441780857269*pi) q[4];\nu3(3.204308429049573*pi,0.38260818758612625*pi,1.8184961112625526*pi) q[5];\nu3(3.351714203373251*pi,0.715451138391225*pi,1.1054871006580012*pi) q[6];\nu3(3.4563918351228917*pi,2.47897731499641*pi,1.0555118014641969*pi) q[7];\nu3(3.488223777430156*pi,2.820271737017014*pi,1.8005853192753905*pi) q[8];\nu3(3.647795684549572*pi,3.4330944423582497*pi,1.2556360025661064*pi) q[9];\nu3(3.3578353804838397*pi,-0.27102587877434414*pi,2.4867029581021884*pi) q[10];\nu3(3.7642431122378945*pi,2.2760977767935042*pi,4.2597743051478325*pi) q[11];\nu3(3.9416481507392667*pi,-0.16085637339326087*pi,2.347405898539024*pi) q[12];\nu3(3.1947209166157653*pi,2.931110030369988*pi,4.136500524898193*pi) q[13];\nu3(3.4342444896636004*pi,2.9896776323608023*pi,2.03672926929775*pi) q[14];\nu3(3.234038493131631*pi,0.39521484937773654*pi,3.8974367792604134*pi) q[15];\nRxxyyzz(0.4098723968375499*pi,0.28520866977591136*pi,0.057578057798959734*pi) q[3],q[0];\nRxxyyzz(0.4043521166186901*pi,0.16145735425763175*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.32781997171594934*pi,0.1291539245177732*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.44482959877274014*pi,0.2786128690740881*pi,3.8090953699957204*pi) q[10],q[7];\nRxxyyzz(0.4603853106935101*pi,0.4098491590893196*pi,0.05047007749423038*pi) q[8],q[14];\nRxxyyzz(0.43603523876396033*pi,0.3010708815839537*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.4423168503200098*pi,0.24814773137234702*pi,3.8675833336512295*pi) q[13],q[16];\nu3(3.6183721726301687*pi,-0.4242737170428845*pi,1.1681528109752763*pi) q[0];\nu3(3.654462025392458*pi,-0.26656601111739203*pi,1.3394394363319044*pi) q[3];\nu3(3.4763162724511814*pi,2.298643137728322*pi,1.249837219204183*pi) q[4];\nu3(3.165620380428166*pi,2.9705961343139924*pi,0.9269729650550684*pi) q[5];\nu3(3.358667441824573*pi,2.7154650975491803*pi,3.055790916713348*pi) q[6];\nu3(3.622499183650722*pi,0.9216383440469376*pi,1.0095509072166506*pi) q[7];\nu3(3.8207414329313103*pi,0.18474302141097998*pi,0.7639128355306495*pi) q[8];\nu3(3.7467028031470337*pi,-0.4523996072125618*pi,2.0919810315003318*pi) q[10];\nu3(3.4861141897669854*pi,-0.473864026002*pi,1.7538702622871467*pi) q[11];\nu3(3.739341129321185*pi,2.3122797083347786*pi,1.715548146522163*pi) q[12];\nu3(3.5714864503027264*pi,-0.24435471522217678*pi,2.1759563582184756*pi) q[13];\nu3(3.8302789788854508*pi,0.5234124195384704*pi,0.5910611921773974*pi) q[14];\nu3(3.184433938901978*pi,-0.2315953607352469*pi,4.162198453822538*pi) q[15];\nu3(3.313919725090674*pi,0.5901135269801134*pi,0.6323118083261385*pi) q[16];\nRxxyyzz(0.34109319988532927*pi,0.1990928367780178*pi,3.906079949329369*pi) q[14],q[0];\nRxxyyzz(0.4050124359255296*pi,0.3681775937577094*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4282178070887197*pi,0.11554445239817135*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4433403182153258*pi,0.30988800664114263*pi,0.17401050370108348*pi) q[8],q[4];\nRxxyyzz(0.31182628925957984*pi,0.10555614469054397*pi,3.91198956845502*pi) q[12],q[6];\nRxxyyzz(0.4113048289280098*pi,0.3209425980239348*pi,3.9296828033519606*pi) q[9],q[7];\nRxxyyzz(0.47881129041329007*pi,0.25438665412081307*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.32605373784834*pi,0.18773401852428195*pi,0.055616010571475805*pi) q[15],q[16];\nu3(3.446634853636462*pi,2.9805396311883463*pi,2.462670917238089*pi) q[0];\nu3(3.3064932174675965*pi,-0.4887340128921354*pi,0.9266089744114262*pi) q[1];\nu3(3.653688583189195*pi,0.38669054295360716*pi,2.002472227962568*pi) q[2];\nu3(3.6826841887771726*pi,2.169180675988322*pi,4.43261638106507*pi) q[4];\nu3(3.677545318826222*pi,3.454426400899826*pi,2.252390296074867*pi) q[5];\nu3(3.1075503434962095*pi,0.5203836520779905*pi,1.5369199825748885*pi) q[6];\nu3(3.7424223703354733*pi,3.2920022438024272*pi,2.044084848043564*pi) q[7];\nu3(3.8320625477080035*pi,2.6691079433412535*pi,1.0007670068745416*pi) q[8];\nu3(3.5667584669005175*pi,2.491211625539047*pi,1.5788363453978025*pi) q[9];\nu3(3.714870707542498*pi,0.02599051640173089*pi,1.0435000074845915*pi) q[10];\nu3(3.515487434099011*pi,3.2846989450319732*pi,2.096995287126494*pi) q[11];\nu3(3.2474347775249806*pi,2.510192060404729*pi,3.038941355960452*pi) q[12];\nu3(3.7083450995944225*pi,2.991055910461866*pi,1.3554734818129979*pi) q[13];\nu3(3.597171217227438*pi,0.26590581754687515*pi,0.8244629872344666*pi) q[14];\nu3(3.6330263578088333*pi,0.7342485183485556*pi,0.8131225239672902*pi) q[15];\nu3(3.2318442062875317*pi,-0.07396686363494875*pi,0.9821296668304829*pi) q[16];\nRxxyyzz(0.3349954315386401*pi,0.13628112855699515*pi,0.10512365795416212*pi) q[6],q[0];\nRxxyyzz(0.4345662185686395*pi,0.15483219613543947*pi,0.08643685841542312*pi) q[1],q[14];\nRxxyyzz(0.46788553715158*pi,0.22643797214647088*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.485532710864121*pi,0.05531022878234604*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.24610181325452052*pi,0.14249502708268413*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.31526992650396973*pi,0.11839118552434957*pi,3.899321956098289*pi) q[7],q[12];\nRxxyyzz(0.4554756245002203*pi,0.26220271327522515*pi,0.05466489688730069*pi) q[10],q[11];\nu3(3.819963169456894*pi,-0.21655282543516113*pi,0.6788343461348768*pi) q[0];\nu3(3.1956172800574176*pi,3.425167577292954*pi,4.254149110958993*pi) q[1];\nu3(3.7958494128452376*pi,0.30568181243474735*pi,2.2433651728372066*pi) q[2];\nu3(3.628337258287388*pi,-0.10799082585288294*pi,1.0913375528726779*pi) q[3];\nu3(3.73804802358647*pi,0.6698344883828233*pi,1.3755991165118175*pi) q[5];\nu3(3.928165879128661*pi,0.19461889342113592*pi,1.1138860387754435*pi) q[6];\nu3(3.6822949227245725*pi,3.3669162632393643*pi,2.3029503394576776*pi) q[7];\nu3(3.218010837245619*pi,-0.052592739158020096*pi,4.343702982950279*pi) q[9];\nu3(3.548397403227016*pi,-0.08763612519256114*pi,3.065961108817324*pi) q[10];\nu3(3.54627865594163*pi,2.016227100013857*pi,0.7466235941889799*pi) q[11];\nu3(3.6711018041718746*pi,3.3799532787911937*pi,0.7019663959264593*pi) q[12];\nu3(3.6792936614842486*pi,1.3171911403737786*pi,1.6353325597015793*pi) q[13];\nu3(3.604902916112849*pi,2.3388530731261437*pi,4.251166514457686*pi) q[14];\nu3(3.4278935152557963*pi,0.6200841170103137*pi,2.0125175817046337*pi) q[16];\nRxxyyzz(0.40289981007061976*pi,0.24344902873576546*pi,3.8350989378259204*pi) q[11],q[0];\nRxxyyzz(0.35424204687657*pi,0.1220001734704449*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.43955614375068*pi,0.2599705961926402*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.40522097062408025*pi,0.2040330458837495*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.4025839386110599*pi,0.25207894869170566*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4275218580066053*pi,0.16666429030897442*pi,3.8927994426632964*pi) q[9],q[13];\nRxxyyzz(0.4474495008252299*pi,0.20051081246832192*pi,0.07013064156351353*pi) q[10],q[14];\nRxxyyzz(0.36755797567079007*pi,0.28950607942975726*pi,3.9416874916116704*pi) q[12],q[16];\nu3(3.5623423222038553*pi,0.015701061385709814*pi,1.25398958360259*pi) q[0];\nu3(3.189236892963727*pi,0.7073048933264467*pi,1.9894266697431127*pi) q[1];\nu3(3.4083551023030774*pi,3.0405204291418784*pi,0.5200600714160264*pi) q[2];\nu3(3.3814628768667947*pi,3.27685993242416*pi,2.275368963549008*pi) q[3];\nu3(3.128287059729618*pi,3.336455053843011*pi,1.675196528040942*pi) q[4];\nu3(3.8970650424471773*pi,-0.3085664984417987*pi,2.266227097212619*pi) q[5];\nu3(3.8510201608512693*pi,-0.07508911337189927*pi,4.405532599681955*pi) q[6];\nu3(3.2575472941811983*pi,2.6591909946496632*pi,1.9354250879253128*pi) q[7];\nu3(3.617726819099822*pi,3.2404781352396617*pi,1.799843238621806*pi) q[9];\nu3(3.6419293923932003*pi,-0.45173423384221356*pi,2.673955755051552*pi) q[10];\nu3(3.310745916657079*pi,2.70903104013994*pi,1.3917171294895376*pi) q[11];\nu3(3.37202912918651*pi,1.2148565708326742*pi,2.4085473399909327*pi) q[12];\nu3(3.746405116831004*pi,3.0192755927765504*pi,1.943373286361361*pi) q[13];\nu3(3.4343674001142728*pi,0.9431092514624533*pi,1.6458538086627055*pi) q[14];\nu3(3.5881201886228604*pi,3.194791384733286*pi,0.9166093598950797*pi) q[15];\nu3(3.195829773464392*pi,2.394651810838157*pi,2.4722912311324503*pi) q[16];\nRxxyyzz(0.3578897011391301*pi,0.2732970126413581*pi,3.9263461361198093*pi) q[6],q[0];\nRxxyyzz(0.3132732952314999*pi,0.15026070441389328*pi,0.10062940287504674*pi) q[1],q[14];\nRxxyyzz(0.45425669200102936*pi,0.10688497791439124*pi,3.9178426772099098*pi) q[2],q[12];\nRxxyyzz(0.38988034336606925*pi,0.1960479575677071*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4623901790093896*pi,0.06225454244292328*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.492159623579291*pi,0.31367027260867364*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.42840730201591987*pi,0.353798595520197*pi,0.1102093038258879*pi) q[10],q[7];\nRxxyyzz(0.4018339949130994*pi,0.1840991631794537*pi,3.957202437299351*pi) q[13],q[16];\nu3(3.5086229437051166*pi,2.740749173312997*pi,1.5540854545367768*pi) q[0];\nu3(3.7835202179673515*pi,2.442254692439903*pi,4.422013315622719*pi) q[1];\nu3(3.8102937501133867*pi,0.7008056572350907*pi,1.9956032890211948*pi) q[2];\nu3(3.2656793363617282*pi,0.03746327202159083*pi,0.9000413293795326*pi) q[3];\nu3(3.38485009814673*pi,3.4658781124793*pi,0.642788099614584*pi) q[4];\nu3(3.488752798606462*pi,3.0211567281268916*pi,0.7093768825139801*pi) q[5];\nu3(3.844821336166113*pi,-0.46992285147048474*pi,1.7110822476508012*pi) q[6];\nu3(3.2212008744429954*pi,-0.47633429974084174*pi,1.9180917306870817*pi) q[7];\nu3(3.4719137257606465*pi,-0.0020102513306785585*pi,0.5540769846705342*pi) q[8];\nu3(3.4344410644293175*pi,-0.4682774365943474*pi,2.9192955189813334*pi) q[10];\nu3(3.3241473767322285*pi,1.1851448958555275*pi,1.6706706521847077*pi) q[11];\nu3(3.946775138774388*pi,0.1584581010903372*pi,2.3776421361794298*pi) q[12];\nu3(3.2626273451264822*pi,1.3930478765070489*pi,2.4320572042225304*pi) q[13];\nu3(3.746562921349816*pi,2.7212682276057585*pi,4.31555434341765*pi) q[14];\nu3(3.713041448575786*pi,0.6736911551283473*pi,0.9228798704476474*pi) q[15];\nu3(3.394251240800132*pi,0.2717199357354779*pi,0.5351628626317719*pi) q[16];\nmeasure q[13] -> c[13];\nRxxyyzz(0.4602489489002996*pi,0.19016845747498062*pi,0.11466147709960228*pi) q[10],q[0];\nRxxyyzz(0.45757754585874016*pi,0.35185021803463495*pi,3.8662123268990296*pi) q[4],q[1];\nRxxyyzz(0.4471908543284998*pi,0.08223742410643098*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.35744765497220937*pi,0.18390981362836278*pi,3.93368034773609*pi) q[7],q[5];\nRxxyyzz(0.24047915899582004*pi,0.18513994283608515*pi,0.0786715142207628*pi) q[11],q[6];\nRxxyyzz(0.44405190859879085*pi,0.3660025875030485*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4531526784421597*pi,0.1661109740377003*pi,0.07131608080172001*pi) q[15],q[14];\nu3(3.2374614190549686*pi,2.993699423019435*pi,3.1966983612462396*pi) q[0];\nu3(3.858872855148929*pi,2.915442872688332*pi,0.8966396799176959*pi) q[1];\nu3(3.618682513925248*pi,2.8433019058107503*pi,4.242805748205001*pi) q[2];\nu3(3.6479480743623824*pi,0.36936844141139713*pi,1.0497508051875524*pi) q[3];\nu3(3.5745190888965177*pi,0.20240406858146065*pi,1.8256275571387115*pi) q[4];\nu3(3.1304821690715157*pi,-0.12839614969112317*pi,2.3974779721458983*pi) q[5];\nu3(3.6401886022893644*pi,-0.22165644329005807*pi,2.0735605101324834*pi) q[6];\nu3(3.7939282209778127*pi,-0.25380582011945385*pi,0.5770497363944873*pi) q[7];\nu3(3.1454348447685554*pi,0.4188517729827115*pi,4.075555369556168*pi) q[8];\nu3(3.209843719528632*pi,2.7952966037145184*pi,1.4452320115433501*pi) q[10];\nu3(3.717403869836034*pi,3.3741200813424808*pi,3.2878817959543065*pi) q[11];\nu3(3.4324725078154206*pi,3.2986211180957383*pi,3.471844077192158*pi) q[12];\nu3(3.3432259279526586*pi,-0.14049849324336017*pi,3.2079345304165017*pi) q[14];\nu3(3.6536899085745946*pi,2.530969552594261*pi,0.8446276107467532*pi) q[15];\nRxxyyzz(0.44641877168153987*pi,0.3265006941270876*pi,0.12985220348360094*pi) q[2],q[0];\nRxxyyzz(0.3126109513183193*pi,0.2304586562509865*pi,3.87826283731361*pi) q[1],q[8];\nRxxyyzz(0.4338638099409404*pi,0.2927695318598911*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.33461549555603964*pi,0.13059818014608715*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.45976737003958956*pi,0.2728929060638241*pi,3.9212554189411706*pi) q[9],q[5];\nRxxyyzz(0.3987583286012306*pi,0.05560353791135708*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4207457983060595*pi,0.1635821529561179*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.3944870420886701*pi,0.26997644649928826*pi,0.1458847491785133*pi) q[11],q[14];\nu3(3.7249260422886783*pi,1.1825657083235954*pi,4.4372157205055975*pi) q[0];\nu3(3.566340026042041*pi,-0.26783878131365*pi,1.8519703614443666*pi) q[1];\nu3(3.885545284545632*pi,2.920010315516575*pi,1.489990024861953*pi) q[2];\nu3(3.6573779222205665*pi,2.796060390373527*pi,2.4793420150377*pi) q[3];\nu3(1.737795025939494*pi,-0.17476498400030732*pi,0.8144368124754031*pi) q[4];\nu3(3.4923417116149658*pi,-0.31217590724733546*pi,1.448393771796832*pi) q[5];\nu3(3.7722013126614664*pi,0.3440779372306886*pi,4.452672677432682*pi) q[6];\nu3(3.2315770517102846*pi,1.9269963344919177*pi,1.7461106178755508*pi) q[7];\nu3(0.11982308119957641*pi,3.2450756677053043*pi,1.2421246450981007*pi) q[8];\nu3(3.6788878285881474*pi,2.8757300299795543*pi,2.325161940851603*pi) q[9];\nu3(3.7014094710487857*pi,2.9370716762487046*pi,1.0395238594036347*pi) q[10];\nu3(3.308171507149763*pi,0.004133822707685475*pi,3.3748325111179067*pi) q[11];\nu3(3.631581171035071*pi,0.15269042752709705*pi,2.1970157875679615*pi) q[12];\nu3(3.2737497880103477*pi,-0.43460188365425223*pi,1.5118208678059892*pi) q[14];\nu3(0.19157986274230934*pi,-0.24597310321672827*pi,0.7558466302569655*pi) q[15];\nu3(3.383865710203112*pi,0.44216136112662197*pi,1.7494930934459512*pi) q[16];\nmeasure q[12] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[11] -> c[5];\nmeasure q[15] -> c[6];\nmeasure q[16] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[8] -> c[9];\nmeasure q[3] -> c[10];\nmeasure q[14] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[0] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[6] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.205104301918664*pi,0.12933342896747402*pi,1.4138829976546532*pi) q[0];\nu3(3.0577823937698856*pi,3.4176640970136853*pi,2.5836937961139497*pi) q[1];\nu3(3.754049321655206*pi,3.17965374923104*pi,1.1471594682531951*pi) q[2];\nu3(3.581376293951178*pi,-0.41135296772594643*pi,2.4998093622597466*pi) q[3];\nu3(3.4423536924780915*pi,2.538611642017994*pi,1.2121903952079522*pi) q[4];\nu3(3.2713673970800348*pi,2.4419570189088002*pi,4.022444523303534*pi) q[5];\nu3(3.336586780026372*pi,2.854809039941988*pi,1.9006496090202338*pi) q[6];\nu3(3.9373209972293615*pi,3.162210657435724*pi,3.106988733321543*pi) q[7];\nu3(3.091223872306045*pi,3.278764552446215*pi,3.296186798145551*pi) q[8];\nu3(3.159879128431878*pi,3.030365071441656*pi,1.5123053098098345*pi) q[9];\nu3(3.916944606244202*pi,3.4524312392544267*pi,1.77306814793847*pi) q[10];\nu3(3.890953825623514*pi,2.999005074370602*pi,3.3134421089809387*pi) q[11];\nu3(3.588984580410834*pi,0.7686703036851352*pi,1.8953953072232852*pi) q[12];\nu3(3.417545903847411*pi,2.3725627811848953*pi,3.706871206036509*pi) q[13];\nu3(3.631079480297143*pi,3.4273272641320998*pi,0.9704042247502129*pi) q[14];\nu3(3.467573091668425*pi,3.3768242726087445*pi,1.3013255675938338*pi) q[15];\nu3(3.4663246084397024*pi,1.6024463389107932*pi,3.3081920618959475*pi) q[16];\nRxxyyzz(0.46118492133036004*pi,0.25453166638611435*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3663871834401994*pi,0.3480691085618154*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4218595369332699*pi,0.23353353400907872*pi,3.84324759044687*pi) q[2],q[3];\nRxxyyzz(0.3948705784536819*pi,0.22170382273410238*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3740810514447297*pi,0.24534828087830893*pi,0.1808569167044164*pi) q[5],q[14];\nRxxyyzz(0.30815026060193906*pi,0.2234963445413296*pi,3.947104333745541*pi) q[7],q[16];\nRxxyyzz(0.4137953311752002*pi,0.2351999991318301*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.3811535790133696*pi,0.12645918155446317*pi,0.09780436557954889*pi) q[12],q[15];\nu3(3.148624065050321*pi,3.2163112039783597*pi,1.3469054329628194*pi) q[0];\nu3(3.476988300241489*pi,-0.26642566017002167*pi,0.6816672404004298*pi) q[1];\nu3(3.6086179225008563*pi,0.2147207430250272*pi,1.302674637791241*pi) q[2];\nu3(3.3979229504937845*pi,-0.12095058757210747*pi,1.8136033794303166*pi) q[3];\nu3(3.1493324944656593*pi,0.004791395758905859*pi,2.2801444628090164*pi) q[4];\nu3(3.575937520330176*pi,1.157862360312281*pi,0.6963407463461545*pi) q[5];\nu3(3.278633667946962*pi,1.6082957901291275*pi,1.5037416963028922*pi) q[6];\nu3(3.2066009551455004*pi,2.382959495609741*pi,0.7533608174480215*pi) q[7];\nu3(3.6223059508877524*pi,0.26037745441495197*pi,3.842494664417204*pi) q[8];\nu3(3.538855273694632*pi,2.579108526354619*pi,2.0598620494199986*pi) q[9];\nu3(3.5677847788051844*pi,-0.3268919857483963*pi,3.823388141243596*pi) q[11];\nu3(3.594064926149565*pi,0.41328887815512294*pi,1.462784002924312*pi) q[12];\nu3(3.5730269678541804*pi,1.8000842266581811*pi,2.0755236705736957*pi) q[13];\nu3(3.585220492641847*pi,-0.42035118803840676*pi,2.2501272682158584*pi) q[14];\nu3(3.9178932165493463*pi,0.688751546399134*pi,1.495601335393048*pi) q[15];\nu3(3.213959611353528*pi,3.3177928949346995*pi,2.4812658717258653*pi) q[16];\nRxxyyzz(0.44227429384106026*pi,0.1304271005758423*pi,0.08749503266044056*pi) q[0],q[1];\nRxxyyzz(0.28078807956161045*pi,0.1548712143114943*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3396350680617094*pi,0.22331445688619844*pi,3.9147245010278304*pi) q[3],q[6];\nRxxyyzz(0.45243171086766054*pi,0.17267364067188873*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.44377176396062*pi,0.16281612997666925*pi,3.90942640747396*pi) q[5],q[11];\nRxxyyzz(0.3510313649725481*pi,0.32275314712208747*pi,3.9391497418688903*pi) q[7],q[13];\nRxxyyzz(0.4256389776944719*pi,0.18758895709171208*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.31893565346961916*pi,0.11612523810996*pi,0.0*pi) q[14],q[15];\nu3(3.3087316531593465*pi,0.7750936447405079*pi,1.1779929343756272*pi) q[0];\nu3(3.6558515070366684*pi,2.106341697343308*pi,0.5693534679234411*pi) q[1];\nu3(3.0608218566571592*pi,0.2829604764211573*pi,1.4123930373756588*pi) q[2];\nu3(3.508951656266854*pi,0.6876803792083623*pi,1.4788149991844792*pi) q[3];\nu3(3.448099466255024*pi,1.3069899305897001*pi,1.466805421426721*pi) q[4];\nu3(3.4029130545245154*pi,3.06256119768665*pi,1.1205794212318578*pi) q[5];\nu3(3.537191199008403*pi,0.631884214274216*pi,0.6872889387051234*pi) q[6];\nu3(3.4560364207372145*pi,1.8969499048162164*pi,0.6710746893132155*pi) q[7];\nu3(3.31934107799992*pi,2.9205750004756044*pi,0.7852364482340182*pi) q[8];\nu3(3.8312308274501623*pi,2.130727502892471*pi,1.2710898483445345*pi) q[9];\nu3(3.6976504632676663*pi,2.9753996427165834*pi,0.8152122464513241*pi) q[10];\nu3(3.7402647285771033*pi,2.262150312450515*pi,1.2378699140321965*pi) q[11];\nu3(3.077660315491275*pi,1.067100181275558*pi,4.4956051266110535*pi) q[13];\nu3(3.4512549045223455*pi,2.096768164582011*pi,1.0390294874821548*pi) q[14];\nu3(3.581536658324113*pi,3.1334563159777025*pi,1.486155936132407*pi) q[15];\nu3(3.7942007837903695*pi,3.232866078774754*pi,1.362452091776145*pi) q[16];\nRxxyyzz(0.3337817199306401*pi,0.2985915761982201*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4271570532388993*pi,0.28103578680046315*pi,3.8229340364338604*pi) q[1],q[10];\nRxxyyzz(0.43503367505496915*pi,0.3160212394507451*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.41141507865830995*pi,0.15118611875225207*pi,0.09426498833199085*pi) q[3],q[9];\nRxxyyzz(0.33824986146148006*pi,0.17879999341450437*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4367295925607403*pi,0.25626581980565843*pi,0.14291056312189424*pi) q[6],q[12];\nRxxyyzz(0.4517928236716002*pi,0.21441393190134042*pi,3.80968493645031*pi) q[8],q[11];\nu3(3.425942693922427*pi,3.278774185014324*pi,4.380036305582816*pi) q[0];\nu3(3.4970032058272547*pi,3.3727275533588563*pi,1.2984879240769875*pi) q[1];\nu3(3.2120875133513174*pi,-0.22720599098894312*pi,1.444666702973866*pi) q[2];\nu3(3.658929069448194*pi,0.5506232963133189*pi,3.6052663090868284*pi) q[3];\nu3(3.2704769776965366*pi,0.35704461779756724*pi,1.514520651388581*pi) q[4];\nu3(3.0895391596958346*pi,2.8861766116382963*pi,1.0912251163448121*pi) q[5];\nu3(3.311863896891215*pi,0.5180850949395217*pi,3.3403367453509127*pi) q[6];\nu3(3.3100848537440233*pi,2.885058266473885*pi,1.6382270730206745*pi) q[8];\nu3(3.8887342631140513*pi,3.4762278395116475*pi,2.862987880704473*pi) q[9];\nu3(3.2382299770309917*pi,2.731506135381596*pi,1.4600419991097646*pi) q[10];\nu3(3.630912011610584*pi,2.9194480781734913*pi,1.332877276641325*pi) q[11];\nu3(3.578377627565061*pi,0.8554703855450669*pi,0.526637492039363*pi) q[12];\nu3(3.732039232718934*pi,-0.04278091653607358*pi,0.5596314598131311*pi) q[15];\nu3(3.2690928332246885*pi,2.9128626253745074*pi,4.391087089471553*pi) q[16];\nRxxyyzz(0.4040356212120395*pi,0.20874674756336706*pi,3.9391723948535096*pi) q[7],q[0];\nRxxyyzz(0.3005008729105399*pi,0.18831274196828574*pi,0.039902594468719244*pi) q[1],q[6];\nRxxyyzz(0.16683514431713908*pi,0.0599470936875659*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4669789044448224*pi,0.2902408555655921*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.33124001961787997*pi,0.17845557185935057*pi,3.95930819707862*pi) q[5],q[13];\nRxxyyzz(0.4233782820402804*pi,0.26928719837275494*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4161322679639996*pi,0.2231132975718681*pi,0.05783662376764684*pi) q[9],q[12];\nRxxyyzz(0.4495733190511202*pi,0.38477501549904725*pi,0.0*pi) q[15],q[16];\nu3(3.340980669855298*pi,-0.18069702066019755*pi,0.9935540105493468*pi) q[0];\nu3(3.2739170118692176*pi,2.082080287094865*pi,1.2277295154174235*pi) q[1];\nu3(3.612585569624678*pi,1.2455783664858677*pi,1.6147825871623016*pi) q[2];\nu3(3.364705574445135*pi,0.029480384285871186*pi,0.8522194897686645*pi) q[3];\nu3(3.5646851300829843*pi,0.9713099925246673*pi,0.7271907209708353*pi) q[4];\nu3(3.516607100229036*pi,0.5165022584909122*pi,4.312009937625188*pi) q[5];\nu3(3.6108472519347936*pi,1.2510105739133872*pi,4.405292921400829*pi) q[6];\nu3(3.531684702477543*pi,-0.410438981776517*pi,1.0519624726669803*pi) q[7];\nu3(3.2590031710793212*pi,3.137676174377539*pi,1.3505865733663476*pi) q[8];\nu3(3.624922398930998*pi,-0.45058748280973726*pi,4.1022510168562745*pi) q[9];\nu3(3.545073169379203*pi,3.414749938108346*pi,1.636537692083706*pi) q[10];\nu3(3.686892788888688*pi,2.439964539212644*pi,2.474159228218503*pi) q[11];\nu3(3.7554538830536273*pi,1.9340058104162563*pi,4.25010639743032*pi) q[12];\nu3(3.797855324909647*pi,3.1169745234880133*pi,1.5345363532118836*pi) q[13];\nu3(3.1822985956639105*pi,3.165200417252537*pi,3.2041087833668973*pi) q[15];\nu3(3.6933246671605873*pi,2.766299979910745*pi,3.8697908906244436*pi) q[16];\nRxxyyzz(0.38790968682516225*pi,0.14290372397157913*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.45444387330102987*pi,0.31615043619859096*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.37375941694787984*pi,0.18670229761276014*pi,0.04331687674880584*pi) q[14],q[2];\nRxxyyzz(0.48595460122313994*pi,0.20377958823159315*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.37800164771357014*pi,0.0686006102854011*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4514447795124794*pi,0.30824203079859636*pi,3.9050259252319997*pi) q[7],q[16];\nRxxyyzz(0.43254722630301984*pi,0.23463875585553176*pi,3.9109784487153494*pi) q[8],q[9];\nRxxyyzz(0.2365468768871395*pi,0.1121939705136189*pi,0.0*pi) q[11],q[12];\nu3(3.5330606800660664*pi,3.232518627045747*pi,4.108306515949997*pi) q[0];\nu3(3.615773581418126*pi,2.9427256482275403*pi,1.606805268239776*pi) q[1];\nu3(3.31993133093744*pi,0.7338360719965369*pi,0.5328763808281275*pi) q[2];\nu3(3.8272626149046687*pi,3.442184939951817*pi,2.4414630710333234*pi) q[3];\nu3(3.6125623586104023*pi,2.6564644229567*pi,0.8539479618622404*pi) q[5];\nu3(3.4067650281707316*pi,-0.3276116921606952*pi,1.0357694740224312*pi) q[6];\nu3(3.596118046668162*pi,-0.4228257699703009*pi,1.4651891389578542*pi) q[7];\nu3(3.716007687621912*pi,2.4709016025132207*pi,1.4193170288013297*pi) q[8];\nu3(3.6435648365653988*pi,-0.3198759283620569*pi,1.0506780608516917*pi) q[9];\nu3(3.350976520822456*pi,3.382357437158703*pi,1.3727585029866143*pi) q[10];\nu3(3.7859986759577664*pi,2.6987311394332756*pi,0.8459065672938162*pi) q[11];\nu3(3.4957173033063995*pi,0.0649359933371998*pi,4.1138255637641965*pi) q[12];\nu3(3.9365619103490137*pi,2.7054324327299315*pi,1.780157779210434*pi) q[13];\nu3(3.6969308299337866*pi,1.3204467247534009*pi,4.034066389595967*pi) q[14];\nu3(3.25102434136895*pi,3.1409362555948137*pi,0.6625291243140854*pi) q[15];\nu3(3.4243955069932595*pi,-0.3026385824297552*pi,1.301843605943115*pi) q[16];\nRxxyyzz(0.4232645133885906*pi,0.3234117480476577*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.32710386386055024*pi,0.10029424507927764*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.2872875894460396*pi,0.1879694560666434*pi,3.92834915988751*pi) q[13],q[2];\nRxxyyzz(0.403827276954827*pi,0.27602340502963163*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.42654343222082997*pi,0.205490674401212*pi,0.05494431340995802*pi) q[6],q[7];\nRxxyyzz(0.33399642007064984*pi,0.2849761264486319*pi,0.2085186051683845*pi) q[8],q[14];\nRxxyyzz(0.3714922372046993*pi,0.2787794357682123*pi,3.883378169258151*pi) q[10],q[9];\nRxxyyzz(0.4611911228285893*pi,0.35505460685244106*pi,0.0*pi) q[16],q[12];\nu3(3.4669158329255705*pi,2.770946856199604*pi,0.5473260838013987*pi) q[0];\nu3(3.7256781473368226*pi,-0.25699371889295597*pi,2.24107875134937*pi) q[1];\nu3(3.5780477585864516*pi,3.2337847993135016*pi,1.1695535590745876*pi) q[2];\nu3(3.5217804466610763*pi,1.8499185015019228*pi,1.5031862851152988*pi) q[4];\nu3(3.2696697765676923*pi,3.030702667871915*pi,0.723966852924456*pi) q[5];\nu3(3.8792486675058377*pi,-0.03895335928037347*pi,4.301113985188071*pi) q[6];\nu3(3.6403149241735475*pi,-0.08656076515865063*pi,4.328953569589226*pi) q[7];\nu3(3.4977978682269457*pi,2.667280530769686*pi,2.087838548045598*pi) q[8];\nu3(3.8033367367843605*pi,3.1378752778631664*pi,1.9580384414158924*pi) q[9];\nu3(3.704923277548847*pi,0.05050965613383074*pi,1.7706146295234073*pi) q[10];\nu3(3.724498689258354*pi,2.189352457725072*pi,1.1528493283523882*pi) q[11];\nu3(3.307912688929288*pi,-0.21952647315301965*pi,0.9203676277665294*pi) q[12];\nu3(3.5573415485328614*pi,3.2707961271588317*pi,3.6255646309063305*pi) q[13];\nu3(3.2498847995944677*pi,3.2637269470421653*pi,4.071805462342245*pi) q[14];\nu3(3.7008147660771593*pi,3.043791548753513*pi,0.6080282102322717*pi) q[15];\nu3(3.547039181112023*pi,3.4657147709232685*pi,0.6424785260744428*pi) q[16];\nRxxyyzz(0.39779527370490253*pi,0.26984487080113306*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.41775574016143247*pi,0.30698697016657495*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4575755586921929*pi,0.21251941081273895*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.44347921095999027*pi,0.15211340028273937*pi,0.112735182113937*pi) q[6],q[3];\nRxxyyzz(0.43369032918093986*pi,0.32077903058334956*pi,0.15347703757899264*pi) q[4],q[10];\nRxxyyzz(0.3816775672841299*pi,0.16702033963498983*pi,3.94946706127721*pi) q[5],q[14];\nRxxyyzz(0.40564623184470083*pi,0.2995154609670829*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.39362881810703965*pi,0.1397940690603715*pi,0.0*pi) q[12],q[13];\nu3(3.3541891505679664*pi,3.0682890954342517*pi,4.187444637968543*pi) q[0];\nu3(3.367223048298945*pi,2.696504544242769*pi,2.296492273157813*pi) q[1];\nu3(3.4330792205340557*pi,-0.3795845992635343*pi,0.9839453681121731*pi) q[2];\nu3(3.531446465967677*pi,2.7007566949805195*pi,3.6968492388067964*pi) q[3];\nu3(3.244077970682566*pi,2.542292021612667*pi,1.122334541071174*pi) q[4];\nu3(3.666679896321475*pi,2.3925361271736287*pi,2.477536160692694*pi) q[5];\nu3(3.092431018096552*pi,3.35283361418787*pi,2.7484705224225494*pi) q[6];\nu3(3.6841119687341837*pi,1.5751444270746426*pi,1.4248814937468022*pi) q[8];\nu3(3.3561726653037107*pi,3.443049443547154*pi,1.4162032228173*pi) q[9];\nu3(3.5953547992606607*pi,3.1643994848417014*pi,1.0716481413001417*pi) q[10];\nu3(3.4974902380656054*pi,3.367801072608305*pi,1.76649677150186*pi) q[11];\nu3(3.7419384826482878*pi,0.30097652142726317*pi,2.251812746157461*pi) q[12];\nu3(3.5858726311613234*pi,2.1271430345312936*pi,1.3067185096430398*pi) q[13];\nu3(3.453836942550188*pi,-0.05477795277899283*pi,1.4349184590716304*pi) q[14];\nu3(3.490860330238334*pi,0.9139153914021412*pi,1.1681664889779348*pi) q[15];\nu3(3.5879674889927347*pi,3.2084887843958483*pi,0.7537964797047105*pi) q[16];\nRxxyyzz(0.2676661328365899*pi,0.15452869833684013*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4487720414700701*pi,0.14741895463281815*pi,3.9575848473171895*pi) q[4],q[6];\nRxxyyzz(0.44907905951651983*pi,0.14315056844559493*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.3050286727702198*pi,0.23230337014803393*pi,3.9587133642901406*pi) q[16],q[7];\nRxxyyzz(0.39176969119473976*pi,0.30103715421853805*pi,0.07072155816487576*pi) q[14],q[8];\nRxxyyzz(0.3900965845965303*pi,0.327864823361117*pi,0.19290351114418053*pi) q[9],q[13];\nRxxyyzz(0.45838245631781016*pi,0.25877255503193575*pi,0.0*pi) q[10],q[15];\nu3(3.3921623324192343*pi,2.57945980849484*pi,3.942061076752267*pi) q[2];\nu3(3.1115241555592092*pi,-0.22946202707936714*pi,1.6790378565937822*pi) q[3];\nu3(3.7091436850243626*pi,2.04883704857649*pi,0.6371160511328258*pi) q[4];\nu3(3.1029169924096403*pi,2.8651168958336335*pi,1.8704465934400831*pi) q[5];\nu3(3.60868896815532*pi,2.783823475496833*pi,1.2214266861233047*pi) q[6];\nu3(3.3331412201438724*pi,2.8577540142082585*pi,2.4402879104238693*pi) q[7];\nu3(3.655854405746375*pi,0.5325473736993716*pi,4.0168650633017755*pi) q[8];\nu3(3.5764969347827047*pi,0.5880198696598944*pi,1.7063815160250462*pi) q[9];\nu3(3.5541205587967077*pi,2.385336498317579*pi,2.2623077027046747*pi) q[10];\nu3(3.696111876853732*pi,0.19216377573112153*pi,2.3791550195953275*pi) q[12];\nu3(3.4790449318522945*pi,-0.347952696815475*pi,2.6647198786816753*pi) q[13];\nu3(3.393240633478979*pi,-0.26168137206949316*pi,2.988732197539608*pi) q[14];\nu3(3.7173303561190636*pi,0.8461659337141352*pi,1.458149014831863*pi) q[15];\nu3(3.42269108822146*pi,3.3062063625954377*pi,4.084353330492418*pi) q[16];\nRxxyyzz(0.4726972760919601*pi,0.22366959149237253*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4484006145090502*pi,0.40137952655817033*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3426793336048602*pi,0.27088149617740953*pi,0.19215077654357948*pi) q[4],q[2];\nRxxyyzz(0.40844049861684983*pi,0.12884908348798718*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.36664928017341036*pi,0.24977129769468331*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.46510853671765007*pi,0.13819787690634833*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.30827541433151945*pi,0.16889703496755315*pi,3.88440150110749*pi) q[16],q[9];\nRxxyyzz(0.4449560651827512*pi,0.14000257238973957*pi,0.0*pi) q[11],q[14];\nu3(3.854213001012837*pi,3.0350173958053586*pi,0.8426509687403247*pi) q[0];\nu3(3.4931289550568465*pi,1.263051177665701*pi,0.6910343819607578*pi) q[1];\nu3(3.0388581354027235*pi,2.071492257142798*pi,4.372574289379882*pi) q[2];\nu3(3.210717035582714*pi,2.046439008381638*pi,1.0777468498529257*pi) q[3];\nu3(3.867337456791922*pi,3.0334190682930045*pi,1.5091724340032178*pi) q[4];\nu3(3.680896329472063*pi,2.6457156948869693*pi,1.4488106401140135*pi) q[5];\nu3(3.338770504264946*pi,1.892013968432975*pi,1.4552966535929448*pi) q[6];\nu3(3.4887545624082987*pi,0.7673020394955565*pi,1.8116356516919059*pi) q[7];\nu3(3.3718607915893655*pi,3.2640411727053324*pi,3.798435266520864*pi) q[8];\nu3(3.4315414643969535*pi,3.0543148791334174*pi,1.2556672971054839*pi) q[9];\nu3(3.1467472179704927*pi,0.728106156127768*pi,2.026678668503801*pi) q[11];\nu3(3.4441437787870663*pi,-0.488101399910475*pi,1.2132959054873638*pi) q[12];\nu3(3.760961878876538*pi,3.3490998746927234*pi,0.8332771498020115*pi) q[13];\nu3(3.338434009295542*pi,3.402131923495929*pi,3.7560201620122102*pi) q[14];\nu3(3.656277282211647*pi,2.561478186939687*pi,0.5578765539852943*pi) q[15];\nu3(3.2403830200849395*pi,0.7503114052355213*pi,1.3306953279081215*pi) q[16];\nRxxyyzz(0.4433726991726795*pi,0.08346036949393687*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4393572050436193*pi,0.109175627807088*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.4353481605539899*pi,0.3379584500496705*pi,0.07250883959618698*pi) q[2],q[9];\nRxxyyzz(0.2606063211106594*pi,0.22815527207793496*pi,3.8342153241041395*pi) q[3],q[7];\nRxxyyzz(0.4002963119016295*pi,0.09860655127724816*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4722642894657786*pi,0.1967221302350871*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4205336659588399*pi,0.40581887126913097*pi,0.14996824819984056*pi) q[12],q[6];\nRxxyyzz(0.41021478819960977*pi,0.15988920485419508*pi,0.06985391334343279*pi) q[10],q[8];\nu3(3.576092933076272*pi,-0.16102344224424003*pi,2.1501416428957683*pi) q[0];\nu3(3.536271422955638*pi,2.7675850760205964*pi,2.34416468462471*pi) q[1];\nu3(3.034517126296035*pi,1.370134375082766*pi,0.5312270986080593*pi) q[2];\nu3(3.5981094945696808*pi,2.49117712611452*pi,4.1296525702564875*pi) q[3];\nu3(3.531184449006382*pi,0.22719479398216091*pi,1.4388924846294944*pi) q[4];\nu3(3.326021456153456*pi,-0.4851938026721958*pi,4.371531698459281*pi) q[5];\nu3(3.9362901469266265*pi,2.219253898265819*pi,0.6459394212838491*pi) q[6];\nu3(3.6680528423047933*pi,3.2820969461290774*pi,0.5659768697154355*pi) q[7];\nu3(3.0818051120446888*pi,1.3189456239309059*pi,1.5074172503917418*pi) q[8];\nu3(3.567425211739186*pi,2.615246229248688*pi,4.15966822531902*pi) q[9];\nu3(3.261956238013055*pi,2.112952195081036*pi,0.5243657001184733*pi) q[10];\nu3(3.5928175529394046*pi,3.0585817732989034*pi,1.615903039235276*pi) q[11];\nu3(3.6877141296692195*pi,1.1252794712344094*pi,1.3587373884298957*pi) q[12];\nu3(3.293712083154417*pi,2.6794979681446307*pi,4.389192295490731*pi) q[14];\nu3(3.544549743495994*pi,1.579929820747246*pi,1.5685451559567456*pi) q[15];\nu3(3.703447348113178*pi,0.1437748611813312*pi,4.448003560956526*pi) q[16];\nRxxyyzz(0.25736759544369914*pi,0.19252978456370173*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4137668214445528*pi,0.33745727562997463*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4550041855096296*pi,0.41495311705066307*pi,3.9114569483315496*pi) q[10],q[2];\nRxxyyzz(0.3637013634125*pi,0.22003931597180199*pi,3.9436767471029395*pi) q[16],q[4];\nRxxyyzz(0.3318989677594196*pi,0.2607050991519003*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.44590059582285435*pi,0.2862929871639919*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.45746391741154996*pi,0.323362815687053*pi,3.8897663385596406*pi) q[7],q[15];\nRxxyyzz(0.3159150844787302*pi,0.12876775803537477*pi,3.94249120163056*pi) q[9],q[8];\nu3(3.2959114381525167*pi,-0.4651903320852997*pi,1.7682918588696284*pi) q[0];\nu3(3.063797186700466*pi,0.6414256062162269*pi,0.8646780192294761*pi) q[1];\nu3(3.1127423810344528*pi,-0.48920250925129727*pi,1.2221869541331563*pi) q[2];\nu3(3.3299028404195763*pi,2.814990634741867*pi,1.883494120881213*pi) q[4];\nu3(3.3943929600041196*pi,-0.23381711728383792*pi,1.492915554874678*pi) q[5];\nu3(3.4655194654105026*pi,3.481495743855774*pi,0.7788928131273591*pi) q[6];\nu3(3.8477682100369552*pi,3.3848150548878486*pi,2.146697993742186*pi) q[7];\nu3(3.5133112122186367*pi,3.241752459062001*pi,0.8158039263158816*pi) q[8];\nu3(3.317080498183092*pi,3.4026651254381566*pi,4.298516288746933*pi) q[9];\nu3(3.603063508537946*pi,-0.28590768178674875*pi,0.7953546997436174*pi) q[10];\nu3(3.7701219008752673*pi,-0.34023783585810274*pi,4.3208727915575125*pi) q[11];\nu3(3.672732874049918*pi,-0.2401151771616074*pi,1.5951995305253333*pi) q[12];\nu3(3.620383726618213*pi,2.5282083292214956*pi,2.123032270200159*pi) q[13];\nu3(3.7612167938312377*pi,-0.2977542792786776*pi,1.8274831451802198*pi) q[14];\nu3(3.2852462501872233*pi,3.4833978640299295*pi,2.059096526613004*pi) q[15];\nu3(3.5397203092106544*pi,-0.31762133179959345*pi,1.1151792646114465*pi) q[16];\nRxxyyzz(0.33610894014065973*pi,0.12061382937111464*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4379433903276002*pi,0.19092535653478937*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4264149169940096*pi,0.23359705682548523*pi,3.8931252676329504*pi) q[10],q[3];\nRxxyyzz(0.3594324575155094*pi,0.29661542010970976*pi,3.8816720272299605*pi) q[16],q[5];\nRxxyyzz(0.45285161831890985*pi,0.21627662880808435*pi,0.14208078998350143*pi) q[9],q[6];\nRxxyyzz(0.4022033064638819*pi,0.3393334249180775*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.47356991566434725*pi,0.2950103170899283*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.28074203997759034*pi,0.19652297671060648*pi,3.9204117019646496*pi) q[15],q[13];\nu3(3.3630441514374065*pi,2.3145532576513563*pi,0.8454962660534742*pi) q[0];\nu3(3.2401510628080503*pi,3.0788704495164985*pi,4.36110108974745*pi) q[1];\nu3(3.176289115981654*pi,3.347374501695063*pi,2.2879594720887715*pi) q[2];\nu3(3.0765221286975795*pi,-0.08758561697939787*pi,2.2831809841649124*pi) q[3];\nu3(3.4156683542378694*pi,-0.40543171701676184*pi,0.8055419686671683*pi) q[5];\nu3(3.5919968623035112*pi,-0.3825916789032829*pi,1.5238419397447283*pi) q[6];\nu3(3.7538385747408296*pi,2.8061031527110165*pi,1.6781733939188077*pi) q[7];\nu3(3.094356446810479*pi,0.1481502783460319*pi,1.2341240563283302*pi) q[8];\nu3(3.525044750611997*pi,2.9525468440323497*pi,0.8553753396849793*pi) q[9];\nu3(3.4201706502617912*pi,2.6361228766424705*pi,1.5361462527680487*pi) q[10];\nu3(3.6034677054415507*pi,0.7593406617675311*pi,1.1871642878656907*pi) q[11];\nu3(3.481825188436165*pi,0.54651281721276*pi,0.7220465006391262*pi) q[12];\nu3(3.2080889915948294*pi,0.22994143625645358*pi,4.294745708609821*pi) q[13];\nu3(3.860115911425156*pi,2.5199741176363815*pi,0.7973722266175839*pi) q[14];\nu3(3.8463737432997953*pi,0.8684361347485021*pi,1.3623671865984615*pi) q[15];\nu3(3.871691261120392*pi,2.6012070649156813*pi,2.049681800818387*pi) q[16];\nRxxyyzz(0.37067759754303997*pi,0.3114433877487972*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.4753959438054649*pi,0.21709184038415152*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.37169650440023005*pi,0.1367492866071922*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.40833049474009975*pi,0.33986828877731146*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4477411307825597*pi,0.11343040664093906*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4412998428185243*pi,0.2936531591018732*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.24880506316880968*pi,0.191493723923565*pi,3.89800612456209*pi) q[11],q[15];\nRxxyyzz(0.39069839505682*pi,0.2691158319153377*pi,0.0*pi) q[12],q[14];\nu3(3.1499688967969903*pi,2.216406553319332*pi,1.771780046869413*pi) q[0];\nu3(3.1895148831622993*pi,0.7262332995199774*pi,1.8161629181261494*pi) q[2];\nu3(3.5440731821773284*pi,0.36407521850044444*pi,2.3809219008549736*pi) q[3];\nu3(3.5221427039616993*pi,3.3059733640739326*pi,4.3014157303311435*pi) q[4];\nu3(3.7078144720148867*pi,0.38645003906162023*pi,2.1764796870596936*pi) q[5];\nu3(3.717771818031934*pi,-0.4340922816606404*pi,1.1790200914774704*pi) q[6];\nu3(3.7292180494526046*pi,-0.28744592626198495*pi,1.4202634829498368*pi) q[7];\nu3(3.2893253426916633*pi,2.5698654233142513*pi,2.299881303871767*pi) q[8];\nu3(3.5831719536660973*pi,0.45109929655088843*pi,2.1293663549999504*pi) q[9];\nu3(3.4674780347543535*pi,-0.13868749032135463*pi,4.184600698124131*pi) q[10];\nu3(3.3188961558827734*pi,-0.48871711946164687*pi,2.265509732236347*pi) q[11];\nu3(3.3178427302608684*pi,0.015865135190527124*pi,4.206996814936073*pi) q[12];\nu3(3.341853907748214*pi,0.40203804510959595*pi,0.6019531918353642*pi) q[13];\nu3(3.304817916071805*pi,0.3778315960311075*pi,0.9989164999204955*pi) q[14];\nu3(3.2706724156781704*pi,1.2958249174861463*pi,1.3994298995918273*pi) q[15];\nu3(3.4982941045121416*pi,0.2615602183377679*pi,1.205139866266751*pi) q[16];\nRxxyyzz(0.427512309907479*pi,0.32805659721997243*pi,3.9054253094776996*pi) q[0],q[2];\nRxxyyzz(0.4905011808140701*pi,0.18754083223258367*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4525073272389405*pi,0.2118404374764138*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4580109303827503*pi,0.21991689102427048*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4772933488743991*pi,0.19195902775190998*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.36830475658491935*pi,0.272881383084733*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4562684035765707*pi,0.3012571980166122*pi,0.0*pi) q[16],q[13];\nRxxyyzz(0.4448073421622193*pi,0.2146462852782611*pi,3.8477283314156208*pi) q[15],q[14];\nu3(3.4072969474717945*pi,3.4319953308212874*pi,1.5810439557400522*pi) q[0];\nu3(3.4298526068423274*pi,1.270756278912852*pi,1.474197873851666*pi) q[1];\nu3(3.5941589637065157*pi,-0.2572658756978568*pi,1.3383240104733585*pi) q[2];\nu3(3.477341743157545*pi,0.4148197194206036*pi,1.9900176711116973*pi) q[3];\nu3(3.8389581271283286*pi,3.33290422350135*pi,1.3490748875048864*pi) q[4];\nu3(3.678211530864503*pi,3.130817203345399*pi,3.9097584016939013*pi) q[5];\nu3(3.2100865388329023*pi,0.7473411722843522*pi,1.62848260737005*pi) q[6];\nu3(3.4070305713948033*pi,-0.48754620237250657*pi,1.44299884544546*pi) q[7];\nu3(3.77342836488448*pi,0.09940765695508591*pi,1.7636160034859074*pi) q[8];\nu3(3.5786979334927294*pi,-0.3459786446886887*pi,1.9429588539415288*pi) q[10];\nu3(3.5666946986161516*pi,-0.24258976593437742*pi,0.8318691734477959*pi) q[11];\nu3(3.1433366036416013*pi,3.2086091252796844*pi,4.1389221528400695*pi) q[12];\nu3(3.477312698821815*pi,1.1572403844922876*pi,1.6157342759692979*pi) q[13];\nu3(3.7332323199110142*pi,-0.3214840483004334*pi,1.3851931525889793*pi) q[14];\nu3(3.4875541891139368*pi,1.120284629367302*pi,0.8353639279914438*pi) q[15];\nu3(3.5147852686512224*pi,2.8869490764260437*pi,1.0082905139207825*pi) q[16];\nRxxyyzz(0.4537732963545794*pi,0.3536982473762093*pi,0.19101316886807337*pi) q[0],q[14];\nRxxyyzz(0.4245762532803502*pi,0.2451370173211893*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.43368143371771006*pi,0.18730475858764184*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3678351587992137*pi,0.21116308532205175*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.46041176097137*pi,0.2285209955323811*pi,0.11469639622870867*pi) q[6],q[5];\nRxxyyzz(0.4722505933920209*pi,0.17106914937329887*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.40628755958030993*pi,0.19754027363767784*pi,0.0803988137448156*pi) q[15],q[10];\nRxxyyzz(0.37011238523165013*pi,0.33173063518659385*pi,3.9272535259453907*pi) q[16],q[12];\nu3(3.537694024052893*pi,0.46633778280073257*pi,3.727746868266906*pi) q[0];\nu3(3.6666126391340703*pi,2.575030457090921*pi,2.177149859981592*pi) q[1];\nu3(3.814326644488997*pi,-0.4085231642194098*pi,3.872374279479173*pi) q[2];\nu3(3.197398907516461*pi,0.0882417966539073*pi,1.741910670050521*pi) q[3];\nu3(3.6901654153608052*pi,1.2555594859278885*pi,1.6678678791475328*pi) q[4];\nu3(3.699763174499413*pi,2.4807476556216637*pi,0.7034648429525829*pi) q[5];\nu3(3.496160545915639*pi,2.96813056492745*pi,1.6573168586663953*pi) q[6];\nu3(3.6806746258669842*pi,0.5677891655494831*pi,1.7439094846074419*pi) q[7];\nu3(3.320177790063954*pi,0.939939110554207*pi,1.0104445281715548*pi) q[8];\nu3(3.27063188107035*pi,2.2096963234354883*pi,1.4556469030837769*pi) q[9];\nu3(3.3048014091337947*pi,-0.0410003809253332*pi,3.749069292398276*pi) q[10];\nu3(3.2526493106691046*pi,0.241555113315279*pi,1.3091779920822928*pi) q[11];\nu3(3.4599972505055216*pi,2.2746582687591532*pi,1.2742399965409539*pi) q[12];\nu3(3.7802005909563463*pi,1.1682930889800263*pi,0.6814572099535067*pi) q[14];\nu3(3.3273460601526716*pi,-0.29381649295874546*pi,2.051901880046962*pi) q[15];\nu3(3.6193180061379615*pi,2.3371215953711024*pi,2.004656640113941*pi) q[16];\nRxxyyzz(0.41123398529853017*pi,0.2323379120068233*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4619610494693901*pi,0.16150942550638714*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3242275054230599*pi,0.24199968438612185*pi,0.09805296573779954*pi) q[2],q[14];\nRxxyyzz(0.4002170535683973*pi,0.21992789650338296*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.36632709174168976*pi,0.21539848170295706*pi,3.88328141879577*pi) q[5],q[9];\nRxxyyzz(0.3757866984770003*pi,0.16419802209826817*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.34734884563753965*pi,0.2715090451242994*pi,0.22485521626812854*pi) q[16],q[10];\nu3(3.475199673603595*pi,3.1599056469248112*pi,2.108176107045054*pi) q[0];\nu3(3.4527894433447663*pi,2.980082639910122*pi,1.3176468088668756*pi) q[1];\nu3(3.196922623239166*pi,2.212420752538817*pi,0.7544807260019458*pi) q[2];\nu3(3.5838224469872033*pi,-0.051355762739133504*pi,0.8496418375429015*pi) q[3];\nu3(3.115588971130671*pi,2.0614331946442137*pi,2.0899901244000274*pi) q[5];\nu3(3.344094190495684*pi,0.2147091168434545*pi,4.252825102811076*pi) q[6];\nu3(3.8091340154920927*pi,-0.48299850529333016*pi,2.4674588804001205*pi) q[7];\nu3(3.633130154880369*pi,3.4061853048804585*pi,1.1127656816452003*pi) q[9];\nu3(3.4884778984176386*pi,-0.47855084596907466*pi,3.9433230953332865*pi) q[10];\nu3(3.2679522818490403*pi,-0.09906470128829598*pi,1.1056294834144502*pi) q[12];\nu3(3.8934019981224406*pi,-0.41863780862275457*pi,4.007651255829753*pi) q[13];\nu3(3.677513484512302*pi,-0.39815948279513425*pi,3.960434833709869*pi) q[14];\nu3(3.2098728008378004*pi,2.182936135315626*pi,2.048161787407006*pi) q[15];\nu3(3.444543847987066*pi,3.008812820936744*pi,0.5805637848789764*pi) q[16];\nmeasure q[1] -> c[11];\nRxxyyzz(0.45244933574612994*pi,0.33150779244449247*pi,0.24440985291367223*pi) q[0],q[10];\nRxxyyzz(0.4278583713817295*pi,0.2663113302035041*pi,3.83705070892706*pi) q[11],q[2];\nRxxyyzz(0.40495148891508964*pi,0.2577500852208155*pi,3.8747434961958405*pi) q[13],q[3];\nRxxyyzz(0.4602412870538294*pi,0.2179739658960931*pi,0.06277428777828985*pi) q[4],q[12];\nRxxyyzz(0.37850540771696994*pi,0.2385304026021724*pi,0.14756710160752057*pi) q[15],q[5];\nRxxyyzz(0.3769794137308199*pi,0.3066389881553384*pi,3.7959939665201805*pi) q[6],q[14];\nRxxyyzz(0.41783699818850983*pi,0.26991682206046314*pi,3.765856376349591*pi) q[8],q[7];\nRxxyyzz(0.37890198285020993*pi,0.07935657530692686*pi,0.0*pi) q[16],q[9];\nu3(3.4215477311585523*pi,2.2365980281850133*pi,4.499454132833529*pi) q[0];\nu3(3.543365589870821*pi,2.750773154065727*pi,2.3182516962251483*pi) q[2];\nu3(3.1253486309832628*pi,1.2782634449637733*pi,1.2743732679656448*pi) q[3];\nu3(3.365679672650509*pi,2.0917320537845656*pi,0.9693358647314665*pi) q[4];\nu3(3.736637143087438*pi,-0.49463873312531514*pi,1.0284088200062178*pi) q[5];\nu3(3.564645535678239*pi,1.6754712407241064*pi,0.5652783186006269*pi) q[6];\nu3(3.6970396758342883*pi,1.437864018195037*pi,2.1751993526781126*pi) q[7];\nu3(3.4294330254104626*pi,1.3920621703143634*pi,2.2029560319508223*pi) q[8];\nu3(3.2211878848428306*pi,0.17369841330341718*pi,1.1254739934653428*pi) q[9];\nu3(3.539545734729823*pi,-0.02473444402683178*pi,1.9059966011873546*pi) q[10];\nu3(3.124889420043208*pi,0.8741754278325857*pi,2.0892636967430334*pi) q[11];\nu3(3.553129205505233*pi,1.0125205342400223*pi,0.9408250971685669*pi) q[12];\nu3(3.75354128774767*pi,2.8243819600711384*pi,0.7143665140153126*pi) q[13];\nu3(3.1097152850900303*pi,-0.2839588923543088*pi,2.103800606669995*pi) q[14];\nu3(3.498686987647413*pi,0.12741319008416374*pi,3.1509806567599568*pi) q[15];\nu3(3.256111908526165*pi,2.46933837424041*pi,1.8117629114040672*pi) q[16];\nmeasure q[16] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[15] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[4] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[10] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.228403890752349*pi,3.063289396484442*pi,1.1003349443282366*pi) q[0];\nu3(3.801073772178801*pi,-0.2234293984210871*pi,4.333242859928159*pi) q[1];\nu3(3.098023619453763*pi,0.3099169174491544*pi,1.1907617915179003*pi) q[2];\nu3(3.509384342366745*pi,3.4995285916100634*pi,0.9180011389050904*pi) q[3];\nu3(3.4450895056843565*pi,2.3242449117043487*pi,1.383281965312364*pi) q[4];\nu3(3.244344081002482*pi,2.0253366807999584*pi,2.566733060852302*pi) q[5];\nu3(3.808848679186687*pi,2.9059965362135958*pi,3.284530192215415*pi) q[6];\nu3(3.408226328103612*pi,-0.12075493888301048*pi,2.1519909638260906*pi) q[7];\nu3(3.4741113527706933*pi,2.277609382123596*pi,2.2489507439799636*pi) q[8];\nu3(3.7507368463547324*pi,-0.025546274448855655*pi,2.1278658441783507*pi) q[9];\nu3(3.1517121549242817*pi,0.6217449112914732*pi,4.013352642221145*pi) q[10];\nu3(3.488790004703065*pi,-0.42340608241542477*pi,4.132319467032613*pi) q[11];\nu3(3.5854051590657208*pi,2.213642926594921*pi,1.8365069007874246*pi) q[12];\nu3(3.5828932514580614*pi,3.03779632244711*pi,3.195451111691104*pi) q[13];\nu3(3.873353796419757*pi,0.4610654747244397*pi,4.284016275089321*pi) q[14];\nu3(3.2642598566154803*pi,-0.00464814438501393*pi,4.240600623116731*pi) q[15];\nu3(3.795909707028149*pi,0.6814690951906175*pi,3.8031038197506795*pi) q[16];\nRxxyyzz(0.479040511709635*pi,0.30540784132538623*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.38985998104455966*pi,0.27919965355424914*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.33374606252006955*pi,0.2005166658921277*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.3961547220833399*pi,0.3801315181183069*pi,0.06466032692929158*pi) q[6],q[16];\nRxxyyzz(0.36679815428973983*pi,0.25239952468189863*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.38278646571221964*pi,0.27663447275161723*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4191715988469902*pi,0.23223914825314174*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.3871385863266798*pi,0.14989991905657038*pi,3.93383415401906*pi) q[13],q[14];\nu3(3.6309128170576024*pi,3.1758359298358325*pi,2.0641831101523183*pi) q[0];\nu3(3.298273662546632*pi,0.13159707370982066*pi,4.1948525780099795*pi) q[1];\nu3(3.164973399660204*pi,0.6113414815532652*pi,1.7363090454369705*pi) q[2];\nu3(3.3049127623789323*pi,3.024175165826215*pi,3.1626966735185382*pi) q[3];\nu3(3.7012176957390213*pi,-0.4302410570703837*pi,4.489644946337327*pi) q[4];\nu3(3.568716339831782*pi,0.15714690153758082*pi,1.326737070171406*pi) q[6];\nu3(3.72858627784716*pi,0.17487277363814768*pi,1.9208789004725282*pi) q[7];\nu3(3.7089354664809573*pi,0.47519650847222605*pi,1.8115278789777578*pi) q[8];\nu3(3.2337742432890457*pi,2.5491114709555824*pi,1.0808216075002042*pi) q[9];\nu3(3.738736893768877*pi,2.4290873415247596*pi,1.8462984278106043*pi) q[10];\nu3(3.3667257525499474*pi,2.99309883647787*pi,1.6885254805314753*pi) q[11];\nu3(3.129010372289696*pi,-0.33069928793161485*pi,1.0611545250932877*pi) q[12];\nu3(3.3220398056927576*pi,-0.1580951386455678*pi,1.9807780846908623*pi) q[13];\nu3(3.438592367693833*pi,0.32623277997314937*pi,2.0248939167616107*pi) q[14];\nu3(3.6246480074099092*pi,2.663964136985473*pi,0.8434394385052394*pi) q[15];\nu3(3.2433584289673116*pi,1.1807335482597847*pi,4.25390928669663*pi) q[16];\nRxxyyzz(0.44492182288546034*pi,0.2845944672915741*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.45986457381222*pi,0.29589385128821055*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.2128278390942198*pi,0.17341291583152518*pi,3.89756013234528*pi) q[4],q[9];\nRxxyyzz(0.44739439358536*pi,0.29968967812592107*pi,0.09864977350405*pi) q[5],q[12];\nRxxyyzz(0.4459835307335307*pi,0.2541817764634626*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4082032358370201*pi,0.3316879882073691*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4411283716950499*pi,0.25669693094454626*pi,3.824035838657439*pi) q[11],q[13];\nu3(3.4092249986213834*pi,3.0132760919163126*pi,2.4455631808096716*pi) q[2];\nu3(3.70547749135194*pi,0.1139111156611956*pi,0.7724211338431681*pi) q[3];\nu3(3.3182635074472198*pi,1.927802308859225*pi,1.2929770424164295*pi) q[4];\nu3(3.4484594597694707*pi,3.4184189243991714*pi,1.690457834752563*pi) q[5];\nu3(3.4176591221543986*pi,3.3120607945020315*pi,2.2697965351951748*pi) q[7];\nu3(3.2191183401185235*pi,0.49171141889049974*pi,1.4310212731922074*pi) q[8];\nu3(3.6398673499493457*pi,-0.38510966581379147*pi,2.142262701099595*pi) q[9];\nu3(3.4261037546373183*pi,-0.34923629138412743*pi,0.5060723265586953*pi) q[10];\nu3(3.818199777031457*pi,2.380873811613201*pi,1.8015701159173878*pi) q[11];\nu3(3.776683400384026*pi,0.08400077858171695*pi,0.7245390696332801*pi) q[12];\nu3(3.457562212750654*pi,0.6385311190599623*pi,1.8730599607991967*pi) q[13];\nu3(3.568863182051795*pi,-0.37417604712371055*pi,1.1912808246980706*pi) q[14];\nu3(3.47784362511779*pi,-0.40840172358839655*pi,2.05474291422998*pi) q[15];\nu3(3.5917616788278726*pi,3.476373246628817*pi,1.166770695912732*pi) q[16];\nRxxyyzz(0.2145477299577596*pi,0.12397573362266634*pi,0.04314617186170233*pi) q[0],q[12];\nRxxyyzz(0.43662537289009995*pi,0.2641564307152922*pi,3.83137850561219*pi) q[1],q[14];\nRxxyyzz(0.47081912259640946*pi,0.1128175103036364*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.3792213518365797*pi,0.14542040421309907*pi,3.9252843477325303*pi) q[4],q[13];\nRxxyyzz(0.43957359771281945*pi,0.15120247084581984*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.37974010396245006*pi,0.2360762947615612*pi,0.05154465218075656*pi) q[6],q[16];\nRxxyyzz(0.3894641144857912*pi,0.049293909362436494*pi,0.0*pi) q[8],q[11];\nu3(3.7429527185816105*pi,1.1665726890004824*pi,1.06724001318734*pi) q[0];\nu3(3.2220824688029777*pi,3.3243406743982775*pi,1.8914230575634152*pi) q[1];\nu3(3.5993296945922397*pi,2.3123807402184884*pi,0.9576311442624399*pi) q[3];\nu3(3.3059647846587934*pi,3.4685953617865155*pi,1.813724417469261*pi) q[4];\nu3(3.26737562770054*pi,3.0568881797000023*pi,4.047793596331395*pi) q[5];\nu3(3.409296395193907*pi,-0.19511583941781724*pi,3.421074682911451*pi) q[6];\nu3(3.180797826622431*pi,0.27811476634679433*pi,1.8200810109622312*pi) q[8];\nu3(3.910047684449392*pi,-0.07386454929343333*pi,1.921249458189668*pi) q[9];\nu3(3.3500750142375053*pi,1.0270057773830932*pi,1.8078123216576492*pi) q[11];\nu3(3.5571138099243926*pi,2.8413705705499304*pi,1.422201085858732*pi) q[12];\nu3(3.7355449767811644*pi,-0.09992056441307351*pi,1.9624759753203445*pi) q[13];\nu3(3.326794455574688*pi,3.244821979239587*pi,1.934908486046277*pi) q[14];\nu3(3.7526830866364556*pi,3.1948734824223814*pi,1.1309012997207424*pi) q[15];\nu3(3.4936310720704933*pi,0.6268120602647889*pi,1.8207281599927616*pi) q[16];\nRxxyyzz(0.40990795768162963*pi,0.20199914612393977*pi,3.95694718422122*pi) q[1],q[11];\nRxxyyzz(0.41951379337670996*pi,0.22444239216599196*pi,3.9260881483085908*pi) q[6],q[2];\nRxxyyzz(0.4406055160005595*pi,0.20163861463167798*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3574527016426501*pi,0.29862567078995816*pi,3.9522552134603597*pi) q[4],q[12];\nRxxyyzz(0.44505628357087934*pi,0.37229245850080606*pi,3.902237588540951*pi) q[5],q[7];\nRxxyyzz(0.41266614286650993*pi,0.32856369549171216*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3107973155979999*pi,0.20437341732315284*pi,3.8340635740637703*pi) q[10],q[14];\nRxxyyzz(0.32405875676391993*pi,0.19166490583017692*pi,3.9080434638571706*pi) q[15],q[16];\nu3(3.5442062162604215*pi,3.1688107922072155*pi,1.5228689077072135*pi) q[1];\nu3(3.3697039688134267*pi,-0.37700613446947395*pi,1.157863813787111*pi) q[2];\nu3(3.573770607596465*pi,2.8915841945595746*pi,4.1184628480774546*pi) q[3];\nu3(3.2498158030842625*pi,3.4925201507794053*pi,3.9544805626516784*pi) q[4];\nu3(3.849134332479145*pi,3.133849429994373*pi,1.3985033690743345*pi) q[5];\nu3(3.4277391062092972*pi,2.8481298068296583*pi,1.6882245020737217*pi) q[6];\nu3(3.686518820283111*pi,-0.15571601052732997*pi,0.5787785646650433*pi) q[7];\nu3(3.6974324725148424*pi,1.7004163588319816*pi,0.6844810973084825*pi) q[8];\nu3(3.3789053095267283*pi,0.5857055473345438*pi,2.029842093209604*pi) q[9];\nu3(3.2565929013224366*pi,-0.3863367980680318*pi,4.429294943187756*pi) q[10];\nu3(3.3158313591920687*pi,2.9110801536916537*pi,2.223599146279387*pi) q[11];\nu3(3.3878986944017075*pi,0.4348593064453945*pi,2.429631767602162*pi) q[12];\nu3(3.311500139892374*pi,2.398307930867588*pi,1.7801469915969241*pi) q[13];\nu3(3.7184081002548157*pi,3.0065871077114372*pi,1.0477604410815597*pi) q[14];\nu3(3.3097265137190575*pi,-0.039395345473356325*pi,0.7161021056901645*pi) q[15];\nu3(3.2944448752059956*pi,2.4444915463232793*pi,1.4983462166122516*pi) q[16];\nRxxyyzz(0.4274168497002898*pi,0.19585518967064963*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.452190480255981*pi,0.23098923841407393*pi,0.09942800124547985*pi) q[4],q[3];\nRxxyyzz(0.37832562054508945*pi,0.20336445030158093*pi,0.046198574382106505*pi) q[15],q[5];\nRxxyyzz(0.4639798292552093*pi,0.31033981315989057*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4159046920171102*pi,0.32533542415044103*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3282028975976303*pi,0.23640584427956846*pi,3.81616546895893*pi) q[10],q[8];\nRxxyyzz(0.4243079155017305*pi,0.3033063320857041*pi,3.8947928654348196*pi) q[11],q[13];\nRxxyyzz(0.3631234945918901*pi,0.25013001499167503*pi,0.06344794537949129*pi) q[14],q[16];\nu3(3.7837811280160047*pi,3.0676209443593763*pi,1.207113882360367*pi) q[0];\nu3(3.5387255205918766*pi,-0.3920051169827153*pi,1.4558005076515599*pi) q[1];\nu3(3.5808915118703593*pi,2.8413581986254837*pi,1.725431481264017*pi) q[3];\nu3(3.060539803922321*pi,3.0975491460009343*pi,4.172999469120015*pi) q[4];\nu3(3.493825881740108*pi,2.341763562167444*pi,3.875085577062846*pi) q[5];\nu3(3.749869214058244*pi,3.0466920630043335*pi,0.8728447338239227*pi) q[6];\nu3(3.1659408313946145*pi,0.5461745489589362*pi,1.313254870023131*pi) q[7];\nu3(3.149987307916469*pi,1.2236670002504826*pi,1.4573941115912783*pi) q[8];\nu3(3.2689280780065295*pi,2.7648714914961476*pi,0.7267276115770445*pi) q[9];\nu3(3.7662135085722577*pi,2.4337453597959433*pi,0.8336049175287663*pi) q[10];\nu3(3.7610731873297034*pi,2.3641792683286083*pi,1.9854540946813408*pi) q[11];\nu3(3.3399637353465033*pi,-0.103316994071327*pi,2.3474034051134587*pi) q[12];\nu3(3.388216907284176*pi,0.015459910548235811*pi,2.4525273643558188*pi) q[13];\nu3(3.3089993240053968*pi,3.184325590649512*pi,1.9471539100793036*pi) q[14];\nu3(3.493348283170862*pi,2.513997652700898*pi,0.777071282572459*pi) q[15];\nu3(3.1437435853527615*pi,0.7346515840939603*pi,0.6619804315306426*pi) q[16];\nRxxyyzz(0.44566076913543784*pi,0.22039533526540078*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.33026221597805006*pi,0.06400188118739658*pi,0.04599009709343882*pi) q[1],q[11];\nRxxyyzz(0.3540898736877196*pi,0.21095927498511813*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.44008103239193985*pi,0.3687511487382751*pi,3.8004375937951504*pi) q[6],q[10];\nRxxyyzz(0.3231588224991997*pi,0.16363643029721164*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.43172182187136743*pi,0.12672985942342496*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.34058863643771004*pi,0.25999724927275114*pi,3.8339466869873906*pi) q[12],q[16];\nu3(3.405494116689585*pi,3.3808769201957602*pi,0.9414848702999015*pi) q[0];\nu3(3.525154909579808*pi,3.3571592640950616*pi,2.204461872226648*pi) q[1];\nu3(3.3682273803423373*pi,0.8355293973795237*pi,1.6872093909782209*pi) q[2];\nu3(3.4811900417708053*pi,3.0221628714209015*pi,2.4572618058669473*pi) q[5];\nu3(3.6021680762569988*pi,2.744949959101308*pi,0.7942824013540939*pi) q[6];\nu3(3.2947934445884544*pi,0.4504899653284802*pi,1.1025807434430666*pi) q[7];\nu3(3.202692465330747*pi,-0.059903929403349876*pi,0.8321892281700403*pi) q[8];\nu3(3.1281137129497223*pi,3.129203745952092*pi,0.5368517985063841*pi) q[9];\nu3(3.268589554322078*pi,-0.42504939544974135*pi,1.084205075679573*pi) q[10];\nu3(3.3513483823110324*pi,2.800682284684213*pi,3.7497666941198577*pi) q[11];\nu3(3.7895746672109123*pi,0.05744650422856323*pi,2.1267373191656067*pi) q[12];\nu3(3.454837269233651*pi,-0.32633902219924643*pi,0.7827241336539512*pi) q[14];\nu3(3.9418556741658093*pi,0.25060117839936447*pi,1.0770023838817557*pi) q[15];\nu3(3.506361199078305*pi,2.7105578656763125*pi,0.7776738695493058*pi) q[16];\nRxxyyzz(0.4276703844430499*pi,0.2956735149196896*pi,0.2158262094682466*pi) q[0],q[10];\nRxxyyzz(0.42597039085090005*pi,0.20555371791255483*pi,0.09344762606328769*pi) q[1],q[5];\nRxxyyzz(0.3564452672782305*pi,0.29270039951792315*pi,0.06193624772936879*pi) q[9],q[2];\nRxxyyzz(0.42580460766057954*pi,0.290556576141665*pi,3.7973363984500796*pi) q[3],q[16];\nRxxyyzz(0.44455259493851007*pi,0.20736885682490147*pi,0.05568817051061662*pi) q[4],q[11];\nRxxyyzz(0.45000131592552484*pi,0.34855613479687375*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.39329700997933786*pi,0.18502466329788914*pi,0.0797344351844237*pi) q[7],q[8];\nRxxyyzz(0.4553195961839399*pi,0.18854863646304332*pi,0.0*pi) q[15],q[13];\nu3(3.5116525883341794*pi,2.6791885781037843*pi,4.186166472900675*pi) q[0];\nu3(3.717941031318652*pi,-0.2574166336024466*pi,4.118471723678525*pi) q[1];\nu3(3.8075255421098815*pi,0.4878702793475438*pi,4.285457200593017*pi) q[2];\nu3(3.4577658114322176*pi,-0.45619873321179727*pi,1.536303495057041*pi) q[3];\nu3(3.522920031323367*pi,0.3166727675178229*pi,0.5565764866698313*pi) q[4];\nu3(3.094236293902602*pi,-0.3757582065310165*pi,0.7784495443022078*pi) q[5];\nu3(3.6003495130299554*pi,-0.3629591604097888*pi,2.1224138837258173*pi) q[6];\nu3(3.1424846698576894*pi,0.19474166995822229*pi,4.438811468054007*pi) q[7];\nu3(3.3363351264875587*pi,3.4130087227788577*pi,1.4652804958053687*pi) q[8];\nu3(3.1575894107785967*pi,0.5724815216938643*pi,4.14817077094421*pi) q[9];\nu3(3.3764961343923234*pi,0.8916927471086042*pi,3.2054179499565425*pi) q[10];\nu3(3.5165595624062234*pi,0.961672231551564*pi,0.629424025191877*pi) q[11];\nu3(3.427643736393086*pi,0.6722681472996821*pi,2.113833435685309*pi) q[13];\nu3(3.3598999461122254*pi,0.11323602570845304*pi,1.8378329403649145*pi) q[14];\nu3(3.3226148987028408*pi,3.2595803641344787*pi,1.7755740883289226*pi) q[15];\nu3(3.2098596037379705*pi,2.675680824866202*pi,1.0634272350498444*pi) q[16];\nRxxyyzz(0.43867592177935977*pi,0.26613836672917923*pi,0.10521264200901462*pi) q[1],q[14];\nRxxyyzz(0.41374652882984797*pi,0.27376697509154013*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.37194892692787995*pi,0.2127168775346341*pi,3.9140800076485096*pi) q[3],q[13];\nRxxyyzz(0.2348643525672899*pi,0.17518046982203295*pi,0.11102926910592359*pi) q[5],q[10];\nRxxyyzz(0.4192843372211001*pi,0.26445063251729767*pi,3.9210793372895107*pi) q[11],q[6];\nRxxyyzz(0.4319520633747598*pi,0.07812283178962265*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.37466820846290894*pi,0.3077040632284592*pi,0.0*pi) q[15],q[16];\nu3(3.8746588848831314*pi,-0.31306863195726703*pi,1.5819224974795332*pi) q[1];\nu3(3.4155546680779354*pi,0.4302139852779533*pi,2.3065936765428026*pi) q[2];\nu3(3.436054583147372*pi,3.479677233875415*pi,1.190319700112954*pi) q[3];\nu3(3.6498281721243884*pi,2.8881092325451214*pi,4.484022537771337*pi) q[4];\nu3(3.480915918161634*pi,0.5889370167345369*pi,4.185954777439012*pi) q[5];\nu3(3.6656729254956772*pi,3.1816535985706507*pi,1.5123988178940637*pi) q[6];\nu3(3.291424424427432*pi,3.402461666380089*pi,3.999280074463575*pi) q[9];\nu3(3.635075082396176*pi,3.3845753605979345*pi,4.349060550976245*pi) q[10];\nu3(3.7715202204207934*pi,0.2681637949895147*pi,2.2259257899962432*pi) q[11];\nu3(3.0871394286263856*pi,1.0012096074175791*pi,1.7904229845782176*pi) q[12];\nu3(3.5074619062569976*pi,-0.37965321811419106*pi,0.5246076127257151*pi) q[13];\nu3(3.4539391468009653*pi,2.253545433353495*pi,0.8944332112061366*pi) q[14];\nu3(3.8875315640716104*pi,1.1698166775262187*pi,1.5719548681525648*pi) q[15];\nu3(3.4581502135350606*pi,-0.3381204935522223*pi,1.6194531767454647*pi) q[16];\nRxxyyzz(0.41349093091181033*pi,0.1812923134798172*pi,0.11227987550465866*pi) q[0],q[12];\nRxxyyzz(0.35833685556274036*pi,0.3232602677962624*pi,0.2253993011390003*pi) q[1],q[8];\nRxxyyzz(0.3970618482217737*pi,0.1337526287446439*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.29583978857943916*pi,0.17855318143406507*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.37232213162472927*pi,0.23354278602712286*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.44588194698984973*pi,0.17690692486186266*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.4031836590708595*pi,0.2474107857480758*pi,0.123716026373855*pi) q[9],q[15];\nRxxyyzz(0.4404261659937711*pi,0.3359352270555389*pi,3.8347351621668766*pi) q[14],q[10];\nu3(3.262157948494988*pi,0.0026136383284471876*pi,3.1376558972420767*pi) q[0];\nu3(3.8331782845788616*pi,-0.18621741426670496*pi,3.8641863028071533*pi) q[1];\nu3(3.5335857804385458*pi,3.4305261275640704*pi,2.2907416120980564*pi) q[2];\nu3(3.468264903290157*pi,0.4094921532853294*pi,0.8953151528222981*pi) q[3];\nu3(3.8150678390141746*pi,3.3807041680356655*pi,0.9623500018952007*pi) q[4];\nu3(3.2821477422580134*pi,3.175222519852146*pi,0.6392584748733677*pi) q[6];\nu3(3.7976836015483704*pi,-0.4838960210225576*pi,1.592142525056417*pi) q[7];\nu3(3.5252843029035015*pi,0.39600746301987233*pi,3.330185044427637*pi) q[8];\nu3(3.5375371125003157*pi,3.435994582145176*pi,2.969214501977418*pi) q[9];\nu3(3.702061749794597*pi,2.409322349623018*pi,1.7482961403303345*pi) q[10];\nu3(3.647300525602344*pi,3.2770460238637353*pi,0.6637347962674971*pi) q[11];\nu3(3.2205522345158077*pi,3.393497781789053*pi,1.355712624099473*pi) q[12];\nu3(3.368198455394461*pi,2.9428622661559047*pi,0.9298516207374057*pi) q[13];\nu3(3.0243128946226676*pi,-0.28503468981871405*pi,1.9398279925056006*pi) q[14];\nu3(3.5861875460932104*pi,2.3959655408734593*pi,4.44826889124778*pi) q[15];\nu3(3.2746934454561365*pi,3.05266809175673*pi,1.9588325669275812*pi) q[16];\nRxxyyzz(0.42985407722134994*pi,0.38756109778611875*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4153464337539098*pi,0.23993676340042347*pi,3.89770216733043*pi) q[1],q[9];\nRxxyyzz(0.2720500567548497*pi,0.18785357334635377*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.44490237245223974*pi,0.24171209748986477*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.41679775305066813*pi,0.3299380367136102*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.40472916633148964*pi,0.1735527632673075*pi,3.95560875185953*pi) q[5],q[12];\nRxxyyzz(0.4139964218168996*pi,0.29783235116869*pi,3.920964239727781*pi) q[16],q[13];\nu3(3.4277679996846877*pi,0.16703458233620339*pi,0.7326583478107325*pi) q[0];\nu3(3.288846145086579*pi,0.061895099867125936*pi,1.435566678365479*pi) q[1];\nu3(3.3299516006321244*pi,3.435638221344968*pi,0.9904904694550721*pi) q[2];\nu3(3.3112181260123412*pi,2.0052217858906376*pi,1.6528822854729035*pi) q[3];\nu3(3.385238674546008*pi,0.8241309343443339*pi,2.1066164797382125*pi) q[4];\nu3(3.752667272410297*pi,2.677967447365673*pi,1.626515316860269*pi) q[5];\nu3(3.4650451905298483*pi,3.4462951665946226*pi,1.432903917865684*pi) q[7];\nu3(3.777630632688659*pi,-0.37392755753232704*pi,1.5556500626263365*pi) q[9];\nu3(3.6249941553227756*pi,-0.020452959730233866*pi,1.4884741414022953*pi) q[10];\nu3(3.342791965709476*pi,0.16799457048518696*pi,1.0645962406266212*pi) q[11];\nu3(3.735304384236765*pi,3.396167926817491*pi,2.014056453823531*pi) q[12];\nu3(3.3907257070875754*pi,0.09730430438903959*pi,1.1282768634208877*pi) q[13];\nu3(3.511145927387992*pi,0.06173010673816548*pi,2.4959532405248535*pi) q[15];\nu3(3.2120410479763697*pi,-0.30777707067586624*pi,1.169307267166542*pi) q[16];\nRxxyyzz(0.45387688294631*pi,0.36616183882555253*pi,3.9474264795112397*pi) q[0],q[9];\nRxxyyzz(0.34344078866892014*pi,0.21122041483879883*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4194144140782892*pi,0.27630154528645534*pi,3.86226478437223*pi) q[14],q[3];\nRxxyyzz(0.34617342468323997*pi,0.1927438705498239*pi,0.1222208984856521*pi) q[4],q[8];\nRxxyyzz(0.40000550646337985*pi,0.33782984686311546*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4371274535545988*pi,0.33403756963139736*pi,3.8779689062913203*pi) q[16],q[7];\nRxxyyzz(0.4081403684876997*pi,0.3192529610748548*pi,0.06827916113927099*pi) q[12],q[15];\nu3(3.8438137118213906*pi,-0.41245493120720494*pi,2.395046652937334*pi) q[0];\nu3(3.4341040883074356*pi,0.23118747807940654*pi,0.6596561943177588*pi) q[1];\nu3(3.3694993131513122*pi,3.1510592194381966*pi,2.0506812364526157*pi) q[3];\nu3(3.682529237302205*pi,-0.008680934467913404*pi,1.6022674562121555*pi) q[4];\nu3(3.4003590989145738*pi,0.5526410273122007*pi,1.2936211168805742*pi) q[6];\nu3(3.921301982785397*pi,2.4542725907256306*pi,1.8182395473422703*pi) q[7];\nu3(3.5915459236495852*pi,2.934357863894371*pi,1.6000001606732148*pi) q[8];\nu3(3.414380811303027*pi,-0.4865517558818593*pi,1.0650370438693448*pi) q[9];\nu3(3.2338577551933523*pi,0.3371460645577278*pi,1.9612406649098013*pi) q[11];\nu3(3.546771269616236*pi,-0.42751428356374177*pi,1.9241787139466935*pi) q[12];\nu3(3.3942933498404972*pi,3.4970347281123333*pi,1.5329928134412107*pi) q[13];\nu3(3.5830848314582093*pi,2.6384384321790773*pi,2.1216611869073496*pi) q[14];\nu3(3.620167719218956*pi,-0.13968346058607606*pi,3.4616165483930206*pi) q[15];\nu3(3.2308463799526916*pi,2.237021787385744*pi,2.486462599332987*pi) q[16];\nRxxyyzz(0.38384741014276014*pi,0.25445390744369417*pi,3.7918254823243704*pi) q[0],q[15];\nRxxyyzz(0.43392036018490776*pi,0.374965478125835*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.23239908789941*pi,0.22577004496066744*pi,0.11246063016757368*pi) q[2],q[8];\nRxxyyzz(0.45037361376968943*pi,0.2608772581925982*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4115679964063901*pi,0.3153194306226543*pi,3.919088923556521*pi) q[11],q[4];\nRxxyyzz(0.39750200460376994*pi,0.35777218395859767*pi,0.14333976471990395*pi) q[5],q[12];\nRxxyyzz(0.41738329426507015*pi,0.2271755624309757*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.4505101164520298*pi,0.33783569174407724*pi,3.8330657640166805*pi) q[16],q[14];\nu3(3.2035804292746617*pi,0.75421951728374*pi,2.195021331814178*pi) q[0];\nu3(3.608797014896366*pi,-0.4622554033807029*pi,1.236283925269236*pi) q[1];\nu3(3.295977849212965*pi,3.0875986969121088*pi,2.1389045089888605*pi) q[2];\nu3(3.3945294741535905*pi,3.4282237725943205*pi,4.3965721688950445*pi) q[3];\nu3(3.5683420858529367*pi,3.0433243246651207*pi,1.555528334444209*pi) q[4];\nu3(3.6009552407502605*pi,1.1832931214887517*pi,4.244719932201946*pi) q[5];\nu3(3.0724231634385646*pi,2.5620400164713137*pi,1.7506376415797305*pi) q[6];\nu3(3.524629987991015*pi,3.332105540618419*pi,3.2443974819020185*pi) q[8];\nu3(3.804063301888436*pi,-0.47462423941145315*pi,4.061758085585913*pi) q[9];\nu3(3.5316207876834675*pi,2.22941172107653*pi,0.6102533211328366*pi) q[10];\nu3(3.638093321134368*pi,2.646017513871429*pi,0.7559364872000982*pi) q[11];\nu3(3.4149406839078336*pi,3.36952328251823*pi,2.0783759524378675*pi) q[12];\nu3(3.153021484523795*pi,-0.41198831714963324*pi,0.9432233318194373*pi) q[13];\nu3(3.9342678785158967*pi,-0.36974373154408413*pi,2.1258871789127847*pi) q[14];\nu3(3.2853245331857637*pi,-0.45800622095882837*pi,2.386243613567734*pi) q[15];\nu3(3.575676424349968*pi,3.2739212335754604*pi,1.4041827277041912*pi) q[16];\nRxxyyzz(0.3287366975232806*pi,0.0571806803105509*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3926326179610202*pi,0.17044022549932608*pi,0.0633940169002232*pi) q[5],q[1];\nRxxyyzz(0.39797343052401946*pi,0.2988865262956222*pi,3.90369222418782*pi) q[16],q[2];\nRxxyyzz(0.33262499382191985*pi,0.21697983264710707*pi,3.93860337391647*pi) q[3],q[7];\nRxxyyzz(0.47047787488877*pi,0.2346967218584366*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4224084917967945*pi,0.30633590703593294*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.4122065513328591*pi,0.10609752100029182*pi,3.9079834175117707*pi) q[11],q[15];\nu3(3.4162792684656393*pi,2.143494507044598*pi,0.5535947724902455*pi) q[0];\nu3(3.692633311568927*pi,0.016113786733936042*pi,4.198611462687417*pi) q[1];\nu3(3.690735203669457*pi,-0.39161844728007716*pi,1.5173577121206208*pi) q[2];\nu3(3.8631550682163223*pi,0.8174430189573494*pi,1.5002455618382404*pi) q[3];\nu3(3.4889227827721507*pi,0.7840289571297454*pi,1.775525246278256*pi) q[4];\nu3(3.3077109784478584*pi,3.239664346275182*pi,0.7700946953640349*pi) q[5];\nu3(3.4049465038289934*pi,-0.1315446023059081*pi,0.5439917007155244*pi) q[7];\nu3(3.969012749773997*pi,0.9039881058801458*pi,2.039299254019782*pi) q[8];\nu3(3.5353859030314525*pi,-0.12715263377659103*pi,2.2011441119799153*pi) q[9];\nu3(3.216032228495197*pi,3.482672373434369*pi,1.7942679906270746*pi) q[11];\nu3(3.4937040462791966*pi,-0.3328581370167346*pi,1.2824399236307715*pi) q[13];\nu3(3.9136042203453565*pi,1.9314069591382066*pi,1.2440962971491654*pi) q[14];\nu3(3.1711270795984454*pi,2.7274768213943164*pi,0.695597104393205*pi) q[15];\nu3(3.6961554209314773*pi,0.7302267239577684*pi,2.155249681273605*pi) q[16];\nRxxyyzz(0.4233164562466397*pi,0.2896436465459652*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4248050040354394*pi,0.234058829571413*pi,3.8512769435546*pi) q[14],q[1];\nRxxyyzz(0.4601178707517307*pi,0.300312901687083*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.44970598282472274*pi,0.32926288831039907*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.4267787421193747*pi,0.1858233762645679*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.3296832293396503*pi,0.2516441596468706*pi,3.8874720846759203*pi) q[5],q[10];\nRxxyyzz(0.4713882679265141*pi,0.321431327177486*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.3539128276515271*pi,0.2649663102770794*pi,0.0*pi) q[11],q[12];\nu3(3.3955010164271515*pi,3.486558587812135*pi,1.111761511992039*pi) q[0];\nu3(3.5927959841596584*pi,3.3028133739788403*pi,1.7219759720631669*pi) q[1];\nu3(3.5875754569544474*pi,3.06019270193006*pi,1.3247919376388304*pi) q[2];\nu3(3.216035337983147*pi,3.442871157792807*pi,2.2547101935907747*pi) q[3];\nu3(3.2404514188849873*pi,0.8605492794774063*pi,1.873964038201303*pi) q[4];\nu3(3.684804438299333*pi,1.895620265359733*pi,1.2740764924106958*pi) q[5];\nu3(3.578789258825948*pi,-0.23879717797334443*pi,1.1186778858317288*pi) q[6];\nu3(3.3069874723070747*pi,2.2288417977921737*pi,1.6495512847347968*pi) q[7];\nu3(3.1526785588822897*pi,-0.12127953871906294*pi,0.7558581630080116*pi) q[9];\nu3(3.6437518783837026*pi,-0.17118663153923486*pi,2.3376547131873626*pi) q[10];\nu3(3.5663372752712013*pi,1.1253681365966672*pi,2.1402893828780623*pi) q[11];\nu3(3.3232927085367385*pi,0.063828222989319*pi,0.8825553080718676*pi) q[12];\nu3(3.638410772398001*pi,-0.0921686707553312*pi,2.049191800306935*pi) q[13];\nu3(3.723253037700109*pi,0.11830527738434693*pi,1.8547234114275435*pi) q[14];\nu3(3.7400282436821604*pi,-0.3887092204974844*pi,2.4400101806877084*pi) q[15];\nu3(3.6608812428605346*pi,3.1038803721076134*pi,2.465728788752785*pi) q[16];\nRxxyyzz(0.4523753250942698*pi,0.21638325597022412*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4309201200802011*pi,0.18240405841174212*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4196076388406997*pi,0.19952486254230303*pi,3.9211556691674705*pi) q[3],q[4];\nRxxyyzz(0.4608304366168597*pi,0.30137463943214193*pi,0.04827501811338793*pi) q[7],q[8];\nRxxyyzz(0.4453713564337298*pi,0.26162122675538413*pi,3.870717352397401*pi) q[9],q[10];\nRxxyyzz(0.32266733439757966*pi,0.11078833337025973*pi,3.9075760693344*pi) q[16],q[11];\nRxxyyzz(0.44845478125698*pi,0.18828603808858008*pi,3.8507391593882296*pi) q[12],q[15];\nRxxyyzz(0.24119994350657956*pi,0.19502518854631523*pi,3.941971441920069*pi) q[14],q[13];\nu3(3.123658317739727*pi,2.2275413266498054*pi,1.8361334757204066*pi) q[0];\nu3(3.6011164264865263*pi,0.9116386410943613*pi,1.4884518149828925*pi) q[1];\nu3(3.726627111324509*pi,3.1993552245129133*pi,1.7348225890836124*pi) q[2];\nu3(3.7998673264084872*pi,2.845026847155153*pi,0.7830229700452382*pi) q[3];\nu3(3.8900693476412314*pi,0.10510514899428736*pi,1.8657652426584237*pi) q[4];\nu3(3.2877648746480386*pi,-0.4614616755581331*pi,1.3253346063243727*pi) q[6];\nu3(3.7455323338162776*pi,0.7552252690645518*pi,3.854972075682798*pi) q[7];\nu3(3.7426582931062913*pi,3.4005403299793375*pi,3.5685200910360715*pi) q[8];\nu3(3.7219781455694916*pi,3.186953501731673*pi,1.1253881956181981*pi) q[9];\nu3(3.241507518528106*pi,-0.017014108868127042*pi,1.6974680114492213*pi) q[10];\nu3(3.7571802573103494*pi,0.6222943882367864*pi,0.6876425641669857*pi) q[11];\nu3(3.5266076220850158*pi,3.41168349012392*pi,1.6550060990290656*pi) q[12];\nu3(3.14433007635619*pi,1.0968057427850484*pi,1.439261031099094*pi) q[13];\nu3(3.36737970544261*pi,3.2474409317093436*pi,1.9002041414920134*pi) q[14];\nu3(3.7090433440294697*pi,1.075637256596265*pi,1.8039045918357939*pi) q[15];\nu3(3.4336066218614563*pi,0.9995765177044795*pi,1.107649570741751*pi) q[16];\nRxxyyzz(0.43003783070250984*pi,0.17693303669865132*pi,3.8768376092905896*pi) q[4],q[0];\nRxxyyzz(0.42518767939274993*pi,0.21154943458153597*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.3337424150897096*pi,0.1480576029710421*pi,0.08705557096400351*pi) q[3],q[2];\nRxxyyzz(0.45296019555622996*pi,0.27971291607841364*pi,0.11155359254208068*pi) q[5],q[10];\nRxxyyzz(0.40905096726321777*pi,0.33517627780481196*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4359388105251996*pi,0.28670603413782036*pi,3.94752413476969*pi) q[16],q[7];\nRxxyyzz(0.37973481462255954*pi,0.3405662782618202*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.3604436252126697*pi,0.26528238340822385*pi,0.04324822914942894*pi) q[14],q[15];\nu3(3.425383951459828*pi,0.7783353181706492*pi,2.3979666912711464*pi) q[0];\nu3(3.3584623204029347*pi,-0.08621739022277275*pi,1.8845204068197674*pi) q[1];\nu3(3.7129845521543783*pi,2.6978936059727037*pi,1.1635926379627448*pi) q[2];\nu3(3.2730405316223936*pi,0.14641493263733252*pi,0.5526674056802572*pi) q[3];\nu3(3.715430924240287*pi,2.803655628905062*pi,1.5178728115792959*pi) q[4];\nu3(3.6026510151828415*pi,-0.20336366824823782*pi,4.350316960001878*pi) q[5];\nu3(3.05872148661701*pi,3.067701167026318*pi,2.2208522973812896*pi) q[6];\nu3(3.426693388883509*pi,-0.3562931820250042*pi,0.7672225334853913*pi) q[7];\nu3(3.038715552168426*pi,-0.06700535678071762*pi,1.3259999252220769*pi) q[8];\nu3(3.2050999932546036*pi,2.7886307457120436*pi,1.5614063103898217*pi) q[10];\nu3(3.5974385163851945*pi,-0.10910856355958459*pi,4.405189184129246*pi) q[11];\nu3(3.255797077360846*pi,0.5913578607806604*pi,1.8309674630498913*pi) q[12];\nu3(3.77294753128565*pi,-0.4260794227740272*pi,0.7963949420040883*pi) q[13];\nu3(3.5243175978876433*pi,-0.19679601717215345*pi,0.6288021728711465*pi) q[14];\nu3(3.223338816553071*pi,2.971064921895629*pi,3.1091495827976945*pi) q[15];\nu3(3.341184681279046*pi,3.4953019850952485*pi,1.1344210461618172*pi) q[16];\nmeasure q[4] -> c[2];\nRxxyyzz(0.315895122051421*pi,0.2262012807260343*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.3290923927487034*pi,0.13899861048569484*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.36176438541913924*pi,0.25767223769454906*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.38066273632552994*pi,0.375413417700332*pi,0.18302285806472796*pi) q[5],q[16];\nRxxyyzz(0.45071536208427926*pi,0.25167249586004237*pi,3.8486121307693004*pi) q[7],q[8];\nRxxyyzz(0.39788633244359894*pi,0.27352068061182966*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4692130188711602*pi,0.13882934090879306*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.3725897305682101*pi,0.2519602923711852*pi,0.0*pi) q[13],q[12];\nu3(3.341466624640495*pi,-0.046892655025558616*pi,2.163264360699508*pi) q[0];\nu3(1.8131258944772193*pi,3.194640702489723*pi,1.2630090123424504*pi) q[1];\nu3(3.790690326107569*pi,2.6826599346832296*pi,0.7904054344393896*pi) q[2];\nu3(0.30152853740417274*pi,0.5435352166112206*pi,0.6628123707972383*pi) q[3];\nu3(3.361672370582115*pi,3.0538627096518773*pi,1.6852969271351383*pi) q[5];\nu3(3.0521275306531104*pi,0.22778481164748154*pi,2.4074385247060035*pi) q[6];\nu3(3.28098549978417*pi,1.0779791341153118*pi,0.5146368577454212*pi) q[7];\nu3(3.06947031310568*pi,1.392297509609196*pi,1.0701419848891436*pi) q[8];\nu3(3.7054250730633553*pi,2.325431371466998*pi,1.356317856896418*pi) q[9];\nu3(3.3839254796443448*pi,0.9516894953762636*pi,2.3432019883360566*pi) q[10];\nu3(3.0908559803750357*pi,-0.14666780436991567*pi,0.9190566142883001*pi) q[11];\nu3(3.159602668579207*pi,2.5951773552718818*pi,0.821048347825001*pi) q[12];\nu3(3.4476004813871404*pi,0.6064852724752203*pi,4.434620795751696*pi) q[13];\nu3(3.451456614533523*pi,2.497965481745151*pi,0.7711481837357903*pi) q[14];\nu3(0.3175077654248465*pi,3.4173514898936586*pi,1.646572581152131*pi) q[15];\nu3(3.2950651725243767*pi,-0.19363377471739418*pi,1.1192480235135598*pi) q[16];\nmeasure q[1] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[11] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[12] -> c[8];\nmeasure q[16] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[6] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[8] -> c[14];\nmeasure q[15] -> c[15];\nmeasure q[3] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6595717334844315*pi,0.7228429540259103*pi,3.7836912256615323*pi) q[0];\nu3(3.667294968781866*pi,0.670171109922157*pi,1.733912733387604*pi) q[1];\nu3(3.4596668994080595*pi,3.014971738524801*pi,1.7715183885982921*pi) q[2];\nu3(3.6917148561071826*pi,-0.06231203342298963*pi,1.3483256350910384*pi) q[3];\nu3(3.3578389474800434*pi,2.1503645508461844*pi,4.415848191509245*pi) q[4];\nu3(3.5140688263526187*pi,0.9650820607462931*pi,4.154536671630273*pi) q[5];\nu3(3.5609352512942394*pi,-0.46713179151394013*pi,2.970278402958285*pi) q[6];\nu3(3.648047578631747*pi,2.153673758997024*pi,1.4194632942902692*pi) q[7];\nu3(3.100131384248168*pi,0.9968020922545722*pi,2.6497468177586105*pi) q[8];\nu3(3.3796987131106464*pi,2.1174479868024267*pi,4.290939312879402*pi) q[9];\nu3(3.730346669328731*pi,-0.12077769061906529*pi,1.8579146326636433*pi) q[10];\nu3(3.722201985861374*pi,3.142235403859911*pi,2.31595996378406*pi) q[11];\nu3(3.797545985265312*pi,-0.15816011614667713*pi,1.0697575384464728*pi) q[12];\nu3(3.3823156551285107*pi,2.6382071590054226*pi,1.6967918964638005*pi) q[13];\nu3(3.7841328713825746*pi,-0.3948967443587844*pi,1.1087765058899262*pi) q[14];\nu3(3.4127527474813415*pi,1.6907105690049615*pi,1.0678549371403965*pi) q[15];\nu3(3.0510755154499076*pi,3.263505701472974*pi,0.5368510582862749*pi) q[16];\nRxxyyzz(0.35615576420287*pi,0.24032678657798812*pi,0.19062395469061855*pi) q[0],q[15];\nRxxyyzz(0.4223150313944698*pi,0.2509844144081454*pi,0.21383501075918557*pi) q[1],q[5];\nRxxyyzz(0.45170587183376976*pi,0.10972159533131909*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4277795305512401*pi,0.20790221262481623*pi,0.18380920213456756*pi) q[3],q[4];\nRxxyyzz(0.4548851138967901*pi,0.3562932875316259*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.42975270427761003*pi,0.19457573490313207*pi,3.9077740575731497*pi) q[10],q[16];\nRxxyyzz(0.43699375350851*pi,0.41359361954664386*pi,3.8534861927861694*pi) q[11],q[14];\nRxxyyzz(0.4457359557009104*pi,0.249150349536985*pi,0.0*pi) q[12],q[13];\nu3(3.5026160933404107*pi,1.0106706693268928*pi,1.3195600556900944*pi) q[0];\nu3(3.500442365834068*pi,0.11379793541785399*pi,3.6884827162605127*pi) q[1];\nu3(3.818370767139129*pi,0.7193718790953687*pi,1.8132332188432718*pi) q[2];\nu3(3.8317294342119466*pi,0.71787611358668*pi,0.7742395536703306*pi) q[3];\nu3(3.1458195835995886*pi,0.1380471203194843*pi,3.7114145739980877*pi) q[4];\nu3(3.286616170551291*pi,-0.0404584289695471*pi,4.0526144367901455*pi) q[5];\nu3(3.736764490183655*pi,2.4968853589410607*pi,2.3610323387020724*pi) q[6];\nu3(3.388446694692267*pi,2.747789131105667*pi,0.9709884162439185*pi) q[8];\nu3(3.713282171459982*pi,1.7845059013466207*pi,1.401941603472718*pi) q[9];\nu3(3.510137879541872*pi,1.4066285526718487*pi,1.1172451268659334*pi) q[10];\nu3(3.9367389944632065*pi,-0.38701707435563815*pi,2.3772723607798643*pi) q[11];\nu3(3.3631666362029167*pi,3.4226123915508824*pi,1.1807673963491754*pi) q[12];\nu3(3.0262861912050214*pi,-0.4271920775097427*pi,0.8139485678061198*pi) q[13];\nu3(3.55072452765667*pi,3.077758329656554*pi,1.4390636978630715*pi) q[14];\nu3(3.814852442627033*pi,3.0655493473919284*pi,2.0340263596279815*pi) q[15];\nu3(3.427510094720858*pi,0.8148254712882907*pi,1.826352764700928*pi) q[16];\nRxxyyzz(0.3849332241686999*pi,0.2236848331840324*pi,0.04422306712172879*pi) q[0],q[11];\nRxxyyzz(0.35001340360179956*pi,0.26648273240293285*pi,0.07642046950127224*pi) q[1],q[10];\nRxxyyzz(0.39442346843730963*pi,0.21602927429814972*pi,0.09532884857570395*pi) q[2],q[3];\nRxxyyzz(0.4408012497493191*pi,0.2770554484927974*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.43564107090061044*pi,0.26172029714079836*pi,0.14143025825277344*pi) q[6],q[13];\nRxxyyzz(0.44232268663699026*pi,0.1936035690298602*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.3590681006251092*pi,0.3188633872280404*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.3069139419183501*pi,0.24742431719947655*pi,0.0*pi) q[9],q[12];\nu3(3.5934668249617925*pi,3.4812320589111274*pi,1.6594300772683592*pi) q[0];\nu3(3.6525481154601995*pi,1.0437498595966503*pi,0.7180326778054472*pi) q[1];\nu3(3.772248515019557*pi,2.6237844381825695*pi,3.7643477164348296*pi) q[2];\nu3(3.6700936983050503*pi,-0.05069173335363858*pi,1.0556961181076705*pi) q[3];\nu3(3.242844599635635*pi,-0.3149342655883978*pi,0.8158507259545558*pi) q[4];\nu3(3.2227430540299427*pi,0.13028461886357756*pi,2.1115840980831058*pi) q[5];\nu3(3.4454034269047*pi,1.9527901504758365*pi,4.3904211705550455*pi) q[6];\nu3(3.171963058763086*pi,1.9310536189198348*pi,1.914868661882502*pi) q[7];\nu3(3.7170628321347876*pi,3.0503455287111576*pi,1.7029726878608198*pi) q[8];\nu3(3.291811024621455*pi,3.4873713551980883*pi,2.0398128298621794*pi) q[9];\nu3(3.3350024543887513*pi,-0.1158925869845363*pi,0.5321754250962205*pi) q[10];\nu3(3.323498226558552*pi,3.250556840674414*pi,1.4536584122904601*pi) q[11];\nu3(3.65186136907119*pi,0.675530978666893*pi,0.5882067540881817*pi) q[12];\nu3(3.6031633653443205*pi,3.4511057894793993*pi,2.9023549440592795*pi) q[13];\nu3(3.799752730619659*pi,2.6575965293998114*pi,4.387524252797297*pi) q[15];\nu3(3.785709949533482*pi,-0.1047950615016186*pi,1.971225003588242*pi) q[16];\nRxxyyzz(0.36026271883325334*pi,0.24959451873906524*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4450753626069093*pi,0.33281989065463535*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4027959940532415*pi,0.3555636813981098*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.45677206028725004*pi,0.13023215892251128*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.46477762688320734*pi,0.375111835993098*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.356892563201222*pi,0.1908432707878145*pi,3.949575643955182*pi) q[6],q[12];\nRxxyyzz(0.3681035897495396*pi,0.2505412178947408*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4370005736566095*pi,0.348910246207347*pi,0.0*pi) q[14],q[16];\nu3(3.2750803494429825*pi,3.4409106205235127*pi,0.9374978136291756*pi) q[0];\nu3(3.7701735265045695*pi,0.27644102898906275*pi,0.9168235442586564*pi) q[1];\nu3(3.3401901736117607*pi,2.3446873015799152*pi,1.8036653672419256*pi) q[3];\nu3(3.334653424369563*pi,0.5841601162861354*pi,1.1619777388769625*pi) q[4];\nu3(3.4951488348276345*pi,1.8789328716628009*pi,4.152634203885155*pi) q[5];\nu3(3.307315821921896*pi,3.214667691212461*pi,2.3507869290414884*pi) q[6];\nu3(3.645820561984412*pi,-0.002432651691908261*pi,4.198757828599883*pi) q[7];\nu3(3.2971654714905503*pi,3.1991306330352414*pi,2.1240612313416642*pi) q[8];\nu3(3.565488477876836*pi,2.678795928993555*pi,3.863105152494371*pi) q[9];\nu3(3.3670398991352988*pi,2.7669929500135018*pi,0.7217833297124057*pi) q[10];\nu3(3.8416249543614946*pi,2.2401828545934994*pi,1.5665696538232403*pi) q[11];\nu3(3.223981099025553*pi,3.4080358163388023*pi,3.6482780862879585*pi) q[12];\nu3(3.470219620579093*pi,2.8605933862544415*pi,0.5050109251373947*pi) q[13];\nu3(3.474672951322943*pi,3.309125426185689*pi,3.9089535230828854*pi) q[14];\nu3(3.2096819694889285*pi,0.8335843232120368*pi,1.5579921853397218*pi) q[15];\nu3(3.3003307896804817*pi,0.2578870778605753*pi,2.1689882600129113*pi) q[16];\nRxxyyzz(0.4282196200182504*pi,0.4080521649234399*pi,0.15592369529226868*pi) q[0],q[8];\nRxxyyzz(0.45825296854369985*pi,0.3561729299512512*pi,3.876832983910999*pi) q[3],q[1];\nRxxyyzz(0.37312302255987995*pi,0.1614582584348919*pi,3.8950533823789897*pi) q[7],q[2];\nRxxyyzz(0.3869718420942799*pi,0.2817333481431029*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.38040996781978986*pi,0.11553727643730399*pi,3.94007618955611*pi) q[11],q[5];\nRxxyyzz(0.45634346456069974*pi,0.1617333662336229*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.4449307788711484*pi,0.3561473264814907*pi,0.0*pi) q[13],q[14];\nu3(3.3840589787579827*pi,0.004385031554175356*pi,2.076093244301875*pi) q[0];\nu3(3.247103864519739*pi,1.5484717616672672*pi,0.5410573237916583*pi) q[1];\nu3(3.436064848606356*pi,3.227660434484915*pi,1.4922251510241642*pi) q[2];\nu3(3.3530835106135553*pi,-0.48744272834281566*pi,2.0197490514817913*pi) q[3];\nu3(3.3680162183107307*pi,0.8650881684915543*pi,1.7428790243636172*pi) q[4];\nu3(3.756730191437329*pi,2.437283711702362*pi,1.9634102941481977*pi) q[5];\nu3(3.040237865486755*pi,-0.054278118189118596*pi,1.229539596331036*pi) q[7];\nu3(3.390000174076417*pi,2.9597591327737276*pi,3.417958541649964*pi) q[8];\nu3(3.636995448121689*pi,2.0639632426263788*pi,4.126635006629515*pi) q[10];\nu3(3.7763761040928685*pi,-0.4950878088953683*pi,0.9964169787201136*pi) q[11];\nu3(3.5686839206624894*pi,3.463915951474795*pi,2.4481614571810666*pi) q[13];\nu3(3.166513509346597*pi,3.16303729298871*pi,0.7311727321022186*pi) q[14];\nu3(3.5742728220784508*pi,2.576535518213186*pi,1.3056906969513467*pi) q[15];\nu3(3.7460304292334077*pi,0.6675788271383816*pi,1.8056121750660026*pi) q[16];\nRxxyyzz(0.29900647312799566*pi,0.17597376928696384*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.46424387985072546*pi,0.29263845221606943*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.44913445034481986*pi,0.1789007465918933*pi,3.94089413358218*pi) q[2],q[5];\nRxxyyzz(0.4544892738615065*pi,0.3513462144297135*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.45230983849246975*pi,0.20511527882559233*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.44115994452086493*pi,0.263780396222453*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.49010136122226944*pi,0.18503916351201255*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.33052925318872006*pi,0.24533249712685556*pi,3.8308370354550902*pi) q[11],q[10];\nu3(3.4393740836395152*pi,3.168077221719262*pi,4.079676202838319*pi) q[0];\nu3(3.088863987566968*pi,-0.4828825977688771*pi,0.7597706421727743*pi) q[1];\nu3(3.4062626605959063*pi,2.827796963583566*pi,1.320950486807173*pi) q[2];\nu3(3.792076465070159*pi,0.3784891855415411*pi,1.4096345659720466*pi) q[3];\nu3(3.5612431611617854*pi,0.18053238690513274*pi,0.5991132847745138*pi) q[4];\nu3(3.353848362726957*pi,1.8261067359959195*pi,2.3409145268494074*pi) q[5];\nu3(3.496451165695853*pi,2.919543550381803*pi,2.02223315699058*pi) q[6];\nu3(3.307339362615317*pi,1.7944058451939675*pi,1.6533418495628869*pi) q[7];\nu3(3.3879443583662647*pi,0.7851654157849408*pi,1.088695714169306*pi) q[8];\nu3(3.172024413273522*pi,3.4949183274521824*pi,2.395051855692933*pi) q[10];\nu3(3.1358289155499675*pi,-0.2505940170530021*pi,3.537173915277076*pi) q[11];\nu3(3.42541615785999*pi,2.6037725526858413*pi,2.2256868236052982*pi) q[12];\nu3(3.2415309502415273*pi,2.838065631870817*pi,2.2526201508417807*pi) q[13];\nu3(3.9174147806155024*pi,0.19792844404434184*pi,1.4033514796717528*pi) q[14];\nu3(3.268821335725001*pi,3.4105842579241648*pi,2.327213230621155*pi) q[15];\nu3(3.932821072977693*pi,-0.4828796462606464*pi,0.5183809857534714*pi) q[16];\nRxxyyzz(0.42231252282374143*pi,0.2881131297328525*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.3947962483399401*pi,0.36735772141167905*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.4378575157574395*pi,0.2267431798441908*pi,3.90083186078871*pi) q[2],q[6];\nRxxyyzz(0.4034082404178694*pi,0.18862464010508084*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4227024557101896*pi,0.13068944122530007*pi,3.95459799414716*pi) q[9],q[5];\nRxxyyzz(0.4133237101545895*pi,0.29555212646809625*pi,0.14679264144360712*pi) q[7],q[8];\nRxxyyzz(0.38141183982412474*pi,0.2516926749960038*pi,0.0*pi) q[13],q[11];\nRxxyyzz(0.45619937409637934*pi,0.24014919981391014*pi,3.8336201830752596*pi) q[16],q[14];\nu3(3.0911965754186888*pi,3.1888969684788737*pi,4.22812991668042*pi) q[0];\nu3(3.531546872328806*pi,3.0249109680415205*pi,3.9368040441273973*pi) q[1];\nu3(3.4219197159789783*pi,0.8557441745066643*pi,0.75857509814018*pi) q[2];\nu3(3.4986418379933326*pi,-0.16521772367554655*pi,0.9448914126202013*pi) q[3];\nu3(3.0473271214665227*pi,-0.4981585740169936*pi,1.06046885266584*pi) q[4];\nu3(3.40479323018514*pi,0.14921539660992067*pi,1.4288051103959614*pi) q[5];\nu3(3.824045910399933*pi,-0.35282683578297075*pi,1.515485416629512*pi) q[6];\nu3(3.4075463256208463*pi,3.0867562730236604*pi,1.0552478523651825*pi) q[7];\nu3(3.8800708405970257*pi,3.3919235426982564*pi,2.8878104734002896*pi) q[8];\nu3(3.958252418837938*pi,-0.47324145195311984*pi,0.7600334365828583*pi) q[9];\nu3(3.75930198462204*pi,-0.15797301987942658*pi,1.1632309673676153*pi) q[10];\nu3(3.382081411696211*pi,1.267189952414134*pi,1.5813811077441318*pi) q[11];\nu3(3.6509182506753928*pi,3.0653046528759256*pi,0.7799804670422236*pi) q[13];\nu3(3.895031585190989*pi,0.5285311317735735*pi,1.618958746906948*pi) q[14];\nu3(3.3055520987198097*pi,-0.4569111821865628*pi,2.5607221349203746*pi) q[15];\nu3(3.2418722014323054*pi,2.8409042258771144*pi,2.2622423674484704*pi) q[16];\nRxxyyzz(0.3106558237573588*pi,0.08271120457950554*pi,3.95321474908617*pi) q[0],q[13];\nRxxyyzz(0.4495250854203795*pi,0.22610270524998324*pi,0.14724634668384506*pi) q[16],q[1];\nRxxyyzz(0.45255731807770966*pi,0.24967999658843973*pi,3.8792651575412194*pi) q[2],q[8];\nRxxyyzz(0.3574253151372596*pi,0.08080117391940267*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.34022017140928007*pi,0.30108700120891707*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.27755347331773994*pi,0.23017338298153067*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.44726125790090976*pi,0.264085959500422*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.45071589283744906*pi,0.271335264055248*pi,0.0*pi) q[15],q[12];\nu3(3.9555760530797435*pi,-0.22285216326478402*pi,1.6891983147348602*pi) q[0];\nu3(3.1716899643143543*pi,-0.07485146310076934*pi,1.8450834893470396*pi) q[1];\nu3(3.8329337920277475*pi,2.8633009401104523*pi,2.2333892476936983*pi) q[2];\nu3(3.384751152461481*pi,0.46674183338424646*pi,2.081191916350659*pi) q[3];\nu3(3.590073331294003*pi,-0.04756541157028349*pi,1.9894210619114183*pi) q[4];\nu3(3.683583946919324*pi,2.5259559037435824*pi,2.362299605693871*pi) q[5];\nu3(3.3688190479257942*pi,-0.42841799912277645*pi,3.905674113906975*pi) q[6];\nu3(3.11876015079364*pi,0.7205528922569109*pi,1.2844690882803416*pi) q[7];\nu3(3.3283391718409137*pi,2.2783241945656973*pi,0.5827133689974886*pi) q[8];\nu3(3.3748059040976806*pi,3.2571224429197003*pi,2.470838020302767*pi) q[9];\nu3(3.94706276399527*pi,0.6623402717207592*pi,0.9221543270064805*pi) q[10];\nu3(3.4803049685442984*pi,3.485105029345418*pi,1.2522991033703996*pi) q[12];\nu3(3.0913515159984706*pi,-0.3017788020370553*pi,0.8139840719508515*pi) q[13];\nu3(3.5170969061188204*pi,2.1104501606394632*pi,1.8167836821590142*pi) q[14];\nu3(3.3891019431790577*pi,2.1421621150994588*pi,1.9464996530192382*pi) q[15];\nu3(3.8077943418872455*pi,0.4175358083829034*pi,1.0984262343397315*pi) q[16];\nRxxyyzz(0.39055035131356985*pi,0.18705872357237485*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.43482794182544027*pi,0.24645629986662668*pi,3.81750860944034*pi) q[1],q[15];\nRxxyyzz(0.39085308938802*pi,0.3817837521251981*pi,0.21310988277928722*pi) q[16],q[2];\nRxxyyzz(0.39615458824978944*pi,0.37130478204259765*pi,0.31214110833946995*pi) q[13],q[3];\nRxxyyzz(0.43605705210851*pi,0.30515060306350944*pi,3.8624155928469097*pi) q[4],q[14];\nRxxyyzz(0.45258004518305933*pi,0.19912705610638562*pi,0.11638599429996864*pi) q[5],q[6];\nRxxyyzz(0.383266756484829*pi,0.22252332523245855*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.28581686767686976*pi,0.26010055536762844*pi,0.0*pi) q[12],q[10];\nu3(3.7475020440239026*pi,2.927693941266775*pi,0.7686901428934917*pi) q[0];\nu3(3.470543836739839*pi,2.2793003338351223*pi,1.7491861356597977*pi) q[1];\nu3(3.749403158927437*pi,0.10002374643895218*pi,3.2127712272540263*pi) q[2];\nu3(3.6531489853979577*pi,-0.2066969924115557*pi,3.2583643051791706*pi) q[3];\nu3(3.7865851914886983*pi,-0.34672450272044886*pi,1.9699653458870627*pi) q[4];\nu3(3.3360379361391836*pi,1.8673727659226174*pi,4.1750855099205335*pi) q[5];\nu3(3.6382306191081035*pi,3.4739592969761013*pi,0.8159889445990118*pi) q[6];\nu3(3.814179872480212*pi,2.040340727342008*pi,1.6374166429297754*pi) q[7];\nu3(3.0659844341898927*pi,-0.2725770593050595*pi,4.167416423862207*pi) q[8];\nu3(3.8265596062263287*pi,2.4230640089725006*pi,4.035029596760666*pi) q[10];\nu3(3.6923867115827935*pi,0.6549211868852169*pi,1.1066547978971315*pi) q[11];\nu3(3.788069345231173*pi,3.0453108288107495*pi,0.604167692784563*pi) q[12];\nu3(3.085663580704275*pi,2.7525345499607066*pi,3.5253186215943773*pi) q[13];\nu3(3.4129807050766003*pi,3.2871441351529804*pi,2.4183969258141644*pi) q[14];\nu3(3.7980023316762335*pi,3.250718053991382*pi,1.2729008477619854*pi) q[15];\nu3(3.18445228640774*pi,2.6693792908447063*pi,0.6795734612162031*pi) q[16];\nRxxyyzz(0.33687190781277965*pi,0.2790949284708676*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3413895993906797*pi,0.19488230667094397*pi,0.07281223186519448*pi) q[2],q[4];\nRxxyyzz(0.3729455777624997*pi,0.284514382733132*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3848068183990199*pi,0.25884202515197335*pi,0.12939459446072102*pi) q[11],q[6];\nRxxyyzz(0.45168846758627*pi,0.2614116984343526*pi,3.850178668642121*pi) q[7],q[15];\nRxxyyzz(0.32824571067351993*pi,0.300067374957659*pi,3.8710827780663397*pi) q[9],q[10];\nRxxyyzz(0.39391598515962956*pi,0.13024363328404043*pi,0.0*pi) q[13],q[12];\nRxxyyzz(0.3116486533791298*pi,0.16871536703018597*pi,0.08697146714925275*pi) q[16],q[14];\nu3(3.5363490695443063*pi,-0.44308296056711327*pi,0.726806028580701*pi) q[0];\nu3(3.6100100561219377*pi,3.232449152711054*pi,3.3055390293127545*pi) q[2];\nu3(3.7445279104714966*pi,-0.19736393679631836*pi,0.6900633347819274*pi) q[3];\nu3(3.222526819370514*pi,-0.30132484596761566*pi,2.029639882968934*pi) q[4];\nu3(3.8345038717306923*pi,0.9461776618782753*pi,1.3978676107519417*pi) q[5];\nu3(3.2421473228006157*pi,0.8869849089005974*pi,1.734936703806807*pi) q[6];\nu3(3.4051267358266095*pi,-0.4615498127651133*pi,1.2426688378212103*pi) q[7];\nu3(3.161320162910569*pi,0.08476996667608216*pi,1.4217622395129892*pi) q[8];\nu3(3.1946209475165492*pi,0.2531866453866215*pi,3.879948332311995*pi) q[9];\nu3(3.4981078866638273*pi,3.0417325492707947*pi,0.7589805119835844*pi) q[10];\nu3(3.5103892033053725*pi,2.5776150386896957*pi,0.6466614171135976*pi) q[11];\nu3(3.8263337045657524*pi,3.390316679725982*pi,1.1871053822328634*pi) q[12];\nu3(3.286112216668677*pi,1.9304367072521975*pi,1.5921556518696285*pi) q[13];\nu3(3.583042076520177*pi,-0.4860808727781212*pi,3.6001332071406074*pi) q[14];\nu3(3.396353231945688*pi,3.4782957566063306*pi,1.5462021059034396*pi) q[15];\nu3(3.2385591408971597*pi,2.486625086866759*pi,1.7129320373974042*pi) q[16];\nRxxyyzz(0.4220931505923202*pi,0.36210343902588626*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.28235743775802036*pi,0.07929783806172175*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4109881646435702*pi,0.2965389304867565*pi,0.05616578700347095*pi) q[3],q[11];\nRxxyyzz(0.47313596828175997*pi,0.09571282092151301*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4327095523987402*pi,0.2178906961505982*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.3577167741352901*pi,0.21595036412288948*pi,3.95324307772103*pi) q[10],q[6];\nRxxyyzz(0.3870181826452201*pi,0.20501705585322846*pi,0.09427180891737476*pi) q[7],q[13];\nRxxyyzz(0.41065580582584993*pi,0.1446095551401693*pi,3.9168530789899503*pi) q[8],q[12];\nu3(3.530237956864597*pi,0.3126337086917612*pi,4.49764854034106*pi) q[0];\nu3(3.074454334365054*pi,0.4931389283764689*pi,0.6784934565197187*pi) q[1];\nu3(3.4337570177188086*pi,2.344404989110638*pi,0.8191473768640049*pi) q[2];\nu3(3.5735813130700844*pi,2.2838486711217194*pi,4.4165021954842*pi) q[3];\nu3(3.66726570313017*pi,1.793545000329329*pi,1.7445299848373337*pi) q[4];\nu3(3.787990095344341*pi,-0.052255317224646214*pi,0.7543617034486354*pi) q[5];\nu3(3.580020625073134*pi,2.454768635345575*pi,1.7507901594163902*pi) q[6];\nu3(3.648343372874063*pi,3.19505386005038*pi,3.505555896665813*pi) q[7];\nu3(3.412870280796186*pi,0.0803660866015724*pi,2.3186890655363133*pi) q[8];\nu3(3.33131767026483*pi,0.03531770709187887*pi,1.1527762980680376*pi) q[9];\nu3(3.378636420435597*pi,3.321072895814165*pi,3.5030203588079716*pi) q[10];\nu3(3.496015460010215*pi,-0.11499680882548347*pi,0.7051185634300947*pi) q[11];\nu3(3.6779513780605666*pi,2.1175319546021116*pi,0.5504859292332949*pi) q[12];\nu3(3.302468882737443*pi,-0.4155807624579828*pi,1.3094871908082777*pi) q[13];\nu3(3.661589034138137*pi,-0.14144170813048684*pi,0.9095905128897112*pi) q[14];\nu3(3.3602258021770166*pi,-0.3094268445140018*pi,1.0270775044072942*pi) q[15];\nRxxyyzz(0.40745571719892015*pi,0.2817133764667714*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.35748672361808953*pi,0.20125212732383613*pi,0.15454979562437643*pi) q[10],q[1];\nRxxyyzz(0.3362406336040795*pi,0.20515014406647225*pi,0.0834522344322739*pi) q[9],q[2];\nRxxyyzz(0.43280883781892*pi,0.18997574649346927*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.47010250605455906*pi,0.0731903615408731*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4432857884846496*pi,0.2947474230526741*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.49510963803605024*pi,0.28639548592915764*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.4617038826194496*pi,0.12648780610500698*pi,0.0*pi) q[8],q[15];\nu3(3.469852751271245*pi,1.3578069312428516*pi,1.4602621996807765*pi) q[0];\nu3(3.7920693608148595*pi,0.530789527535974*pi,3.437001313221845*pi) q[1];\nu3(3.2542915721704*pi,3.158259968375588*pi,0.5358388979670139*pi) q[2];\nu3(3.3209813275357614*pi,0.2458582061490704*pi,1.7877692769499913*pi) q[3];\nu3(3.1782724094475214*pi,1.8107848856262398*pi,1.4933058173826173*pi) q[5];\nu3(3.4962512650376674*pi,0.4484516089584534*pi,0.9140460436558706*pi) q[6];\nu3(3.7237849740329514*pi,0.7864128878643997*pi,1.615850730287709*pi) q[7];\nu3(3.4040941269825717*pi,2.992651604417898*pi,1.747317319442084*pi) q[8];\nu3(3.240324040747958*pi,-0.27331494595199896*pi,2.1853089074087153*pi) q[9];\nu3(3.455773659032539*pi,0.23272685582347175*pi,1.7345227231985363*pi) q[10];\nu3(3.305138820908746*pi,0.22867562759509552*pi,4.330426902720992*pi) q[11];\nu3(3.0889294923039503*pi,-0.006095034474972172*pi,0.6084641251419844*pi) q[12];\nu3(3.7372056913675626*pi,1.0305903985058578*pi,1.1067167619717795*pi) q[13];\nu3(3.0631676089177278*pi,-0.40141753778923805*pi,4.240608094169113*pi) q[14];\nu3(3.628394707095864*pi,2.1060316241072203*pi,1.9164033600472816*pi) q[15];\nu3(3.567757578083783*pi,2.949395271213275*pi,2.0373188771514945*pi) q[16];\nRxxyyzz(0.4376052451078337*pi,0.3493176842195196*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.45659325806324025*pi,0.20337271000675605*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.41015320243143005*pi,0.297785704549411*pi,3.8744123899404994*pi) q[4],q[6];\nRxxyyzz(0.4142333912229699*pi,0.3033006444029009*pi,3.77022949333972*pi) q[5],q[12];\nRxxyyzz(0.3657562196217298*pi,0.32546863136545057*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.41450621861484016*pi,0.04069316034243364*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.43804958048907006*pi,0.30541718821788*pi,0.043840291072228046*pi) q[14],q[10];\nRxxyyzz(0.3229969978662799*pi,0.22088329561711717*pi,3.8602411244695*pi) q[11],q[15];\nu3(3.338712897981142*pi,-0.3107866705290403*pi,1.539955365648574*pi) q[0];\nu3(3.82950822333943*pi,2.912703250046354*pi,1.8124683642493085*pi) q[2];\nu3(3.425122292437806*pi,2.7285727573951934*pi,1.9148057989954779*pi) q[3];\nu3(3.633555711814947*pi,0.8876138216201677*pi,1.0532890009487215*pi) q[4];\nu3(3.472460134553151*pi,-0.15826553787782982*pi,1.8551595425854157*pi) q[5];\nu3(3.248418875228265*pi,3.118065522727032*pi,1.4778369694448887*pi) q[6];\nu3(3.458213046154537*pi,-0.25039782719025416*pi,2.298853449684196*pi) q[7];\nu3(3.245298210367649*pi,0.20813690630412018*pi,2.4503458695697518*pi) q[8];\nu3(3.3582349815535713*pi,0.03513106793513976*pi,4.420944889556406*pi) q[9];\nu3(3.446133650120542*pi,3.4061212477894576*pi,3.5206725220638764*pi) q[10];\nu3(3.4997350753355905*pi,2.4853915556330217*pi,0.973949920027763*pi) q[11];\nu3(3.302722008566426*pi,0.8865593331128871*pi,2.2395279145154303*pi) q[12];\nu3(3.1546093367240733*pi,3.4635252145212156*pi,0.7653782348150298*pi) q[13];\nu3(3.8674777216323113*pi,2.4655594422288742*pi,4.366338271858488*pi) q[14];\nu3(3.1870733650381107*pi,2.7232511955760472*pi,1.242881735305819*pi) q[15];\nu3(3.281064984419891*pi,0.7647214080558871*pi,1.8362973448341477*pi) q[16];\nRxxyyzz(0.4178899277663797*pi,0.2794131809217384*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.30508029767809963*pi,0.17931087569294235*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.41286534494443894*pi,0.31163814952989555*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.45220450744235*pi,0.2286987598786951*pi,3.9352411584556*pi) q[4],q[12];\nRxxyyzz(0.3734338324288*pi,0.20097564817024072*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.43702585439474995*pi,0.26517596038046487*pi,0.1545590579325943*pi) q[16],q[6];\nRxxyyzz(0.42184902962761783*pi,0.19245932840096913*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.38057561619032076*pi,0.2679387421932591*pi,0.0*pi) q[10],q[13];\nu3(3.291891512675994*pi,0.43399466950893784*pi,0.9421547872614484*pi) q[0];\nu3(3.287672326109465*pi,0.5581513950031878*pi,1.0549101927036904*pi) q[1];\nu3(3.297551615558697*pi,0.3406233709660377*pi,2.4262450701465617*pi) q[2];\nu3(3.5429799953552092*pi,-0.1778073338838514*pi,3.9342033738583755*pi) q[3];\nu3(3.6781650293802626*pi,0.01036093037128194*pi,2.1794637586586942*pi) q[4];\nu3(3.1830665453765157*pi,3.176974132768469*pi,0.8495498729231441*pi) q[5];\nu3(3.150567596879841*pi,0.6940285960879489*pi,4.067229226052504*pi) q[6];\nu3(3.7026327828837085*pi,0.5232100090790779*pi,2.1694663932924314*pi) q[7];\nu3(3.6044471741924244*pi,0.08533251591302116*pi,1.9190262623369212*pi) q[8];\nu3(3.732406257032285*pi,0.16003456686706397*pi,4.377367642517073*pi) q[10];\nu3(3.3124858299740314*pi,1.1729452683446806*pi,1.2991892567046346*pi) q[11];\nu3(3.483294085099442*pi,-0.3936542481287213*pi,0.9873748050545799*pi) q[12];\nu3(3.796907439320746*pi,0.3895070623243879*pi,0.6787526506366093*pi) q[13];\nu3(3.498669625286501*pi,2.8924712031065978*pi,1.6168781709036146*pi) q[14];\nu3(3.4174457778751206*pi,1.1268645695965747*pi,1.7783258299029918*pi) q[15];\nu3(3.4833580022189046*pi,-0.4964630917395808*pi,4.300072771433508*pi) q[16];\nRxxyyzz(0.40143035418557027*pi,0.3003038068770413*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.48599484764739964*pi,0.24876327024174094*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4310678595308004*pi,0.24583716216973106*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.43285355695558003*pi,0.35968206592455315*pi,3.7489438529193313*pi) q[7],q[4];\nRxxyyzz(0.36465647640710097*pi,0.24758717883304993*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.42556932300615996*pi,0.21724083164768881*pi,0.051018939100229144*pi) q[16],q[9];\nRxxyyzz(0.31653077695255943*pi,0.2603964617805339*pi,0.11021118838957555*pi) q[14],q[12];\nu3(3.2707452839583238*pi,2.9798795767669612*pi,4.238842774754925*pi) q[0];\nu3(3.6102856930784033*pi,2.0863397855954844*pi,1.424602719084619*pi) q[1];\nu3(3.319821544574879*pi,-0.35722605765644666*pi,2.310322037453964*pi) q[3];\nu3(3.6040985778814223*pi,3.4149926844349867*pi,0.5499463090465075*pi) q[4];\nu3(3.7467749260448984*pi,2.4611370054189265*pi,1.4431234862910287*pi) q[5];\nu3(3.8337296563415912*pi,0.87399821449113*pi,0.583612836094433*pi) q[6];\nu3(3.2614951670210743*pi,2.0632490570020243*pi,1.9926242666301788*pi) q[7];\nu3(3.668560616954679*pi,0.0968343404454668*pi,1.795110496932878*pi) q[8];\nu3(3.0421048647285605*pi,-0.4279516329968162*pi,4.423127107977445*pi) q[9];\nu3(3.391102697985008*pi,2.86765750187138*pi,0.558363978891927*pi) q[10];\nu3(3.286107530391225*pi,-0.10535513979555411*pi,4.046966212861371*pi) q[12];\nu3(3.8178138483276927*pi,3.3008337433369466*pi,4.039510316964666*pi) q[13];\nu3(3.50513922515492*pi,1.0698469006024798*pi,0.7953027683564372*pi) q[14];\nu3(3.431970757900549*pi,1.072087322500086*pi,0.7143464992921164*pi) q[16];\nRxxyyzz(0.30459258809655043*pi,0.2425978079891249*pi,0.18459788050367498*pi) q[4],q[0];\nRxxyyzz(0.4694818244723701*pi,0.2846585156795074*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.39888735827893*pi,0.22221208678265622*pi,0.08710921232703371*pi) q[9],q[3];\nRxxyyzz(0.4531189824884894*pi,0.10401541725083291*pi,0.04355705307086486*pi) q[14],q[5];\nRxxyyzz(0.3412733657221766*pi,0.125036851808491*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.3919922451200598*pi,0.25127429641402316*pi,0.04003804644658036*pi) q[16],q[8];\nRxxyyzz(0.3374240546496704*pi,0.27886283492304287*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.4474599373508102*pi,0.32466490348215704*pi,0.08729922134935375*pi) q[11],q[12];\nu3(3.4343869617254263*pi,-0.17431129223264663*pi,3.292723541468023*pi) q[0];\nu3(3.3916488018315034*pi,1.1156772450531625*pi,1.8282233480586072*pi) q[1];\nu3(3.3683664864215856*pi,0.9840429104723398*pi,4.132974553538141*pi) q[3];\nu3(3.690474422452128*pi,0.08703688017594546*pi,0.7221640527803845*pi) q[4];\nu3(3.7108776949471163*pi,-0.3761978687444602*pi,1.5700105599908947*pi) q[5];\nu3(3.2905273688055465*pi,-0.2507379174943364*pi,0.7067777151067167*pi) q[6];\nu3(3.656047270752114*pi,-0.1927520122852368*pi,1.6920352036292838*pi) q[7];\nu3(3.2370133151081157*pi,2.972770592101817*pi,3.2798624352013643*pi) q[8];\nu3(3.367724503512826*pi,3.069715211727242*pi,2.017297516589802*pi) q[9];\nu3(3.895710410021019*pi,0.13878283478910647*pi,4.368950036187963*pi) q[10];\nu3(3.557663524778235*pi,0.45477405893510736*pi,1.4635548831009877*pi) q[11];\nu3(3.629021026507385*pi,-0.31452549164823285*pi,0.5828554769162676*pi) q[12];\nu3(3.6257312412193414*pi,3.1101587387972547*pi,1.382996142204795*pi) q[13];\nu3(3.2931541235194697*pi,3.2442057167373823*pi,1.8519588709005346*pi) q[14];\nu3(3.647762142322436*pi,0.1610548759111241*pi,0.63985636169875*pi) q[15];\nu3(3.2643777646782732*pi,2.8563384780279453*pi,4.491996730319766*pi) q[16];\nRxxyyzz(0.35268899398721976*pi,0.25600565920860197*pi,3.8659356468689694*pi) q[16],q[0];\nRxxyyzz(0.4635027015950741*pi,0.2283134094121717*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.46045266351323055*pi,0.18481924647536552*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3665649011784192*pi,0.22832659970216662*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4125946991082192*pi,0.3820159039191262*pi,3.8829798014474406*pi) q[9],q[5];\nRxxyyzz(0.4338062038872864*pi,0.2443397870422831*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4604642863406999*pi,0.3296574233588763*pi,3.9365633112683605*pi) q[11],q[7];\nRxxyyzz(0.40971788170226026*pi,0.17302467720839992*pi,3.912140139813241*pi) q[15],q[13];\nu3(3.806613316227503*pi,-0.42635458203665155*pi,4.103342232262922*pi) q[0];\nu3(3.480406519008706*pi,2.5640813767706483*pi,2.2846581829246064*pi) q[1];\nu3(3.111149888545052*pi,-0.0818357891479361*pi,0.5057489047315822*pi) q[2];\nu3(3.3250116704226245*pi,1.6669538700891255*pi,1.5547417986144452*pi) q[3];\nu3(3.487984474521271*pi,0.6289496789688378*pi,1.4127854759443044*pi) q[4];\nu3(3.4138168444864347*pi,2.485522049497468*pi,2.367193886986871*pi) q[5];\nu3(3.828462499695304*pi,0.4255767091825462*pi,4.453127235019734*pi) q[6];\nu3(3.614855397666084*pi,0.8513274825341219*pi,2.0082187599191164*pi) q[7];\nu3(3.2802342641572784*pi,3.338979019125879*pi,0.7872551888687183*pi) q[8];\nu3(3.9412058420681713*pi,2.6947667318747914*pi,1.519448863268805*pi) q[9];\nu3(3.57333761047357*pi,0.7594442854766978*pi,2.1732005310547855*pi) q[10];\nu3(3.51575336515708*pi,3.1519356074376184*pi,1.0345391651498548*pi) q[11];\nu3(3.323455371523247*pi,-0.40132071383586343*pi,0.7545088649078207*pi) q[13];\nu3(3.2557743889051007*pi,3.295876455829434*pi,0.5889339702889274*pi) q[14];\nu3(3.765758258492157*pi,2.938809078210155*pi,1.3885509062420063*pi) q[15];\nu3(3.2884617123532016*pi,0.006446180911317212*pi,3.989218370555333*pi) q[16];\nmeasure q[10] -> c[0];\nRxxyyzz(0.4387031234689899*pi,0.30174434195101*pi,0.1337536750109095*pi) q[3],q[0];\nRxxyyzz(0.43147318526387*pi,0.38432385312852635*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.45731921173396906*pi,0.4102330768906981*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.45398928046466985*pi,0.26458399061618343*pi,3.945721206586491*pi) q[14],q[5];\nRxxyyzz(0.4080872276098396*pi,0.23108730370110855*pi,3.9163283132823197*pi) q[6],q[13];\nRxxyyzz(0.4178836725240398*pi,0.3173028943426554*pi,0.21649057357516177*pi) q[7],q[16];\nRxxyyzz(0.4553172681708296*pi,0.3246759866792548*pi,3.8817526693348796*pi) q[11],q[8];\nRxxyyzz(0.4062751365208799*pi,0.1403229494121201*pi,0.0*pi) q[9],q[15];\nu3(3.4786664013503263*pi,-0.22983703642178988*pi,4.143122319931013*pi) q[0];\nu3(3.484812758408135*pi,1.948808675246279*pi,4.092732812515139*pi) q[1];\nu3(3.1595750777858513*pi,2.675684610285811*pi,0.6179669711987457*pi) q[2];\nu3(3.1621928460504245*pi,2.1719937503962594*pi,0.6224577789881776*pi) q[3];\nu3(3.4411322421584436*pi,0.044442373330881635*pi,1.6134080989629291*pi) q[4];\nu3(3.6214377184145086*pi,2.4326162686619255*pi,0.7785947813217531*pi) q[5];\nu3(3.6772062885036645*pi,0.12046545892758909*pi,2.0372942374054226*pi) q[6];\nu3(3.395492062282412*pi,1.465821329676372*pi,4.492444906591885*pi) q[7];\nu3(3.8962101817003014*pi,2.235621474056006*pi,1.7919472807136514*pi) q[8];\nu3(3.528758691346247*pi,0.4033095328229038*pi,4.3095655793968355*pi) q[9];\nu3(3.6705031089576616*pi,3.137120195476916*pi,1.2643024372775242*pi) q[11];\nu3(3.7920954868573644*pi,3.2003322056741763*pi,0.7954317424380876*pi) q[12];\nu3(3.504064692504642*pi,-0.1100749720347457*pi,1.6446201777860332*pi) q[13];\nu3(3.469006671431579*pi,2.9959159714414483*pi,1.940925573308927*pi) q[14];\nu3(3.1613364112593194*pi,0.09861356139764821*pi,1.5775825925270013*pi) q[15];\nu3(3.2124998110139424*pi,1.5800438130518537*pi,0.8564469989965818*pi) q[16];\nmeasure q[11] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[7] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[16] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[5] -> c[10];\nmeasure q[15] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[13] -> c[14];\nmeasure q[2] -> c[15];\nmeasure q[4] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.627329048597452*pi,-0.2803064195675805*pi,1.8510296541528923*pi) q[0];\nu3(3.3111607495205995*pi,2.764666521812538*pi,3.763850471059536*pi) q[1];\nu3(3.570488190499917*pi,2.4433667654898437*pi,4.156871325843097*pi) q[2];\nu3(3.6669131558273307*pi,-0.3572183564048662*pi,4.435145926657906*pi) q[3];\nu3(3.2155769102452725*pi,2.1499756158976924*pi,3.8857922082135943*pi) q[4];\nu3(3.3849088039356876*pi,-0.020375830103191883*pi,3.6809720887136637*pi) q[5];\nu3(3.401457254699348*pi,2.873510741850706*pi,0.933448721395452*pi) q[6];\nu3(3.173018681541162*pi,-0.09854809173841739*pi,1.2178490685690244*pi) q[7];\nu3(3.7440206215586995*pi,2.363090982179148*pi,1.248333559265581*pi) q[8];\nu3(3.769904654895637*pi,3.2648692860147404*pi,3.4187905000445205*pi) q[9];\nu3(3.5375177798724353*pi,0.5062373819831885*pi,2.7193020921403814*pi) q[10];\nu3(3.3895644381652765*pi,2.782200449135084*pi,3.720943349125776*pi) q[11];\nu3(3.5213951216938275*pi,0.6371680901796342*pi,0.9510875787787392*pi) q[12];\nu3(3.6458717142710406*pi,0.32892041362593616*pi,1.0981779577727608*pi) q[13];\nu3(3.433475560760898*pi,0.4114488797535689*pi,2.934777712312396*pi) q[14];\nu3(3.6140408923538083*pi,0.8660993339584406*pi,2.669409353050362*pi) q[15];\nu3(3.784314988845075*pi,2.864859624277436*pi,2.9320218310833286*pi) q[16];\nRxxyyzz(0.42466558611113014*pi,0.26376452804687267*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.40953663616616964*pi,0.1361358305642946*pi,3.9121557413984203*pi) q[1],q[14];\nRxxyyzz(0.4463512545424789*pi,0.2676630790287118*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.42496656939849936*pi,0.30050746820166113*pi,0.21291500695654544*pi) q[3],q[16];\nRxxyyzz(0.4082916779221799*pi,0.27722560129393203*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4333054112846*pi,0.370104250587461*pi,3.8637511137133504*pi) q[6],q[12];\nRxxyyzz(0.46278899521434946*pi,0.2813187220634601*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4259588442256997*pi,0.29483769086740974*pi,0.16186325402584234*pi) q[11],q[13];\nu3(3.6871147210482063*pi,-0.4689069777693089*pi,2.2989950626818896*pi) q[0];\nu3(3.9269079596999963*pi,2.7383254325327893*pi,1.5586734896880756*pi) q[1];\nu3(3.8058092238120698*pi,3.1296155748936485*pi,1.7119221291189717*pi) q[2];\nu3(3.3869623284052737*pi,0.046723039445098036*pi,0.7751162971269122*pi) q[3];\nu3(3.448420778069786*pi,-0.041842561480304075*pi,0.9063051035949231*pi) q[4];\nu3(3.645167132369902*pi,2.236950609670458*pi,0.8993979529673853*pi) q[6];\nu3(3.4402434451452963*pi,3.0643410931206794*pi,2.3377072997487356*pi) q[7];\nu3(3.852859907080519*pi,-0.160317429945111*pi,1.760783094111205*pi) q[8];\nu3(3.5430740796320275*pi,2.493345029143493*pi,1.7578743571280915*pi) q[9];\nu3(3.336400358433547*pi,3.161268158308253*pi,1.9385350815223816*pi) q[10];\nu3(3.615127826827914*pi,0.41121116994529905*pi,0.8264209599454884*pi) q[11];\nu3(3.6108609975683272*pi,0.2952508446934258*pi,2.255931976731601*pi) q[12];\nu3(3.643858274697967*pi,-0.33727854852136707*pi,1.642984068289293*pi) q[13];\nu3(3.997517494143638*pi,-0.4407441376129435*pi,1.5496563767471594*pi) q[14];\nu3(3.6351325019184064*pi,3.3080314138338642*pi,1.6422313810337088*pi) q[15];\nu3(3.6735693940516976*pi,-0.2088520723036098*pi,4.106181876845898*pi) q[16];\nRxxyyzz(0.3165343618962845*pi,0.24436972549810232*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.2569047621939796*pi,0.15951578911692976*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3786508621391905*pi,0.309052260338711*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4521323058314196*pi,0.22551545556522756*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.37196601003893726*pi,0.15913993817642802*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.46485314711229*pi,0.1827011345267575*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.41007594961194027*pi,0.16763711602864018*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3529306273897994*pi,0.3242242451305377*pi,0.04627467793408169*pi) q[9],q[14];\nu3(3.444600863798358*pi,-0.017917863323469674*pi,4.348433134635339*pi) q[1];\nu3(3.5041070116091957*pi,0.6229845359015698*pi,4.33400993232434*pi) q[2];\nu3(3.5864499198862547*pi,-0.40561054690085296*pi,4.1216076187984765*pi) q[3];\nu3(3.77788825124707*pi,1.3091285922183578*pi,1.7519546553408365*pi) q[4];\nu3(3.590830815657294*pi,2.018945386478679*pi,1.9238572044660531*pi) q[5];\nu3(3.575034407048916*pi,-0.010360836824909847*pi,4.4191638719069335*pi) q[6];\nu3(3.8461738399451764*pi,-0.41421250831114265*pi,4.32871292751731*pi) q[7];\nu3(3.1459229196565377*pi,-0.1427562053709468*pi,0.8310330428676238*pi) q[8];\nu3(3.314884085372707*pi,-0.16841431442128285*pi,2.3761338803465386*pi) q[9];\nu3(3.3857810488088447*pi,2.757852023556427*pi,1.359803560859142*pi) q[10];\nu3(3.2980502074540077*pi,0.40614350126830534*pi,2.2583081401204965*pi) q[11];\nu3(3.321602841734186*pi,0.29253511794112774*pi,4.499860225360243*pi) q[12];\nu3(3.7268053733200244*pi,3.177864429684925*pi,2.357325836354333*pi) q[13];\nu3(3.763827052853818*pi,-0.0379340037932534*pi,0.7275981057471576*pi) q[14];\nu3(3.664677629111013*pi,-0.3878412073494346*pi,2.0274709751121236*pi) q[15];\nu3(3.357388885991386*pi,0.3679374175155462*pi,0.5918423470076292*pi) q[16];\nRxxyyzz(0.43589223555216006*pi,0.21151234841018518*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.2881445906000796*pi,0.2477363710473206*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4193675436100107*pi,0.19957987713872477*pi,3.9606266499455707*pi) q[3],q[13];\nRxxyyzz(0.36287685682429915*pi,0.30868315859128814*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.4797628384944308*pi,0.1935695446804664*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.41998561971933007*pi,0.2984215513774774*pi,0.1135652668647359*pi) q[12],q[9];\nRxxyyzz(0.41679854985046005*pi,0.16611660907286208*pi,0.0*pi) q[14],q[15];\nu3(3.8292059291018647*pi,3.1356302356877186*pi,1.2071562664357938*pi) q[0];\nu3(3.544385140665421*pi,-0.03253691511229584*pi,1.7362281098477272*pi) q[2];\nu3(3.1641597266953614*pi,0.012712964957502626*pi,1.0549940667980353*pi) q[3];\nu3(3.2804540731581158*pi,-0.3838581657466419*pi,3.628474096232474*pi) q[4];\nu3(3.3799141144597966*pi,-0.3933457239355299*pi,2.3032954983470506*pi) q[5];\nu3(3.2371009997590403*pi,2.6340595208151427*pi,0.9658161777933085*pi) q[7];\nu3(3.455776062980461*pi,2.4322437794718725*pi,1.8209969641940709*pi) q[8];\nu3(3.8918159808977046*pi,0.2019409387006924*pi,1.6015781381752912*pi) q[9];\nu3(3.694488328953006*pi,-0.3252697634983292*pi,4.394488589263114*pi) q[10];\nu3(3.8464189229735095*pi,2.7686500780182492*pi,1.700977523668417*pi) q[12];\nu3(3.3498043070631836*pi,1.0617347183082573*pi,0.649991427754804*pi) q[13];\nu3(3.7727745686553753*pi,2.1691174700547715*pi,1.955181138833921*pi) q[14];\nu3(3.1600671831847342*pi,1.2194434709480617*pi,1.2975265160528346*pi) q[15];\nu3(3.1432531516891937*pi,2.6438888266882747*pi,0.6033987963619944*pi) q[16];\nRxxyyzz(0.37821915959148006*pi,0.25029822954765146*pi,3.9327038284431204*pi) q[9],q[0];\nRxxyyzz(0.46238380562953996*pi,0.27157714162745616*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3122016842678198*pi,0.09834236384229278*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4222903587325302*pi,0.1953281390630187*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3271342040259998*pi,0.2116959279193511*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.39690908426340943*pi,0.3024367026009438*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4303689962387498*pi,0.3835485715344449*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4563905274016601*pi,0.14443440577405142*pi,0.0*pi) q[16],q[10];\nu3(3.4774954254826906*pi,3.430054567020462*pi,2.2415061380462644*pi) q[0];\nu3(3.5602380697013207*pi,0.11617170917634367*pi,0.530073327922497*pi) q[1];\nu3(3.5458248491432145*pi,-0.3751156848965691*pi,3.8906755973025517*pi) q[2];\nu3(3.9108504103904007*pi,-0.48373542778901346*pi,1.1986752033647496*pi) q[3];\nu3(3.4949378020754667*pi,2.419790157745902*pi,1.0549779316016612*pi) q[4];\nu3(3.450073916189541*pi,-0.2349195555088548*pi,1.7826853685564705*pi) q[5];\nu3(3.6865644682891885*pi,2.693204894296572*pi,0.8775779188292137*pi) q[7];\nu3(3.2610967497714567*pi,0.16290158870555826*pi,1.1417070729503653*pi) q[8];\nu3(3.5952481841071338*pi,3.2939281353959076*pi,1.333965450457696*pi) q[9];\nu3(3.7511684579219473*pi,2.845132419838086*pi,1.7162484152694844*pi) q[10];\nu3(3.548285908399443*pi,-0.19142052654209024*pi,3.220233549763761*pi) q[11];\nu3(3.911669573979789*pi,-0.45464768897894514*pi,3.7766978601838597*pi) q[12];\nu3(3.8109048641615098*pi,-0.1616684173236586*pi,2.1635671403317778*pi) q[13];\nu3(3.2326697634612054*pi,3.410925446394631*pi,0.5726486936494544*pi) q[14];\nu3(3.4465620105262045*pi,2.5543293656434045*pi,0.9454755502566106*pi) q[15];\nu3(3.4813335183924248*pi,-0.39116968832158017*pi,3.892766686185557*pi) q[16];\nRxxyyzz(0.3334756255394797*pi,0.19078480309051482*pi,3.9535002583565397*pi) q[5],q[0];\nRxxyyzz(0.37527983605841003*pi,0.25693316885627526*pi,3.9447821886923102*pi) q[7],q[1];\nRxxyyzz(0.4031838605972329*pi,0.2531307425160124*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.37158410800625014*pi,0.31988301754749415*pi,3.78573215895077*pi) q[12],q[3];\nRxxyyzz(0.4052525878961647*pi,0.2710183143878915*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.41812542513099926*pi,0.30459437030402153*pi,0.10586162863708017*pi) q[6],q[16];\nRxxyyzz(0.36997852845882573*pi,0.24955858951899437*pi,3.8836948364802524*pi) q[8],q[9];\nRxxyyzz(0.3778087891376495*pi,0.3136541527585047*pi,0.0*pi) q[10],q[14];\nu3(3.3473006947101407*pi,1.9684102851033294*pi,1.6972277559424835*pi) q[0];\nu3(3.4261560205475705*pi,3.420488248628187*pi,2.260119675496985*pi) q[1];\nu3(3.4397640852948665*pi,0.6610653403110103*pi,1.188363211475707*pi) q[2];\nu3(3.292171966471414*pi,-0.06051434493030017*pi,1.2696691635304438*pi) q[3];\nu3(3.526423471983811*pi,3.2547517527400958*pi,1.8170670300443517*pi) q[4];\nu3(3.225069108773546*pi,2.6903582868739044*pi,1.0089063172512793*pi) q[5];\nu3(3.128623584305912*pi,2.774533476666541*pi,0.748660406549099*pi) q[6];\nu3(3.8077307981167503*pi,2.9426893017735343*pi,1.216657906152503*pi) q[7];\nu3(3.5761946695282267*pi,3.462464875965681*pi,0.9408659065170761*pi) q[8];\nu3(3.1295489875639815*pi,0.9150212214171396*pi,2.220645599224833*pi) q[9];\nu3(3.2829184844307084*pi,2.584630827695169*pi,1.4375735423825962*pi) q[10];\nu3(3.9107380004356784*pi,3.161478545236006*pi,1.0035406753163736*pi) q[11];\nu3(3.54096328181729*pi,1.36278119899089*pi,1.3688353234549275*pi) q[12];\nu3(3.2432972174704244*pi,0.6208958949619818*pi,0.8858802273521234*pi) q[14];\nu3(3.4790667583379045*pi,0.7357603708204019*pi,1.496986922118709*pi) q[15];\nu3(3.246360229744903*pi,2.5879492662214374*pi,4.104916776818953*pi) q[16];\nRxxyyzz(0.43285837419815965*pi,0.21152114735700966*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.32088102282734*pi,0.13602160821512221*pi,0.07321427493130983*pi) q[13],q[1];\nRxxyyzz(0.3526924952353506*pi,0.20399021417904795*pi,0.0634589706375075*pi) q[3],q[15];\nRxxyyzz(0.3581311656771403*pi,0.3032309980599712*pi,3.8251541621584906*pi) q[5],q[12];\nRxxyyzz(0.38321130305980966*pi,0.3214768274536998*pi,0.15746106839276286*pi) q[7],q[14];\nRxxyyzz(0.3536815017937395*pi,0.3018744955275272*pi,3.8720724025054807*pi) q[16],q[10];\nu3(3.080963027387128*pi,3.3245282073461424*pi,3.957940478778085*pi) q[0];\nu3(3.5469055744612774*pi,0.5496653980211264*pi,4.094879402541757*pi) q[1];\nu3(3.6400516842760946*pi,1.8695513719904486*pi,0.6578565831378697*pi) q[3];\nu3(3.234444851129217*pi,2.0892485398178566*pi,1.067506037407771*pi) q[4];\nu3(3.673267797772615*pi,0.08571487133689337*pi,0.665507362726894*pi) q[5];\nu3(3.4245508854925717*pi,-0.3075902151439955*pi,3.4552448112067644*pi) q[7];\nu3(3.2262154731826636*pi,2.4964553551725275*pi,1.5017444568917657*pi) q[10];\nu3(3.571438304335417*pi,-0.3170455102664208*pi,4.3852448109650775*pi) q[12];\nu3(3.621938744239073*pi,0.760432317395713*pi,0.8153598081480187*pi) q[13];\nu3(3.3477747868531305*pi,-0.3031676942905782*pi,3.7117675410813815*pi) q[14];\nu3(3.1988356186881353*pi,2.7703206541448644*pi,3.110590697978652*pi) q[15];\nu3(3.2795188402044038*pi,1.9574941022883507*pi,4.444969061906666*pi) q[16];\nRxxyyzz(0.45178445242111875*pi,0.26581865262720683*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.3541407503590993*pi,0.22318468479168496*pi,3.89663589503256*pi) q[2],q[16];\nRxxyyzz(0.4206436908222395*pi,0.1932521796694382*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.4067357411466094*pi,0.14942720509490437*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.41136778306856003*pi,0.17770071043835595*pi,3.9049336707769395*pi) q[8],q[10];\nRxxyyzz(0.3191386511584593*pi,0.18092013071966617*pi,3.879028463236798*pi) q[9],q[13];\nRxxyyzz(0.3642408997287202*pi,0.20057665700430882*pi,0.0*pi) q[12],q[14];\nu3(3.5924251172913344*pi,0.6656605290943989*pi,1.017843856496535*pi) q[0];\nu3(3.375289157442107*pi,-0.23909503161994183*pi,0.9069104117691696*pi) q[2];\nu3(3.6689849984312217*pi,0.2482626472789382*pi,0.5695545709100518*pi) q[4];\nu3(3.721968122884476*pi,0.5733069651301268*pi,1.449437637763172*pi) q[5];\nu3(3.6213279544016914*pi,2.93420355955252*pi,1.9482576100339837*pi) q[6];\nu3(3.381848279355535*pi,0.7949347910112248*pi,1.1541961070928541*pi) q[7];\nu3(3.865669187624469*pi,0.2467307427633001*pi,1.6407339770161866*pi) q[8];\nu3(3.3923126730665927*pi,3.0861571009250763*pi,0.5306327914349303*pi) q[9];\nu3(3.475186931238896*pi,-0.34871340830599196*pi,0.7786322557719454*pi) q[10];\nu3(3.2407913732622946*pi,0.0931246991923027*pi,1.2591906062846614*pi) q[11];\nu3(3.466138608592051*pi,2.67535265275716*pi,1.0275517255905018*pi) q[12];\nu3(3.7239221288769606*pi,2.8640189889115457*pi,2.1820109178847304*pi) q[13];\nu3(3.791011774728186*pi,-0.26353177176597953*pi,0.8571824089222577*pi) q[14];\nu3(3.5469156200776237*pi,0.34822950169720657*pi,2.0593786913273906*pi) q[16];\nRxxyyzz(0.3976382731903799*pi,0.20605791192100575*pi,0.04547954515206723*pi) q[0],q[14];\nRxxyyzz(0.4143324868319898*pi,0.22130470338397853*pi,3.9331867583238704*pi) q[4],q[1];\nRxxyyzz(0.40021408347387644*pi,0.18200440149434272*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.34058185556238196*pi,0.12542700738767643*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3372552037689794*pi,0.21427037106320457*pi,0.04933632565124135*pi) q[8],q[11];\nRxxyyzz(0.29991037953892924*pi,0.21837516646183275*pi,3.9405665705823396*pi) q[16],q[15];\nu3(3.6994727220182515*pi,0.5900927024818727*pi,1.220264091363888*pi) q[0];\nu3(3.1428880473732868*pi,0.7418489763964908*pi,2.400405156684624*pi) q[1];\nu3(3.734003855343811*pi,0.10355163762510666*pi,1.2904448858787503*pi) q[3];\nu3(3.583702355465529*pi,0.1428706175034935*pi,1.9926139091176*pi) q[4];\nu3(3.3005795622275285*pi,2.251140244575815*pi,1.7520129731832466*pi) q[6];\nu3(3.2035534128705137*pi,-0.48258518158277175*pi,0.6595999356938194*pi) q[8];\nu3(3.758109654102591*pi,-0.09006600639270479*pi,0.9151286816710289*pi) q[10];\nu3(3.4417037695948007*pi,2.279365992699409*pi,3.8006546169639748*pi) q[11];\nu3(3.7395552443502926*pi,2.2600203580079867*pi,1.6287715991743377*pi) q[12];\nu3(3.6242752165109158*pi,1.1920979307615989*pi,3.7563254612691717*pi) q[14];\nu3(3.7824252219255423*pi,2.014248974774371*pi,1.7727609253742018*pi) q[15];\nu3(3.2927556459601113*pi,2.60321019618282*pi,1.3308847711127447*pi) q[16];\nRxxyyzz(0.42537645620370956*pi,0.16850721379592593*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.4015702762730695*pi,0.1360973767638889*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.43657816549045914*pi,0.33264253141202627*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4277948066948598*pi,0.23650280601384133*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.33872861016993977*pi,0.18756056514049924*pi,3.85706227232797*pi) q[7],q[14];\nRxxyyzz(0.3674452083770602*pi,0.3200558665584791*pi,3.81415835537494*pi) q[8],q[9];\nRxxyyzz(0.4041227706324896*pi,0.2600971344766805*pi,0.0*pi) q[11],q[15];\nu3(3.2443841955176436*pi,-0.3871480338426988*pi,2.415306185698437*pi) q[0];\nu3(3.6852101858063064*pi,0.10524910042450575*pi,1.2679353162002176*pi) q[1];\nu3(3.6867203172021545*pi,2.407135466414568*pi,1.062659361972866*pi) q[2];\nu3(3.6098289817647347*pi,3.0314898267100974*pi,1.5908979483990835*pi) q[4];\nu3(3.446686653856548*pi,3.271511308204237*pi,2.1542301580148235*pi) q[5];\nu3(3.6428270313310716*pi,2.98090593517762*pi,4.075799640074425*pi) q[7];\nu3(3.4321303172245483*pi,1.4673865330344584*pi,0.5134036131175579*pi) q[8];\nu3(3.23880962582162*pi,-0.21902787266521817*pi,1.4934821100624918*pi) q[9];\nu3(3.573327704505067*pi,2.768952895737732*pi,1.6788942086807288*pi) q[11];\nu3(3.4680729404716697*pi,2.539441205437649*pi,0.5074921719773888*pi) q[12];\nu3(3.7990596257889826*pi,2.292892745185121*pi,1.2259803944283574*pi) q[13];\nu3(3.27218821848726*pi,2.152934546643104*pi,1.0041202077182798*pi) q[14];\nu3(3.8203029845078538*pi,3.100092031464972*pi,1.6638789744552067*pi) q[15];\nu3(3.6563441461812296*pi,3.428070552004707*pi,4.111622963127367*pi) q[16];\nRxxyyzz(0.44657521921108123*pi,0.14197144707609932*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3057359738913393*pi,0.21061778931157482*pi,0.083013671761341*pi) q[7],q[1];\nRxxyyzz(0.39100118334400946*pi,0.31281097173162586*pi,3.90264656166831*pi) q[8],q[3];\nRxxyyzz(0.3192931698449398*pi,0.19072051308596283*pi,3.9340723657573804*pi) q[10],q[4];\nRxxyyzz(0.4477321091296247*pi,0.430522819249565*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4605265709839101*pi,0.27927240064184294*pi,3.935622350836951*pi) q[14],q[11];\nRxxyyzz(0.3110717553398885*pi,0.18115610570581409*pi,0.0*pi) q[16],q[15];\nu3(3.568337559730786*pi,3.1917130683471173*pi,3.832992767139565*pi) q[0];\nu3(3.46392533084503*pi,-0.39397384830369575*pi,1.9030451610836736*pi) q[1];\nu3(3.343531802169357*pi,-0.4455963883322154*pi,2.442135357359721*pi) q[3];\nu3(3.653239243541382*pi,-0.009692733758075722*pi,0.7465369064129033*pi) q[4];\nu3(3.389100958015299*pi,2.883330955607196*pi,0.6389569859282516*pi) q[6];\nu3(3.508244205523476*pi,3.152829541216042*pi,2.495326793067697*pi) q[7];\nu3(3.3556066284522976*pi,-0.3733519379942048*pi,1.5013923717560878*pi) q[8];\nu3(3.7302191867651238*pi,3.430571568341656*pi,4.069352701059467*pi) q[9];\nu3(3.2544377130062463*pi,2.9827379069063307*pi,1.4077729875425566*pi) q[10];\nu3(3.424968947828715*pi,2.4192581663239343*pi,0.8321453267287566*pi) q[11];\nu3(3.271417625034129*pi,0.6368568930125165*pi,4.068661989867495*pi) q[13];\nu3(3.3484018678920986*pi,2.8742536916082093*pi,2.0157618121137517*pi) q[14];\nu3(3.5918596265725475*pi,2.7363696917996227*pi,0.7717827929754676*pi) q[15];\nu3(3.467542648894205*pi,0.9234212632794034*pi,4.31379980582913*pi) q[16];\nRxxyyzz(0.41432856767737997*pi,0.14577639504775286*pi,0.12039451463916803*pi) q[0],q[11];\nRxxyyzz(0.4369171198513404*pi,0.33863653032901286*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.3573325434151195*pi,0.22172452961632239*pi,0.06353347636630602*pi) q[2],q[3];\nRxxyyzz(0.44385233321810935*pi,0.15291253331574828*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.41280079617133014*pi,0.24754249367520142*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.44538775916501955*pi,0.302634653937548*pi,0.17621265489597895*pi) q[8],q[7];\nRxxyyzz(0.28785233320903947*pi,0.24893434672642845*pi,0.0*pi) q[10],q[14];\nu3(3.7180098577427008*pi,2.8926919231128685*pi,0.5981728464298713*pi) q[0];\nu3(3.5311493268317373*pi,-0.4614512056300919*pi,1.415779425561091*pi) q[1];\nu3(3.65772980978368*pi,2.6175707104279144*pi,1.8776329698335512*pi) q[2];\nu3(3.610037856314646*pi,0.40263406352484554*pi,4.24122984588937*pi) q[3];\nu3(3.1368894141410895*pi,1.9972149704801785*pi,1.0175556872466247*pi) q[4];\nu3(3.1864317284687664*pi,0.5903583290957002*pi,1.2102268867505281*pi) q[5];\nu3(3.65032499081256*pi,0.4180036165239711*pi,2.2507812134301846*pi) q[6];\nu3(3.3695852675157463*pi,0.9327921249007189*pi,4.463294073926811*pi) q[7];\nu3(3.0624159356299714*pi,0.33564303881222746*pi,0.5308175589199935*pi) q[8];\nu3(3.7015716397215357*pi,0.06588139612256239*pi,1.6876797209950885*pi) q[9];\nu3(3.7643401586565273*pi,3.2814344481260505*pi,0.8613196292400978*pi) q[10];\nu3(3.6681621343821806*pi,1.7439536966800668*pi,0.571668421658335*pi) q[11];\nu3(3.706715988674697*pi,-0.1782672018615271*pi,1.6940447877970988*pi) q[13];\nu3(3.8139482274969834*pi,3.188640670904171*pi,1.0794097959255438*pi) q[14];\nRxxyyzz(0.4437525377647197*pi,0.32575643590585235*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.40397699210705984*pi,0.19435536714833124*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.42754025641123217*pi,0.3303266973365917*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.3401320778124598*pi,0.24987748175792834*pi,0.061440786633415456*pi) q[12],q[3];\nRxxyyzz(0.4535504407615403*pi,0.22852731323867204*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.27903477002867405*pi,0.19116247464280733*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.33124630631168006*pi,0.205228912232438*pi,3.8563426680474304*pi) q[10],q[7];\nRxxyyzz(0.44364789888585987*pi,0.2821751379050101*pi,0.10392478202977148*pi) q[14],q[15];\nu3(3.575984386586328*pi,-0.15959443712430055*pi,1.0402680085912697*pi) q[0];\nu3(3.787212769728223*pi,3.2181985625135376*pi,1.857574221259921*pi) q[1];\nu3(3.1847231516868413*pi,0.19623722395878906*pi,2.4546985045055596*pi) q[2];\nu3(3.727835174661581*pi,0.19022496610414585*pi,3.835542360111541*pi) q[3];\nu3(3.7392126302239506*pi,0.5162585319792019*pi,1.3240327870713913*pi) q[4];\nu3(3.3041795123460895*pi,2.1233198657873493*pi,1.3019774186113402*pi) q[5];\nu3(3.181221260026766*pi,0.062221421010049016*pi,1.9176137995303002*pi) q[6];\nu3(3.495334327037278*pi,-0.4265302640179014*pi,1.167215560125713*pi) q[7];\nu3(3.7768704280318883*pi,0.9007061695098706*pi,1.0976637266449534*pi) q[8];\nu3(3.321176161253912*pi,3.080840566513777*pi,1.1555325256771078*pi) q[9];\nu3(3.1803841843601557*pi,3.1440997329403926*pi,3.620969907044591*pi) q[10];\nu3(3.8497296838081954*pi,-0.0925990624711358*pi,4.3437047257762265*pi) q[11];\nu3(3.548752043011968*pi,0.1128439530071671*pi,1.7049081476119765*pi) q[12];\nu3(3.100579091644116*pi,-0.42222261798977806*pi,1.15691344163904*pi) q[14];\nu3(3.3596250779064762*pi,2.6275245276052104*pi,0.6307937715851111*pi) q[15];\nu3(3.2206309676193814*pi,2.589127126517062*pi,1.6078641831773473*pi) q[16];\nRxxyyzz(0.4549348054865793*pi,0.31994636550267*pi,3.9313244809385797*pi) q[10],q[0];\nRxxyyzz(0.44346547528054975*pi,0.10141121638644798*pi,3.95478327465466*pi) q[1],q[14];\nRxxyyzz(0.3094458701287301*pi,0.26270481263869483*pi,3.7651339141891498*pi) q[13],q[2];\nRxxyyzz(0.4097821153739697*pi,0.30512392180182374*pi,3.9168297989195295*pi) q[3],q[15];\nRxxyyzz(0.37488352916189976*pi,0.27891752951987886*pi,0.13884585140032688*pi) q[11],q[4];\nRxxyyzz(0.40883168501317974*pi,0.2789689101179728*pi,3.824185060513299*pi) q[5],q[6];\nRxxyyzz(0.34564879194370024*pi,0.10048363121764581*pi,3.9292901776760996*pi) q[12],q[7];\nRxxyyzz(0.40001947663746934*pi,0.2482340678466601*pi,0.051956616687650496*pi) q[8],q[9];\nu3(3.522242764937978*pi,2.262027347793246*pi,2.430622204914413*pi) q[0];\nu3(3.4840083488120692*pi,3.2257850284053653*pi,2.355772047847628*pi) q[1];\nu3(3.069723355820457*pi,3.4069733500254635*pi,1.3681637643932971*pi) q[2];\nu3(3.4197120397702716*pi,3.060758413954975*pi,0.6641893180591558*pi) q[3];\nu3(3.7251200327142167*pi,3.3146271863221006*pi,3.856097499792423*pi) q[4];\nu3(3.3252914252366317*pi,0.23954094165181528*pi,2.334081785237247*pi) q[5];\nu3(3.343727718735015*pi,2.985316099047057*pi,0.9921632641820959*pi) q[6];\nu3(3.374506764517598*pi,-0.39924150901051436*pi,3.9970855762034097*pi) q[7];\nu3(3.4908065313617933*pi,0.04441739531443312*pi,0.6226327147194752*pi) q[8];\nu3(3.6055883476558215*pi,3.1851295449149553*pi,4.177623523071842*pi) q[9];\nu3(3.836299033055287*pi,0.4582738375619968*pi,0.5233360298650909*pi) q[10];\nu3(3.3124852827725357*pi,-0.015100958545642418*pi,1.846066808382811*pi) q[11];\nu3(3.3352633190223373*pi,2.650042935021305*pi,4.407861943028422*pi) q[12];\nu3(3.330392616694106*pi,-0.25069257540214385*pi,3.434572589287338*pi) q[13];\nu3(3.6957549714880065*pi,3.472547189248657*pi,1.7623273265237236*pi) q[14];\nu3(3.485456890026205*pi,-0.4828409403066054*pi,1.9063814484248245*pi) q[15];\nRxxyyzz(0.428852549321841*pi,0.19975850309013587*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4141383169808356*pi,0.2037158987534941*pi,3.9220675076126423*pi) q[1],q[6];\nRxxyyzz(0.41675859138224963*pi,0.24333232427518728*pi,0.09420094559960984*pi) q[5],q[2];\nRxxyyzz(0.37949561407060994*pi,0.2785028595467811*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4207147664338402*pi,0.2631941620918141*pi,3.9551601633562807*pi) q[12],q[4];\nRxxyyzz(0.48199707679133963*pi,0.12534155105914402*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.45833286715701027*pi,0.38099369483368317*pi,3.8110212083248403*pi) q[10],q[11];\nRxxyyzz(0.47113856785556996*pi,0.3154697062284404*pi,0.0*pi) q[14],q[15];\nu3(3.537222525629244*pi,-0.08586172232810141*pi,0.9367054431421343*pi) q[0];\nu3(3.4677090669836037*pi,2.2109074647660134*pi,2.082083792396147*pi) q[1];\nu3(3.659416337897673*pi,3.1480093141452716*pi,3.4973659907280714*pi) q[2];\nu3(3.5687443054355965*pi,0.7318113252026848*pi,1.4733757894742663*pi) q[3];\nu3(3.877144910907203*pi,1.7222034685705392*pi,0.5886286228667217*pi) q[4];\nu3(3.1045637793249607*pi,-0.2966621801632107*pi,1.2738880110258348*pi) q[5];\nu3(3.601649383496196*pi,-0.04701162782895085*pi,0.5430230779366219*pi) q[6];\nu3(3.111320309572549*pi,0.3112638088384385*pi,1.3718530769909492*pi) q[7];\nu3(3.4657737122008823*pi,-0.030223120699388595*pi,1.2075884295375985*pi) q[8];\nu3(3.6232993491041086*pi,3.092722717845925*pi,1.1142330736088542*pi) q[9];\nu3(3.7379471498744197*pi,2.909825815864024*pi,1.5856257927417596*pi) q[10];\nu3(3.695522041494389*pi,3.482008719637083*pi,0.7008600659455411*pi) q[11];\nu3(3.4385803132902124*pi,3.4488032459952596*pi,0.7837300446042992*pi) q[12];\nu3(3.194139401818667*pi,3.194379199299593*pi,0.7658175497074846*pi) q[13];\nu3(3.6284133559586755*pi,0.2018819097465986*pi,1.5584537289644351*pi) q[14];\nu3(3.600549040263578*pi,-0.45935785149208397*pi,2.4191740714708287*pi) q[15];\nRxxyyzz(0.41201800370125063*pi,0.19536197282917567*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.36812001672790917*pi,0.3195597279588732*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4668061674133801*pi,0.39485044437863515*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4287918511062817*pi,0.1583168146315873*pi,0.06784675234994589*pi) q[4],q[15];\nRxxyyzz(0.43162667648093966*pi,0.3345232465189829*pi,0.260156202728937*pi) q[5],q[12];\nRxxyyzz(0.4278417032754796*pi,0.3115058866756653*pi,3.873012124347559*pi) q[16],q[6];\nRxxyyzz(0.4579700366025691*pi,0.32817994855190125*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3008752278960003*pi,0.059176441101151944*pi,0.0*pi) q[11],q[13];\nu3(3.233778973178066*pi,0.10110950437566735*pi,0.6780942014973297*pi) q[0];\nu3(3.496499827822671*pi,0.7767271184904976*pi,1.757150385104291*pi) q[2];\nu3(3.4754143334468544*pi,0.724788128844597*pi,0.8816985919647361*pi) q[3];\nu3(3.5908394783410458*pi,0.7710109980229971*pi,3.0721156389519333*pi) q[4];\nu3(3.2904632172638095*pi,0.3298112121572868*pi,1.7322779600154616*pi) q[5];\nu3(3.4426225922941724*pi,1.1065737468033152*pi,0.5999498224845481*pi) q[6];\nu3(3.834493555476936*pi,0.9703705210475306*pi,1.4836346488726586*pi) q[7];\nu3(3.8479250450003106*pi,0.3751539422967357*pi,2.20627254420876*pi) q[8];\nu3(3.2241935901985754*pi,0.934838263696959*pi,1.6148839326828863*pi) q[9];\nu3(3.7273512186033133*pi,3.3391983857814083*pi,1.9081931776655354*pi) q[10];\nu3(3.2963271402239886*pi,1.0014358019786278*pi,1.609761292548916*pi) q[11];\nu3(3.442313765380654*pi,2.9949809575197914*pi,1.1449498910347247*pi) q[12];\nu3(3.803608545450025*pi,3.2233326496577717*pi,4.096666222187249*pi) q[13];\nu3(3.67967837446474*pi,-0.22852602021847251*pi,1.724543021811159*pi) q[14];\nu3(3.6197684933371606*pi,2.216624422571307*pi,0.8436603975293626*pi) q[15];\nu3(3.5716063924105828*pi,0.6181157087742624*pi,0.8895618593104282*pi) q[16];\nmeasure q[6] -> c[13];\nRxxyyzz(0.3994719574347997*pi,0.13242119111164907*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.44943723758053983*pi,0.32787503252020533*pi,0.04006834623600555*pi) q[9],q[1];\nRxxyyzz(0.30625428157291035*pi,0.27834047588601196*pi,3.943714182232491*pi) q[12],q[2];\nRxxyyzz(0.42048390303616956*pi,0.27967611270941295*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3076982908558093*pi,0.272280012888912*pi,0.051721791973842635*pi) q[10],q[4];\nRxxyyzz(0.42916605548469*pi,0.2939208436334664*pi,0.0*pi) q[5],q[14];\nu3(3.473714151905294*pi,-0.2542489903384702*pi,0.6462372451078535*pi) q[0];\nu3(3.7748051833096867*pi,-0.4543740038347695*pi,1.2839725107130773*pi) q[1];\nu3(3.70766147352303*pi,-0.2754476756179824*pi,2.4903336453347116*pi) q[2];\nu3(3.268358263374636*pi,3.2027386062044627*pi,4.122068528420918*pi) q[3];\nu3(2.1170205446640256*pi,2.764451543551763*pi,0.7900556160862025*pi) q[4];\nu3(3.4724201231829763*pi,3.3497220734919932*pi,0.5948970038393222*pi) q[5];\nu3(3.6136039041050014*pi,1.1025579606701934*pi,0.8674237815693653*pi) q[7];\nu3(3.4403988227585938*pi,3.4005759594844074*pi,2.24209716963146*pi) q[8];\nu3(3.083319899023926*pi,0.10699025410682017*pi,4.277294799693158*pi) q[9];\nu3(1.5342691506051325*pi,0.5494708785091531*pi,0.5019730435824694*pi) q[10];\nu3(3.744883934165929*pi,-0.04868149628272622*pi,4.4925370762355925*pi) q[12];\nu3(3.5858496052762336*pi,0.9421852212587667*pi,1.7384237837214886*pi) q[14];\nmeasure q[10] -> c[8];\nmeasure q[4] -> c[12];\nRxxyyzz(0.4542738138890199*pi,0.18967626476919208*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.33797488556754207*pi,0.23218998620134734*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4448126614302801*pi,0.3030454244838307*pi,0.07202712904746894*pi) q[14],q[2];\nRxxyyzz(0.2619754937232204*pi,0.11548439616612793*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3002629422937499*pi,0.16942214410853973*pi,0.11355648440013155*pi) q[5],q[12];\nRxxyyzz(0.3269591824966201*pi,0.2389035918877669*pi,0.21058621814745493*pi) q[8],q[11];\nRxxyyzz(0.3615741060222898*pi,0.3462221099282161*pi,0.0*pi) q[9],q[15];\nu3(3.5373028169409233*pi,3.358852955856988*pi,0.8784315821750011*pi) q[0];\nu3(0.476969580481213*pi,0.500381115345339*pi,0.5744763941649654*pi) q[1];\nu3(3.246583415810078*pi,1.9164836018089595*pi,0.7632964386039425*pi) q[2];\nu3(0.5372225354266519*pi,0.3840552932265505*pi,1.6929898897260034*pi) q[3];\nu3(1.3415161725963511*pi,3.3393882289172057*pi,4.074828842142883*pi) q[5];\nu3(3.304422643974419*pi,-0.18684120754355993*pi,1.5758797771001105*pi) q[7];\nu3(3.402854222243741*pi,-0.23800763749111847*pi,1.8589380181313802*pi) q[8];\nu3(3.5857910926116925*pi,0.38504847944505693*pi,4.45990835159757*pi) q[9];\nu3(2.5104831968860912*pi,-0.37258903188373227*pi,0.9582529843174579*pi) q[11];\nu3(2.59770269601414*pi,3.45019833699252*pi,3.5680653137209335*pi) q[12];\nu3(3.0772810544760643*pi,0.5755482237478788*pi,1.0913847903356215*pi) q[13];\nu3(3.5407629392993405*pi,3.4751793038985834*pi,1.1429515984817207*pi) q[14];\nu3(3.206050045661147*pi,0.06569687855354167*pi,1.1571440223278204*pi) q[15];\nu3(3.3605273872858685*pi,2.8798749362057903*pi,1.205450681568798*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[16] -> c[4];\nmeasure q[12] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[3] -> c[7];\nmeasure q[11] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[1] -> c[11];\nmeasure q[14] -> c[14];\nmeasure q[2] -> c[15];\nmeasure q[15] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.276636120113273*pi,2.3415568447392396*pi,4.204305192242748*pi) q[0];\nu3(3.086510527586439*pi,2.086234293836406*pi,3.9662431511841847*pi) q[1];\nu3(3.6638385492262553*pi,3.483541634534729*pi,1.9230626008817353*pi) q[2];\nu3(3.5035310168662606*pi,-0.2562232077458457*pi,1.3244967094819167*pi) q[3];\nu3(3.6794597459150205*pi,-0.16638902022555213*pi,1.0899016697435764*pi) q[4];\nu3(3.894768835708835*pi,-0.07635945784045939*pi,4.472465526002877*pi) q[5];\nu3(3.60031826783982*pi,-0.489945457964746*pi,0.6376641331539488*pi) q[6];\nu3(3.9204706855593363*pi,-0.2622859021710589*pi,1.849260112117914*pi) q[7];\nu3(3.538534365166082*pi,2.9850762152703294*pi,1.6445686555158898*pi) q[8];\nu3(3.541069888417198*pi,3.4866549704604974*pi,4.0350158369012*pi) q[9];\nu3(3.595592600628258*pi,-0.49137900331576223*pi,1.8890377356111885*pi) q[10];\nu3(3.68243881934107*pi,-0.38924634345281794*pi,2.2336528098145694*pi) q[11];\nu3(3.394816450618361*pi,2.5966474216757596*pi,1.672383283603514*pi) q[12];\nu3(3.1661199396657573*pi,1.9283754181733048*pi,1.9211991028894715*pi) q[13];\nu3(3.8279088261383514*pi,0.9927164800647263*pi,3.819529550157976*pi) q[14];\nu3(3.3706036609524346*pi,0.41816975842675175*pi,0.9447310962253778*pi) q[15];\nu3(3.4922549155217544*pi,0.3584666073564359*pi,0.5660128509451644*pi) q[16];\nRxxyyzz(0.3676923198346623*pi,0.2286478817802684*pi,3.953632609979369*pi) q[1],q[4];\nRxxyyzz(0.3280835941785225*pi,0.19651729302137877*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.45747698909638956*pi,0.27401916028040313*pi,0.23801860500085098*pi) q[3],q[11];\nRxxyyzz(0.2980981875920019*pi,0.2758332110774371*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.2879971259556796*pi,0.23595906893299912*pi,0.2294920520185011*pi) q[7],q[13];\nRxxyyzz(0.4252782322048665*pi,0.15235234682757992*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3936383535398513*pi,0.30612235283597333*pi,3.8866567420996785*pi) q[9],q[10];\nRxxyyzz(0.42872697157406975*pi,0.30429019772123*pi,0.06084387013385421*pi) q[14],q[16];\nu3(3.4174290119316013*pi,-0.29529656942665683*pi,1.8570512430016892*pi) q[1];\nu3(3.562430570250924*pi,0.17688284009782507*pi,3.5116076779672594*pi) q[2];\nu3(3.4470699237540035*pi,0.5203421131399062*pi,1.4505301040696144*pi) q[3];\nu3(3.050071648306559*pi,-0.03864519812337852*pi,1.631115606969245*pi) q[4];\nu3(3.653656572541398*pi,0.9516279698014438*pi,1.50535325050007*pi) q[5];\nu3(3.2202358969570306*pi,3.1163287153908463*pi,1.4816247343754965*pi) q[6];\nu3(3.6406562248097685*pi,3.361553860658428*pi,2.3083699796566686*pi) q[7];\nu3(3.8421600150143407*pi,-0.34238210256391177*pi,1.8588338310531418*pi) q[8];\nu3(3.412216057050296*pi,3.0292755599379833*pi,0.9931926277855183*pi) q[9];\nu3(3.763121804886132*pi,2.7828518465796512*pi,1.329825951121063*pi) q[10];\nu3(3.0988642889548856*pi,0.6880053718462316*pi,2.0717934632395285*pi) q[11];\nu3(3.2856451553073214*pi,0.4878605118429802*pi,1.3505479554707591*pi) q[12];\nu3(3.5003802767119176*pi,2.897243820653058*pi,1.4130794947237346*pi) q[13];\nu3(3.4197523024017427*pi,0.3431894088182085*pi,0.9891158005039479*pi) q[14];\nu3(3.6973200892928175*pi,0.5121855804290107*pi,0.9458393463909971*pi) q[15];\nu3(3.8322359914694997*pi,2.947519434830393*pi,1.7727787499879342*pi) q[16];\nRxxyyzz(0.36169942831270074*pi,0.08728381745552782*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4781338920160836*pi,0.19771988548662023*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4306028544012293*pi,0.1795513323552338*pi,3.92575746349208*pi) q[4],q[10];\nRxxyyzz(0.2810345054894292*pi,0.20683987507489487*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.2581913474557797*pi,0.06564011744295195*pi,0.04861846061247466*pi) q[6],q[13];\nRxxyyzz(0.38822650093544986*pi,0.25150341358224226*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.23685618236692016*pi,0.10787766818420952*pi,3.9519588858134096*pi) q[12],q[11];\nu3(3.382316463458232*pi,3.430594975060018*pi,3.8835822649787284*pi) q[1];\nu3(3.533848707121046*pi,3.2547102885676615*pi,0.8181274820155267*pi) q[2];\nu3(3.3091614515168386*pi,0.3096317613839653*pi,0.5005970749164339*pi) q[3];\nu3(3.565231930840516*pi,1.8874554288182313*pi,2.2708850339663833*pi) q[4];\nu3(3.2283800504866744*pi,-0.3888511236692089*pi,1.6507402829163258*pi) q[5];\nu3(3.478794030544746*pi,2.9380454269702474*pi,0.7177892254784433*pi) q[6];\nu3(3.404951258367101*pi,3.207645881035872*pi,4.402645828275528*pi) q[7];\nu3(3.714612751096164*pi,-0.12701685411622743*pi,1.7621047679688129*pi) q[8];\nu3(3.8507309590648364*pi,3.409164751921751*pi,2.343167954073078*pi) q[10];\nu3(3.2445865823566455*pi,2.895312163043186*pi,1.4976785484151582*pi) q[11];\nu3(3.7042292090696445*pi,2.7959390317280075*pi,4.078877848053036*pi) q[12];\nu3(3.493680132165543*pi,-0.3561419486597982*pi,1.9208751645328772*pi) q[13];\nu3(3.2923682990736376*pi,0.954480881713506*pi,0.9920975778034351*pi) q[15];\nu3(3.12264806234073*pi,1.0023870681065659*pi,1.1910624566259824*pi) q[16];\nRxxyyzz(0.39102631470999005*pi,0.3219320512491437*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3755402057265005*pi,0.12165567660801724*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4280496016084998*pi,0.2632995903415221*pi,0.12547047613656462*pi) q[2],q[12];\nRxxyyzz(0.403492232995424*pi,0.2530094297178245*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.40979677430247996*pi,0.28596490148526427*pi,3.94415690740842*pi) q[15],q[6];\nRxxyyzz(0.41789438869639994*pi,0.18559586153205745*pi,0.045890909800656444*pi) q[7],q[9];\nRxxyyzz(0.4581698674164195*pi,0.2532304974321724*pi,0.0*pi) q[8],q[13];\nu3(3.1622972992478218*pi,1.1200145914376258*pi,1.6830212486187062*pi) q[0];\nu3(3.659532098578285*pi,3.1029970825866067*pi,1.0848486146013787*pi) q[1];\nu3(3.592350167542186*pi,-0.2619568529099321*pi,3.4698539644106647*pi) q[2];\nu3(3.257382391373459*pi,3.1672993588977763*pi,4.082988095497581*pi) q[3];\nu3(3.6030591906234717*pi,1.1450299879810253*pi,1.7841888624699254*pi) q[5];\nu3(3.527399191672573*pi,0.3654546327133348*pi,1.4200061507995683*pi) q[6];\nu3(3.4422553353694116*pi,0.8145014384683564*pi,1.656209193546711*pi) q[7];\nu3(3.6025570564633544*pi,-0.019808648694167874*pi,4.359109273528206*pi) q[8];\nu3(3.658313161289881*pi,0.05477832099361635*pi,1.755182316985858*pi) q[9];\nu3(3.0483311199137395*pi,0.9172690911971946*pi,0.6500130591544404*pi) q[11];\nu3(3.2096648129860537*pi,0.5081152550771457*pi,3.5386156982771415*pi) q[12];\nu3(3.107938096899471*pi,3.226727610332574*pi,1.521436930722281*pi) q[13];\nu3(3.471292467569115*pi,3.2503450350643623*pi,1.4141013485567528*pi) q[14];\nu3(3.161875405206041*pi,2.9029044324706033*pi,1.891728171752308*pi) q[15];\nRxxyyzz(0.3415784482877998*pi,0.17352479031850176*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.29054218868846965*pi,0.20891575760204084*pi,3.9088892095157703*pi) q[4],q[13];\nRxxyyzz(0.39912445326705015*pi,0.2868623080472293*pi,0.1146610732957586*pi) q[15],q[5];\nRxxyyzz(0.3351023684805297*pi,0.17810459879278095*pi,3.90290468058127*pi) q[8],q[6];\nRxxyyzz(0.44976868360549976*pi,0.3213889444435108*pi,3.880259042407*pi) q[9],q[10];\nRxxyyzz(0.2972572676295995*pi,0.26116531576225555*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.4354942799649*pi,0.19383271044870787*pi,0.06044106125037955*pi) q[16],q[14];\nu3(3.7213424258135324*pi,3.3257304181451026*pi,3.811601981568246*pi) q[0];\nu3(3.4108382543076425*pi,0.2650728679119987*pi,4.495180577766014*pi) q[4];\nu3(3.4013109944886257*pi,3.3109701794019633*pi,2.8135187338160503*pi) q[5];\nu3(3.2609330174378277*pi,3.338744140419773*pi,0.960886576073738*pi) q[6];\nu3(3.530748667518336*pi,3.226508040330772*pi,1.8224444643133388*pi) q[7];\nu3(3.1725438408619393*pi,0.6540301939308879*pi,1.5753298789421644*pi) q[8];\nu3(3.8356726985915923*pi,3.478312502724566*pi,0.7884968386373521*pi) q[9];\nu3(3.826716422120139*pi,2.9476947366663615*pi,1.8263282416226452*pi) q[10];\nu3(3.3175245347040896*pi,0.01576772072901078*pi,2.3693130676812055*pi) q[11];\nu3(3.807092445490704*pi,0.0618273829165743*pi,4.457716310009248*pi) q[12];\nu3(3.4811439264050406*pi,2.6755764805742714*pi,1.472835839738982*pi) q[13];\nu3(3.556943640709063*pi,1.6466724899286431*pi,1.1289503580326234*pi) q[14];\nu3(3.6829540631874007*pi,1.2162005186794067*pi,0.62298203733238*pi) q[15];\nu3(3.6646620372506584*pi,-0.1989287381936803*pi,3.400465131234397*pi) q[16];\nRxxyyzz(0.44754518659624004*pi,0.18831576461314592*pi,0.07910549837586447*pi) q[0],q[13];\nRxxyyzz(0.39491825803019953*pi,0.18218289377779698*pi,0.10917140244269065*pi) q[1],q[10];\nRxxyyzz(0.4317341853671196*pi,0.34423790284525524*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.3687331554391793*pi,0.12165032861162328*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.43732268310903943*pi,0.11962133899354656*pi,0.11128346746432156*pi) q[4],q[15];\nRxxyyzz(0.4182301970213703*pi,0.23288187159593043*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3628846095502801*pi,0.13763613072376035*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.434977088680259*pi,0.340503666256061*pi,0.17728442486926613*pi) q[16],q[12];\nu3(3.663178618651945*pi,-0.4752585900602888*pi,3.9306204851981144*pi) q[0];\nu3(3.4806343553951837*pi,2.3653396871953234*pi,4.304021975040129*pi) q[1];\nu3(3.5533480953476824*pi,-0.4546347525687392*pi,1.7059607421851413*pi) q[2];\nu3(3.770815102148943*pi,0.3326424533329455*pi,2.1054146665995805*pi) q[3];\nu3(3.273515638791053*pi,-0.2491391232629564*pi,0.9958597319838717*pi) q[4];\nu3(3.3643062463847904*pi,1.2876746336891798*pi,1.3365313212741556*pi) q[5];\nu3(3.7131663023711328*pi,2.5419267936894254*pi,0.7325998448484403*pi) q[6];\nu3(3.7526920521853206*pi,3.031917269974712*pi,1.554391950841831*pi) q[7];\nu3(3.8089100708019212*pi,-0.02454692799551894*pi,1.29053797319922*pi) q[8];\nu3(3.149313433933745*pi,2.2181324211943645*pi,0.876960721951917*pi) q[9];\nu3(3.216722607769834*pi,-0.45069257917842975*pi,2.9102967989931106*pi) q[10];\nu3(3.5437038142263155*pi,2.9804005565922216*pi,2.234507434679422*pi) q[11];\nu3(3.4433015973152825*pi,0.4821493973376141*pi,3.8544218502222973*pi) q[12];\nu3(3.1666290188428916*pi,3.0017156899244952*pi,3.162365072524886*pi) q[13];\nu3(3.508265267940665*pi,1.1026194356259396*pi,4.137010988983409*pi) q[15];\nu3(3.679636922035309*pi,3.1814236792069748*pi,3.4801390058785584*pi) q[16];\nRxxyyzz(0.3039660377524393*pi,0.22787229764993056*pi,0.17439093969677177*pi) q[16],q[0];\nRxxyyzz(0.37121160156892996*pi,0.27380679885940085*pi,0.12123815231367074*pi) q[1],q[15];\nRxxyyzz(0.42351690529730945*pi,0.2709911970820882*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.43624263062454016*pi,0.15723590735011808*pi,3.92708372833252*pi) q[7],q[3];\nRxxyyzz(0.42082629516264974*pi,0.32294513468001274*pi,0.06428398833582329*pi) q[13],q[5];\nRxxyyzz(0.42878216461980934*pi,0.1977919456500381*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.42874051256643947*pi,0.22079045800547617*pi,3.8636775972629605*pi) q[8],q[10];\nRxxyyzz(0.3521886594771197*pi,0.2414602869245095*pi,3.9251321230832996*pi) q[11],q[14];\nu3(3.1874395106767093*pi,2.035393599820794*pi,1.1517341653665594*pi) q[0];\nu3(3.355517904727183*pi,-0.053653387370928396*pi,1.95264410164162*pi) q[1];\nu3(3.412640111096488*pi,-0.22347675838627046*pi,3.8965827872543297*pi) q[2];\nu3(3.4879664645549884*pi,0.9379126694146129*pi,0.5340020299815116*pi) q[3];\nu3(3.8018610816712144*pi,0.2837418440046223*pi,3.5035388063879602*pi) q[5];\nu3(3.7126713540209284*pi,3.1569043560763186*pi,3.964416400680401*pi) q[6];\nu3(3.255945375262205*pi,1.0933474206576372*pi,0.5883995942865452*pi) q[7];\nu3(3.0305056901004663*pi,-0.14810628700799378*pi,2.2896679142304546*pi) q[8];\nu3(3.4466765563849395*pi,-0.46334158699480554*pi,1.1980714131355858*pi) q[9];\nu3(3.675142333282298*pi,0.5707069273282368*pi,1.0777244305634213*pi) q[10];\nu3(3.577173892519438*pi,-0.42995770664481303*pi,0.5704714706511307*pi) q[11];\nu3(3.6412611589268304*pi,-0.003215827370678548*pi,1.8817785744709146*pi) q[12];\nu3(3.054061970173282*pi,-0.27352351968353306*pi,0.7049088946811023*pi) q[13];\nu3(3.416109272793528*pi,2.2691621359962877*pi,0.7656901321796358*pi) q[14];\nu3(3.454617016186116*pi,2.595183871644318*pi,1.146249009974748*pi) q[15];\nu3(3.2925153355273507*pi,-0.21434971499784994*pi,2.4569746169834796*pi) q[16];\nRxxyyzz(0.28257673478331036*pi,0.11345762220468847*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.3457435939640793*pi,0.1363724401404971*pi,0.06687641374438158*pi) q[1],q[13];\nRxxyyzz(0.4728183040019499*pi,0.35890810981494614*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.48973718233972985*pi,0.35419735111501116*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.43347581403829993*pi,0.3756243362874585*pi,3.9240344186310594*pi) q[7],q[6];\nRxxyyzz(0.4416959004211401*pi,0.2874052470742958*pi,3.8824602190960604*pi) q[9],q[14];\nRxxyyzz(0.41050892836550024*pi,0.28789878820885595*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.34658087653924996*pi,0.12763018939378679*pi,0.0*pi) q[16],q[11];\nu3(3.470244631884266*pi,0.37057323756158134*pi,4.460945658205007*pi) q[0];\nu3(3.506630314318878*pi,-0.19251187881074683*pi,1.1000593320609038*pi) q[1];\nu3(3.3259014154552515*pi,-0.48706293358223673*pi,0.6464423598874863*pi) q[3];\nu3(3.732968985033659*pi,2.0715689037330147*pi,1.9896348329333802*pi) q[4];\nu3(3.3484675830680013*pi,-0.24842724834957897*pi,2.247077582274856*pi) q[5];\nu3(3.242646025042011*pi,0.043097493956338884*pi,4.292685072437898*pi) q[6];\nu3(3.860794052068893*pi,1.338134982770992*pi,1.4021198113738595*pi) q[7];\nu3(3.3828342820517228*pi,-0.3462783596910882*pi,3.821839531747981*pi) q[8];\nu3(3.4798226160085868*pi,-0.2770301961496351*pi,1.100741973513573*pi) q[9];\nu3(3.774465273655597*pi,0.5635270253050546*pi,2.264976944807036*pi) q[10];\nu3(3.6511350651667325*pi,1.2275169168854871*pi,1.537647326000564*pi) q[11];\nu3(3.5715909949022904*pi,2.4018648136224137*pi,2.0865880991735404*pi) q[12];\nu3(3.583436724469317*pi,2.8838486306037985*pi,3.203497546733772*pi) q[13];\nu3(3.565907339799871*pi,1.8202033462932135*pi,2.268972762576845*pi) q[14];\nu3(3.3228602617337932*pi,3.292808582275322*pi,1.9717234780335113*pi) q[15];\nu3(3.3917778683719755*pi,-0.25639208835544824*pi,4.128664089108519*pi) q[16];\nRxxyyzz(0.41374347637975895*pi,0.20350784526688426*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4199024464183996*pi,0.330486356779844*pi,3.8475071672985397*pi) q[1],q[10];\nRxxyyzz(0.40098307836978986*pi,0.17032239928958992*pi,3.95029180315099*pi) q[7],q[2];\nRxxyyzz(0.33257134438654984*pi,0.24335506412743424*pi,0.05482295502672718*pi) q[13],q[3];\nRxxyyzz(0.4326028894583099*pi,0.21819882608101523*pi,0.07588727049273336*pi) q[4],q[5];\nRxxyyzz(0.3659377792618699*pi,0.31360132664236845*pi,0.14921793905398287*pi) q[11],q[6];\nRxxyyzz(0.4232064430982466*pi,0.17992317200427443*pi,0.0*pi) q[12],q[15];\nRxxyyzz(0.41394807686727*pi,0.28079780215747785*pi,0.10828829936478938*pi) q[16],q[14];\nu3(3.547016011394096*pi,2.951683285829029*pi,0.7108488913046664*pi) q[0];\nu3(3.6005284394432295*pi,2.254544455287357*pi,2.391946851766096*pi) q[1];\nu3(3.804311204616731*pi,0.6832495588087033*pi,1.274360367134149*pi) q[2];\nu3(3.5105122757946696*pi,3.0622248631116444*pi,1.2022280586666385*pi) q[3];\nu3(3.3718617352047193*pi,3.0434757348670187*pi,3.0964380616847036*pi) q[4];\nu3(3.486108265876042*pi,3.1768481647768922*pi,0.9737500018187606*pi) q[5];\nu3(3.389350020353065*pi,2.6156384161464974*pi,1.3772248722352978*pi) q[6];\nu3(3.667631802657747*pi,3.2374965471187642*pi,0.9777331928001964*pi) q[7];\nu3(3.6539319365830556*pi,-0.1770064667512804*pi,2.1868575228391123*pi) q[8];\nu3(3.6035081700325553*pi,-0.1876123558131242*pi,2.067886059114411*pi) q[10];\nu3(3.3613275949555117*pi,1.0011400330734852*pi,4.345491052436094*pi) q[11];\nu3(3.4520371393865723*pi,0.6486780326151655*pi,1.9796994724475239*pi) q[12];\nu3(3.548284263441176*pi,0.862605688381259*pi,0.6188793129565116*pi) q[13];\nu3(3.5971807616069222*pi,-0.14867389486383548*pi,3.9318570424430006*pi) q[14];\nu3(3.693366369173937*pi,2.9784446211613242*pi,0.6774197419048845*pi) q[15];\nu3(3.4889621096892527*pi,-0.2336522221409435*pi,1.0793483277686935*pi) q[16];\nRxxyyzz(0.4391166807195892*pi,0.24431768888663896*pi,0.06535194074765928*pi) q[4],q[0];\nRxxyyzz(0.3570941173965797*pi,0.3402326480118121*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.43261158140263944*pi,0.1419483489087923*pi,3.9090881946673495*pi) q[2],q[5];\nRxxyyzz(0.43205967993612526*pi,0.2226040517200938*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.4531463882323502*pi,0.2770595938677709*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3076082077700902*pi,0.240256538372984*pi,3.92560187532151*pi) q[7],q[16];\nRxxyyzz(0.45806294968869987*pi,0.098241423201471*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.3692543507784384*pi,0.27901007896468166*pi,0.0*pi) q[11],q[9];\nu3(3.119760510900723*pi,2.4018715462510327*pi,4.4907432149133015*pi) q[0];\nu3(3.2608382040317996*pi,2.147889156365755*pi,1.711100152918105*pi) q[1];\nu3(3.7622526791564335*pi,3.117588911515247*pi,1.8735073858222542*pi) q[2];\nu3(3.4656344984715792*pi,-0.2879538107720029*pi,1.4184315494843691*pi) q[3];\nu3(3.76521344590745*pi,0.5472246664803597*pi,0.867880294269525*pi) q[4];\nu3(3.1469596360250294*pi,2.635983760391297*pi,1.2207380904020386*pi) q[5];\nu3(3.480196152267685*pi,0.4824745913320253*pi,1.9673670251199455*pi) q[6];\nu3(3.4180429573106084*pi,0.71431802941201*pi,4.226937223337703*pi) q[7];\nu3(3.9346115041110328*pi,2.682868585597012*pi,1.6020857245378934*pi) q[8];\nu3(3.348007946043916*pi,1.14999146310883*pi,1.3928109980867922*pi) q[9];\nu3(3.431972548845447*pi,1.2528175670424682*pi,1.553362796255485*pi) q[10];\nu3(3.41999078720377*pi,3.3185603117036546*pi,1.2821216654188228*pi) q[11];\nu3(3.5168168567100926*pi,3.184560511624836*pi,0.8461715860818675*pi) q[12];\nu3(3.4089109171047047*pi,1.8339170500401218*pi,1.4154689758601589*pi) q[13];\nu3(3.671071910020368*pi,2.049213553879121*pi,1.6441003959927816*pi) q[14];\nu3(3.611210399781434*pi,3.4697451006880264*pi,1.683440136936499*pi) q[16];\nRxxyyzz(0.4601867308006193*pi,0.2654410102701424*pi,3.889844579396391*pi) q[0],q[14];\nRxxyyzz(0.35435310050173024*pi,0.3018041161370686*pi,3.9584720292928304*pi) q[6],q[1];\nRxxyyzz(0.32058651823908*pi,0.11506290221173876*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.40605523770499985*pi,0.2272703083123152*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.44994518132976025*pi,0.2571524555576434*pi,3.9363157023694004*pi) q[12],q[5];\nRxxyyzz(0.3723053121408899*pi,0.16784756841854265*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.2627362685236768*pi,0.10315701980618475*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.36895158893008956*pi,0.23181490466507348*pi,3.820910101315301*pi) q[13],q[16];\nu3(3.496605937362632*pi,-0.2092464176654284*pi,0.9567773814419156*pi) q[0];\nu3(3.5862938630917234*pi,3.373470223427473*pi,1.1233004079679056*pi) q[1];\nu3(3.885548930854861*pi,3.330017783489953*pi,3.8090530610290116*pi) q[3];\nu3(3.6246257240146385*pi,-0.406655421669616*pi,1.7477999395895587*pi) q[4];\nu3(3.6689257370246064*pi,2.9081848341236354*pi,0.5154593961320177*pi) q[5];\nu3(3.616866091605294*pi,-0.2787546404638177*pi,1.6660793183269318*pi) q[6];\nu3(3.3064686850416787*pi,3.0580483313608484*pi,4.41181471200653*pi) q[7];\nu3(3.564410160138784*pi,2.657352432113926*pi,2.0162949295529984*pi) q[8];\nu3(3.6225311688151276*pi,3.122967817427357*pi,1.348477219517485*pi) q[9];\nu3(3.2133876740904324*pi,3.198487906009139*pi,1.9558617867423926*pi) q[10];\nu3(3.966375680173499*pi,3.4057067370923564*pi,3.842544807883289*pi) q[11];\nu3(3.5714206799049375*pi,2.0305039402180234*pi,1.2348542760973258*pi) q[12];\nu3(3.8762555220566126*pi,0.5601056646966134*pi,1.300011476929952*pi) q[13];\nu3(3.550369798692565*pi,2.313055566546426*pi,1.1920821333374185*pi) q[14];\nu3(3.824572875519869*pi,3.2866625317938762*pi,0.8609002270139798*pi) q[15];\nu3(3.5457447713841095*pi,2.161852415338549*pi,1.890571650219547*pi) q[16];\nRxxyyzz(0.3707380238922394*pi,0.24026830775440117*pi,0.11459329091825915*pi) q[8],q[0];\nRxxyyzz(0.45974226331931956*pi,0.3671360573830582*pi,3.8890908883899797*pi) q[1],q[14];\nRxxyyzz(0.4606618129213702*pi,0.13953801688262968*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4449801337967493*pi,0.09896830841156024*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.40817050875106997*pi,0.1834449876391759*pi,0.08904819898098086*pi) q[16],q[5];\nRxxyyzz(0.4032282805684828*pi,0.27226522118004315*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.3681510652048098*pi,0.15341096893960404*pi,0.04603858753843432*pi) q[7],q[10];\nRxxyyzz(0.2580227453031196*pi,0.11494310848229361*pi,3.9123148652030206*pi) q[9],q[12];\nu3(3.573029948056075*pi,-0.4396175387223207*pi,3.831823268146306*pi) q[0];\nu3(3.573116841013153*pi,0.24126856482202885*pi,0.5072615542094798*pi) q[1];\nu3(3.5372894257904135*pi,0.907282715935088*pi,1.7838699402778477*pi) q[2];\nu3(3.118991999274943*pi,-0.15391398291911618*pi,1.0367636957590567*pi) q[3];\nu3(3.2857746139908377*pi,0.02667148294584698*pi,1.1595592635179415*pi) q[4];\nu3(3.5449032603769903*pi,-0.028240797085180847*pi,3.238388284571521*pi) q[5];\nu3(3.6410334179825155*pi,-0.36617957397614054*pi,1.1785000375556578*pi) q[6];\nu3(3.851627597346714*pi,2.14917252716346*pi,4.21927635511875*pi) q[7];\nu3(3.334287063858844*pi,0.3003321246488656*pi,1.5451339719340227*pi) q[8];\nu3(3.7069514057433968*pi,3.141182378176462*pi,1.0821325762167857*pi) q[9];\nu3(3.499296786448468*pi,2.2268341796630216*pi,4.23304628223708*pi) q[10];\nu3(3.222579323279972*pi,3.35974556067111*pi,0.92679477521208*pi) q[12];\nu3(3.091712422023519*pi,3.2830944772621153*pi,2.3567196565473485*pi) q[13];\nu3(3.335277917433215*pi,3.3041207999118876*pi,1.369904228519016*pi) q[14];\nu3(3.6157641397525*pi,2.6076251051173633*pi,1.4297596871425826*pi) q[15];\nu3(3.685354205488183*pi,-0.28344393003861923*pi,3.0238848190654766*pi) q[16];\nRxxyyzz(0.44801591201817137*pi,0.20443283098648046*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.3863147929775699*pi,0.2838032177855412*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4722146568699497*pi,0.34271641006558895*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3953897477286493*pi,0.320855438943596*pi,0.15475612840408307*pi) q[6],q[3];\nRxxyyzz(0.4380970545745708*pi,0.2627566845824073*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.44576852374191656*pi,0.1927630316921798*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.42083525099231034*pi,0.28891534115520656*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.33406839124427*pi,0.22943589311493717*pi,0.0*pi) q[10],q[14];\nu3(3.684733227032969*pi,0.1579524434074282*pi,4.294857283776286*pi) q[0];\nu3(3.627089893885061*pi,3.086457376510582*pi,2.0627348327694226*pi) q[1];\nu3(3.309563707873296*pi,-0.07651596887756379*pi,2.426624646536067*pi) q[2];\nu3(3.247573124902852*pi,-0.42813048686998045*pi,2.2660597356110737*pi) q[3];\nu3(3.824574557652786*pi,2.3819885931121365*pi,0.9172105403738295*pi) q[4];\nu3(3.263878658552779*pi,3.4799940488034458*pi,1.6727881765735568*pi) q[5];\nu3(3.593371635011637*pi,3.3964954237815643*pi,3.297614771524845*pi) q[6];\nu3(3.256961599568029*pi,2.798796147726688*pi,2.3585476624585016*pi) q[7];\nu3(3.5861889211591835*pi,-0.43114193228569353*pi,3.886023029677953*pi) q[8];\nu3(3.827907901407936*pi,0.18309710502489718*pi,2.0954094251038784*pi) q[9];\nu3(3.6837316009430148*pi,0.838111980109383*pi,1.814150008978381*pi) q[10];\nu3(3.7933208122364412*pi,3.057072818039881*pi,1.7119189554792187*pi) q[11];\nu3(3.41137120580301*pi,0.14867890226464608*pi,2.3166427122796946*pi) q[12];\nu3(3.2869279419107014*pi,3.443594417021303*pi,0.9694183161715948*pi) q[13];\nu3(3.9023217308282825*pi,1.9110724373077814*pi,1.7645377296516114*pi) q[14];\nu3(3.6261594890628435*pi,3.387133236136321*pi,4.393537094604849*pi) q[15];\nRxxyyzz(0.4252854647895098*pi,0.18319709467529313*pi,3.8720688535565504*pi) q[0],q[4];\nRxxyyzz(0.4497274108719296*pi,0.4027380475237523*pi,3.6628116493920704*pi) q[1],q[14];\nRxxyyzz(0.4557857153687075*pi,0.27666855657346956*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4367241430459262*pi,0.27994270728099235*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.40206797005544026*pi,0.2590712350386912*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.37605511911384953*pi,0.21358489557446697*pi,0.11633992091712513*pi) q[7],q[12];\nRxxyyzz(0.2640293004179803*pi,0.1755730892998435*pi,0.0945430237524465*pi) q[8],q[9];\nRxxyyzz(0.4269234331707409*pi,0.26996725181600223*pi,0.0*pi) q[13],q[15];\nu3(3.6521344345955313*pi,0.5788296118372054*pi,1.3400575361866247*pi) q[0];\nu3(3.636855498025347*pi,2.2564764177211614*pi,0.5257777160159822*pi) q[1];\nu3(3.25033736295377*pi,0.5595230964677742*pi,2.2069597865459576*pi) q[3];\nu3(3.4202766447593387*pi,2.7871250857398513*pi,2.417240560609971*pi) q[4];\nu3(3.2130417686565673*pi,0.40856576812900025*pi,0.9134761480750375*pi) q[5];\nu3(3.8073850345925355*pi,2.704758458222261*pi,1.3466569766031862*pi) q[6];\nu3(3.422112505803248*pi,3.4937790469900802*pi,3.9876804494906013*pi) q[7];\nu3(3.5061004773636544*pi,2.2124756963759737*pi,1.5220272410048645*pi) q[8];\nu3(3.411006852062078*pi,3.1889664560869475*pi,0.7998509454649345*pi) q[9];\nu3(3.7811517130101553*pi,2.4796597400894216*pi,1.3878815131892461*pi) q[10];\nu3(3.1948415016192873*pi,3.1108669390485533*pi,0.7907259205531498*pi) q[11];\nu3(3.8905982633511162*pi,-0.4637332780619382*pi,3.966966776017512*pi) q[12];\nu3(3.292614455395369*pi,2.229031648522322*pi,1.7514936022527634*pi) q[13];\nu3(3.807365231529846*pi,3.045095493274463*pi,4.164727889458739*pi) q[14];\nu3(3.2870737848655507*pi,-0.46976233844031445*pi,1.093523005080722*pi) q[15];\nu3(3.4126352525687498*pi,0.1613358278843312*pi,0.7560639612622674*pi) q[16];\nRxxyyzz(0.4061226171797597*pi,0.22921755366846416*pi,0.08141008326198172*pi) q[0],q[13];\nRxxyyzz(0.4745815576640754*pi,0.2766290604298123*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.39918807111696986*pi,0.15358346339822262*pi,3.924974165963363*pi) q[7],q[2];\nRxxyyzz(0.36846906762270926*pi,0.27823409187478493*pi,3.9485078653269703*pi) q[3],q[9];\nRxxyyzz(0.45000818556526934*pi,0.20216755027959185*pi,0.0997387397724352*pi) q[4],q[14];\nRxxyyzz(0.3990868151259803*pi,0.2939429920284946*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.45710965604010967*pi,0.1949791024002923*pi,0.14987638043583204*pi) q[16],q[10];\nRxxyyzz(0.46090051654209696*pi,0.27256898378134053*pi,0.0*pi) q[12],q[11];\nu3(3.4272732262530603*pi,2.257355352364755*pi,0.7220888376350768*pi) q[0];\nu3(3.4529101685464205*pi,0.5733675475709141*pi,1.6758734141774978*pi) q[1];\nu3(3.7343254962260857*pi,2.9810999789940715*pi,2.2297078713566174*pi) q[2];\nu3(3.3978721113305776*pi,1.2057771840523737*pi,0.5939661272768744*pi) q[3];\nu3(3.607759502256756*pi,2.9299472224595973*pi,0.9099685300962699*pi) q[4];\nu3(3.6258815809741916*pi,3.0135594642171584*pi,0.6272369400009309*pi) q[5];\nu3(3.3570590046382813*pi,3.2543149015150323*pi,0.6165099404298378*pi) q[6];\nu3(3.2515575296976715*pi,2.920892231130667*pi,0.5937404445686751*pi) q[7];\nu3(3.178804899787491*pi,-0.37216004314224715*pi,1.240749926255933*pi) q[8];\nu3(3.5742947095760456*pi,1.8894496104137088*pi,0.6605964719976294*pi) q[9];\nu3(3.5765064499173693*pi,2.269338040914932*pi,3.766261700603613*pi) q[10];\nu3(3.468059098103741*pi,3.4110891098391747*pi,1.2654861814892027*pi) q[11];\nu3(3.6665128878259963*pi,3.0037432854730284*pi,1.667797301689797*pi) q[12];\nu3(3.7678566714844957*pi,-0.1701147561290226*pi,2.0270073624750333*pi) q[13];\nu3(3.7047184125046195*pi,-0.49786869066428174*pi,0.523475267253088*pi) q[14];\nu3(3.5211202735198617*pi,2.8247628001707397*pi,4.107658287594193*pi) q[16];\nRxxyyzz(0.43138772811141024*pi,0.29913908047707505*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.43482842015502954*pi,0.31066382321973185*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.3475666773940399*pi,0.24616522579479438*pi,0.0661052249511993*pi) q[3],q[10];\nRxxyyzz(0.4659240383963663*pi,0.40629044649431256*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.42012796071556824*pi,0.19484538906318616*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.43145160064003035*pi,0.2568993926955399*pi,3.9391737979754*pi) q[16],q[13];\nRxxyyzz(0.45172154936183007*pi,0.31777264418391304*pi,0.0*pi) q[15],q[14];\nu3(3.4615999522969036*pi,3.381342135258412*pi,0.8321629985926129*pi) q[0];\nu3(3.741585599246681*pi,0.845963979667486*pi,1.636062858432909*pi) q[1];\nu3(3.728523212056626*pi,1.9984019379797817*pi,0.5423896142847668*pi) q[3];\nu3(3.1733174085738147*pi,2.0858676240594205*pi,4.425445992879588*pi) q[4];\nu3(3.51497807118561*pi,1.7706989831211413*pi,1.8841464258024094*pi) q[5];\nu3(3.5177798723016*pi,3.0324305506575984*pi,4.321382332377471*pi) q[8];\nu3(3.647785626292746*pi,2.7909959379660796*pi,1.7901309810828012*pi) q[9];\nu3(3.5794136851763576*pi,3.3946180098265257*pi,4.119624264598914*pi) q[10];\nu3(3.454920193403721*pi,-0.32848912827622584*pi,0.5519469044474818*pi) q[11];\nu3(3.5387920641322674*pi,-0.21160950890478009*pi,0.5787435288776654*pi) q[12];\nu3(3.3994587951784587*pi,-0.4863572259492357*pi,1.509708618436374*pi) q[13];\nu3(3.4729498355267108*pi,1.4771201119849255*pi,0.8267335794107357*pi) q[14];\nu3(3.8764178155903752*pi,-0.4510925454916685*pi,1.2440380123345127*pi) q[15];\nu3(3.6573233349334062*pi,-0.42563769064952145*pi,1.2653690889275224*pi) q[16];\nmeasure q[5] -> c[12];\nRxxyyzz(0.46259133675575026*pi,0.11306149253891296*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.4387242633401497*pi,0.2620893409397502*pi,0.11522666966359515*pi) q[7],q[1];\nRxxyyzz(0.41359047957918027*pi,0.35249768137634874*pi,0.2590507629374965*pi) q[8],q[2];\nRxxyyzz(0.48523510928071023*pi,0.1563913793071673*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.42451476847609015*pi,0.2759101378940848*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.34792796792782976*pi,0.18936582600824226*pi,3.8646809733817697*pi) q[10],q[14];\nRxxyyzz(0.4094282280826399*pi,0.1795777462411139*pi,0.041013240072507014*pi) q[15],q[13];\nu3(3.55807952564315*pi,0.5213571450481846*pi,1.8694510544107186*pi) q[0];\nu3(3.6788104174468756*pi,0.0623263915849549*pi,1.408492390345212*pi) q[1];\nu3(3.607449337101484*pi,0.1724623680047671*pi,1.6290081478392024*pi) q[2];\nu3(3.786612722527433*pi,1.7791748611749973*pi,1.660915477949028*pi) q[3];\nu3(3.156408648215621*pi,0.8949439745372674*pi,1.8432029611655885*pi) q[4];\nu3(3.2862251985034647*pi,1.2085793446177169*pi,1.5047652267629763*pi) q[6];\nu3(3.4021404388709056*pi,2.7671474627796737*pi,0.7095883994867355*pi) q[7];\nu3(3.0804206638681353*pi,3.0000099134257923*pi,3.903097592096906*pi) q[8];\nu3(3.845655030037455*pi,3.239998092774754*pi,1.910869402944807*pi) q[10];\nu3(3.5014364775711813*pi,2.8391847483440174*pi,1.106916587854947*pi) q[11];\nu3(3.5194292621135728*pi,2.969086846707609*pi,4.247513903849662*pi) q[13];\nu3(3.7407601291138355*pi,2.963112945846915*pi,4.289633493390378*pi) q[14];\nu3(3.5425726827014374*pi,1.2681960957191727*pi,3.998716308190462*pi) q[15];\nu3(3.4208130417999723*pi,1.7469030389251143*pi,1.5097974725234082*pi) q[16];\nRxxyyzz(0.4519248758635994*pi,0.43896502418959926*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3862061513745393*pi,0.23763445691356777*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.45341883672178956*pi,0.21554783599235228*pi,0.20196034906614624*pi) q[3],q[2];\nRxxyyzz(0.4392785905508201*pi,0.1500054965580182*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4229582348979092*pi,0.2999582092452492*pi,0.08498640977325367*pi) q[8],q[6];\nRxxyyzz(0.45309296947582967*pi,0.30774080982435814*pi,3.877087914987321*pi) q[7],q[13];\nRxxyyzz(0.3598286552333697*pi,0.109874646852127*pi,0.05292492016180539*pi) q[11],q[10];\nRxxyyzz(0.3406489827031499*pi,0.059852738928429905*pi,0.0*pi) q[16],q[15];\nu3(3.863336607285135*pi,-0.04939947209369944*pi,0.775743670071877*pi) q[0];\nu3(3.502969971950251*pi,-0.20564368089633267*pi,0.6463792337988075*pi) q[1];\nu3(3.6460313250334293*pi,-0.3077458317345396*pi,4.216609969421436*pi) q[2];\nu3(3.881992197134793*pi,2.5378736383019453*pi,3.9948579409367833*pi) q[3];\nu3(3.4721642656283693*pi,-0.09365617202543675*pi,1.3017695647903156*pi) q[4];\nu3(3.336222509362029*pi,2.3328829007146004*pi,1.694122433802805*pi) q[6];\nu3(3.0434126719694534*pi,1.3656611382167194*pi,1.0527391803319353*pi) q[7];\nu3(3.529251016367519*pi,2.793745125074188*pi,0.5644423173146106*pi) q[8];\nu3(3.263512799329519*pi,0.06340994422053536*pi,0.6892076652783841*pi) q[9];\nu3(2.775231258774321*pi,0.15207870018773806*pi,4.198831449990422*pi) q[10];\nu3(1.9246647881894197*pi,3.4230440179637487*pi,1.6722539289891918*pi) q[11];\nu3(3.2360901602230103*pi,2.5787706647477613*pi,0.7185159135559741*pi) q[12];\nu3(3.777554451601651*pi,1.901331693361731*pi,0.7691381428655895*pi) q[13];\nu3(3.3601365208067695*pi,2.8879686811832563*pi,0.9009523361246142*pi) q[14];\nu3(3.2449047753941045*pi,-0.46542367378132826*pi,2.1319540588402974*pi) q[15];\nu3(0.7312378048405777*pi,3.2536387631796546*pi,1.2330540384912942*pi) q[16];\nmeasure q[7] -> c[0];\nmeasure q[3] -> c[1];\nmeasure q[16] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[15] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[4] -> c[13];\nmeasure q[13] -> c[14];\nmeasure q[1] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.161627528769226*pi,0.4153370775017432*pi,0.5086092690109694*pi) q[0];\nu3(3.6993632467274895*pi,-0.27837227633321243*pi,1.1674160555741595*pi) q[1];\nu3(3.1655723185917473*pi,0.605213379850436*pi,1.2825456294188982*pi) q[2];\nu3(3.09574628310497*pi,-0.48629012510096226*pi,3.8220821789253736*pi) q[3];\nu3(3.4955236089915482*pi,-0.4639823949535923*pi,1.9703921809078393*pi) q[4];\nu3(3.320776455407124*pi,2.927211112384657*pi,1.1844965217305599*pi) q[5];\nu3(3.679235622211262*pi,-0.4806202637630882*pi,3.6756721743836884*pi) q[6];\nu3(3.3130615883181407*pi,2.858449267090986*pi,3.576459660729585*pi) q[7];\nu3(3.534741071148181*pi,0.3138870933113068*pi,0.5373169471052653*pi) q[8];\nu3(3.866669857794233*pi,2.6071694059797386*pi,4.110111654554332*pi) q[9];\nu3(3.3925503324079296*pi,0.8241342052895804*pi,4.260279386200491*pi) q[10];\nu3(3.6501152091058753*pi,-0.18786756230674784*pi,2.8132797375808614*pi) q[11];\nu3(3.82016616259079*pi,3.465094478394816*pi,0.6531087274646526*pi) q[12];\nu3(3.361286442630907*pi,2.2606215903618807*pi,0.7044006800610724*pi) q[13];\nu3(3.5765691575436533*pi,0.9418720144323165*pi,0.7194889453278941*pi) q[14];\nu3(3.345351945777955*pi,2.6346407458592593*pi,0.6028818680543595*pi) q[15];\nu3(3.4261282268869517*pi,2.6408458532563657*pi,1.5849417978805187*pi) q[16];\nRxxyyzz(0.46462151470805335*pi,0.24676672844669956*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3243826192616095*pi,0.12045021278739476*pi,3.917593610247311*pi) q[1],q[9];\nRxxyyzz(0.3927663786973242*pi,0.27698636434903*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4553713511702704*pi,0.3045301097603308*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4548960461637961*pi,0.39794617490626116*pi,0.1944553389358017*pi) q[4],q[16];\nRxxyyzz(0.4266014628927995*pi,0.13241832218696237*pi,3.8935545911594396*pi) q[5],q[13];\nRxxyyzz(0.3458137225053499*pi,0.28171614574167103*pi,0.11009623584239092*pi) q[6],q[15];\nRxxyyzz(0.3969667120362292*pi,0.14411606258773002*pi,3.95232536847986*pi) q[7],q[8];\nu3(3.612627048443574*pi,2.572167100556601*pi,1.4216607177481952*pi) q[0];\nu3(3.774988824382281*pi,3.484957505467682*pi,3.7278479674534557*pi) q[1];\nu3(3.153042677560292*pi,-0.21678735606254107*pi,1.0520657540179692*pi) q[2];\nu3(3.2419198083837957*pi,2.4768773474083132*pi,0.924573603062612*pi) q[3];\nu3(3.7323997039202745*pi,3.0678534366372405*pi,4.43472709818905*pi) q[4];\nu3(3.569403180897101*pi,2.783733187943623*pi,1.968312952298462*pi) q[5];\nu3(3.2377496222656266*pi,0.4294410384467633*pi,0.7597445253085988*pi) q[6];\nu3(3.7593254025055125*pi,0.29076109648763404*pi,0.6543401634112715*pi) q[7];\nu3(3.5513138125866752*pi,2.8114399763679083*pi,0.9081844436683295*pi) q[8];\nu3(3.694811595660113*pi,-0.31755583200728416*pi,1.056313360743575*pi) q[9];\nu3(3.4326032592487286*pi,2.9153180478254734*pi,1.996104996284693*pi) q[11];\nu3(3.614284501492506*pi,1.101250892932327*pi,1.3251600492709246*pi) q[12];\nu3(3.583412620098507*pi,3.28179018261203*pi,1.5484663257422535*pi) q[13];\nu3(3.450173866997371*pi,-0.18272558834124392*pi,0.6161193944616494*pi) q[14];\nu3(3.7211416148784022*pi,0.2308089197003823*pi,1.632236737394761*pi) q[15];\nu3(3.119692261878067*pi,2.627455716364389*pi,0.9085374459112531*pi) q[16];\nRxxyyzz(0.4268058593537801*pi,0.26189664689385833*pi,0.08578016166636888*pi) q[0],q[13];\nRxxyyzz(0.41454473154634064*pi,0.16261759171275525*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.36081017447592967*pi,0.17246994084713174*pi,0.08857774886043757*pi) q[3],q[7];\nRxxyyzz(0.43510326502959945*pi,0.31651774601291643*pi,3.9560805601996094*pi) q[12],q[5];\nRxxyyzz(0.23749874979978888*pi,0.206737002360589*pi,0.043361880270005315*pi) q[6],q[10];\nRxxyyzz(0.3802492836141894*pi,0.2775315598603836*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.36171870944061013*pi,0.3178997707513429*pi,0.0*pi) q[11],q[15];\nu3(3.173809292566933*pi,-0.4859836236455195*pi,1.4012178997565945*pi) q[0];\nu3(3.8317220105038783*pi,-0.09310762978516457*pi,0.6599988619759962*pi) q[2];\nu3(3.573790617246467*pi,-0.38795837308325*pi,3.4826779120971367*pi) q[3];\nu3(3.347572475987612*pi,3.2203317761284422*pi,1.8505852248116264*pi) q[5];\nu3(3.3037062163222606*pi,-0.4515086770543407*pi,0.6286566440741139*pi) q[6];\nu3(3.7276674323960513*pi,-0.2172109173774509*pi,1.0659391330030579*pi) q[7];\nu3(3.4095585001987856*pi,0.2829696639707302*pi,4.458575478996251*pi) q[8];\nu3(3.6592240729472207*pi,3.1667513123818654*pi,1.0069165968562221*pi) q[9];\nu3(3.4379525305252754*pi,1.8261375760992937*pi,4.270776737221201*pi) q[10];\nu3(3.6776407180853337*pi,0.1886578615165283*pi,2.4872734978090367*pi) q[11];\nu3(3.6697627604864653*pi,-0.15225929778760217*pi,1.1866276129516233*pi) q[12];\nu3(3.539999635189019*pi,2.2714004017355176*pi,1.0334177449840085*pi) q[13];\nu3(3.300303212689803*pi,3.3570273515901876*pi,0.6677825804050732*pi) q[14];\nu3(3.1278827820351593*pi,2.341349889126072*pi,1.835148457220077*pi) q[15];\nRxxyyzz(0.43637713879944007*pi,0.3151634863799748*pi,3.87403862668753*pi) q[1],q[0];\nRxxyyzz(0.3700499137730295*pi,0.3270518012428871*pi,3.8941622825090096*pi) q[2],q[10];\nRxxyyzz(0.3586579313362294*pi,0.11631729918925737*pi,0.06382631671223926*pi) q[3],q[14];\nRxxyyzz(0.4407364124090201*pi,0.24355430274738782*pi,0.06276916170247028*pi) q[5],q[8];\nRxxyyzz(0.4283365280560596*pi,0.3753428320547495*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.45711280233489526*pi,0.20654735506867627*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.45679479542738*pi,0.29225582093810987*pi,0.0*pi) q[12],q[13];\nRxxyyzz(0.43060970139007987*pi,0.26651484070773007*pi,3.9010890179651896*pi) q[15],q[16];\nu3(3.281813454682036*pi,2.1933734082587257*pi,2.1240655294887327*pi) q[0];\nu3(3.7398341304035507*pi,0.4754687005343122*pi,1.731514159858616*pi) q[1];\nu3(3.641576185709308*pi,2.2160929210908487*pi,1.8741919107193254*pi) q[2];\nu3(3.2140668317317114*pi,1.9751472291441896*pi,0.9514841992805526*pi) q[3];\nu3(3.6296912254390588*pi,3.0320664731769615*pi,1.8573764065171523*pi) q[5];\nu3(3.7741948127340144*pi,3.1012080686671446*pi,0.8450847145911495*pi) q[6];\nu3(3.2837844544221735*pi,2.1719513225388436*pi,1.0709979546961002*pi) q[7];\nu3(3.54336406050565*pi,0.5175803647912369*pi,0.5701079694043838*pi) q[8];\nu3(3.4815893212332014*pi,2.9079473074171647*pi,4.212231388974208*pi) q[9];\nu3(3.3084619234046087*pi,3.315667504511593*pi,2.028676746613291*pi) q[10];\nu3(3.3206463982247256*pi,0.051515993028986795*pi,4.212388993003221*pi) q[11];\nu3(3.710675476611222*pi,0.03763372033757606*pi,1.0293818125147378*pi) q[12];\nu3(3.461920153494782*pi,-0.46931284836232984*pi,0.8825129811001446*pi) q[13];\nu3(3.6984545151122226*pi,0.8523692125005664*pi,0.8738196978927255*pi) q[14];\nu3(3.500773822407383*pi,3.262846697952292*pi,1.6413443495573743*pi) q[15];\nu3(3.3235278166474274*pi,2.9385987637981947*pi,1.4113470189539568*pi) q[16];\nRxxyyzz(0.40238018446267965*pi,0.2847731736364723*pi,3.8919516082725405*pi) q[4],q[0];\nRxxyyzz(0.3862883668117698*pi,0.27079116726939884*pi,0.045431043740499916*pi) q[1],q[6];\nRxxyyzz(0.39324064365235945*pi,0.154902214064768*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.41219071781401995*pi,0.2693150890569963*pi,3.936409992219281*pi) q[12],q[3];\nRxxyyzz(0.42658174574487007*pi,0.2544538063516333*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.44601783859944366*pi,0.28862797401999596*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.37416618798721946*pi,0.17607808939354563*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.4487238745384005*pi,0.24370027880637396*pi,0.13142825093621494*pi) q[11],q[16];\nu3(3.383495498475423*pi,-0.2099227070116767*pi,1.9252277150698456*pi) q[0];\nu3(3.7845242706666213*pi,1.0713609289597472*pi,4.459539997545784*pi) q[1];\nu3(3.407949697411249*pi,0.23582423213123738*pi,1.1733196012835923*pi) q[2];\nu3(3.2257175724160128*pi,1.9965927414235116*pi,0.5069112506495284*pi) q[3];\nu3(3.5429992589042265*pi,-0.24493074828703365*pi,1.9142412583570478*pi) q[4];\nu3(3.4462414767216236*pi,2.778628753896278*pi,2.120294551765876*pi) q[5];\nu3(3.3645907767933396*pi,-0.4421247574114062*pi,3.386544835767958*pi) q[6];\nu3(3.112771443048393*pi,0.3908642687039422*pi,0.7223414776159599*pi) q[7];\nu3(3.350716008138096*pi,0.3981517512906104*pi,0.5357640304578637*pi) q[8];\nu3(3.40255611839491*pi,0.4432513559711101*pi,2.1587760120570185*pi) q[9];\nu3(3.153052475717309*pi,2.2886050253703267*pi,2.1188279970201815*pi) q[10];\nu3(3.530444001345483*pi,2.95027585132083*pi,1.341921323438266*pi) q[11];\nu3(3.1644988887782866*pi,0.6098235095886424*pi,1.89280860365529*pi) q[12];\nu3(3.361410834659984*pi,0.1813785669803274*pi,0.508816833840922*pi) q[13];\nu3(3.7209851797207665*pi,2.1090255040242245*pi,2.2544312895350735*pi) q[14];\nu3(3.4383013464530827*pi,-0.295823980875346*pi,4.378545882769101*pi) q[16];\nRxxyyzz(0.4653288604861907*pi,0.369782200601691*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.34515575341959964*pi,0.2766495448753723*pi,3.8700836109789094*pi) q[1],q[14];\nRxxyyzz(0.41248311319042996*pi,0.3302840089102165*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.3811929872154904*pi,0.2152613017341949*pi,3.934086278443891*pi) q[3],q[5];\nRxxyyzz(0.35514075899879927*pi,0.18557666911318993*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4636935676798615*pi,0.42075434223938313*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.20539786329746954*pi,0.14321166864744805*pi,0.08799689692194423*pi) q[8],q[16];\nRxxyyzz(0.45380118499051003*pi,0.4029816577675873*pi,3.79786936790164*pi) q[15],q[11];\nu3(3.704981337460447*pi,-0.2281956672327582*pi,1.170795029691797*pi) q[0];\nu3(3.475635644184176*pi,2.249985562333835*pi,0.7854093045955693*pi) q[1];\nu3(3.359097158732057*pi,3.1143119467842593*pi,0.6122105812142706*pi) q[2];\nu3(3.3116829922857325*pi,0.07439637299392288*pi,1.7254579489750972*pi) q[3];\nu3(3.4148852323709162*pi,-0.20558920792318075*pi,4.198744425623984*pi) q[4];\nu3(3.5109377515137097*pi,2.7363081171417414*pi,1.9499110849239796*pi) q[5];\nu3(3.3936892504704232*pi,3.413598185142269*pi,1.0254630216756242*pi) q[6];\nu3(3.2971111779058457*pi,-0.45537475987301695*pi,1.5406020123656372*pi) q[7];\nu3(3.4339482680342193*pi,3.3431628513263525*pi,3.1901178930799965*pi) q[8];\nu3(3.53057455327266*pi,2.5023180613655693*pi,1.0684852279828982*pi) q[9];\nu3(3.7982980558104473*pi,2.3713195432955896*pi,1.4895828057539042*pi) q[11];\nu3(3.1018629256372803*pi,-0.13867922441330466*pi,0.6880734057719333*pi) q[12];\nu3(3.476800748541122*pi,0.6691682689502372*pi,0.9674452525387194*pi) q[13];\nu3(3.942394241840628*pi,2.092085701289228*pi,1.8548843547423401*pi) q[14];\nu3(3.6344889424787015*pi,0.4328955299620254*pi,0.6357225692239092*pi) q[15];\nu3(3.4640314353954036*pi,-0.11174630761101312*pi,2.0653244641742634*pi) q[16];\nRxxyyzz(0.38312033010084*pi,0.14033220244436606*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.44722362475592004*pi,0.21401699129462726*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.3533106845692313*pi,0.1977027204575954*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.34883965166628966*pi,0.19230161385258704*pi,0.046694183523598554*pi) q[4],q[6];\nRxxyyzz(0.3950973707762601*pi,0.29691960980253307*pi,0.11002003431177518*pi) q[5],q[7];\nRxxyyzz(0.4242986157084604*pi,0.29067328100700873*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.45420672545238006*pi,0.37950311859665575*pi,3.880395877203389*pi) q[15],q[12];\nu3(3.2064523541951124*pi,3.2272751206546575*pi,0.7086435671076035*pi) q[0];\nu3(3.6984711887133996*pi,3.2888766517308086*pi,2.1583486528009903*pi) q[2];\nu3(3.637677616742578*pi,0.19997529902261724*pi,0.5752876563684203*pi) q[3];\nu3(3.304996227344481*pi,1.9220884078303433*pi,0.8308473342325082*pi) q[4];\nu3(3.7034619196994165*pi,-0.2949399613845581*pi,3.7419291329357782*pi) q[5];\nu3(3.387139262158665*pi,0.21871500074939454*pi,4.2293249494215415*pi) q[6];\nu3(3.6004421661904837*pi,3.2584045611392574*pi,1.0103005987022278*pi) q[7];\nu3(3.7007829392519134*pi,3.165992692809719*pi,0.5034906357607025*pi) q[9];\nu3(3.967780803270117*pi,2.6819396412743823*pi,4.42385315136635*pi) q[10];\nu3(3.9534695301442166*pi,0.465141300680183*pi,1.8584384708287218*pi) q[11];\nu3(3.6368662880507054*pi,-0.29236574556837425*pi,0.8117840318183052*pi) q[12];\nu3(3.2741573119653906*pi,-0.2980762266023169*pi,1.2140455968286765*pi) q[13];\nu3(3.6299737957363885*pi,-0.15852823474931016*pi,1.8585571283984372*pi) q[14];\nu3(3.5573235441065676*pi,0.05312274140447526*pi,4.376614521513874*pi) q[15];\nRxxyyzz(0.3308309772482999*pi,0.16309106375591398*pi,3.9164877028342104*pi) q[0],q[13];\nRxxyyzz(0.3606666333499896*pi,0.2648501633644309*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3772922516708199*pi,0.27521401016327385*pi,0.07204019291105555*pi) q[6],q[2];\nRxxyyzz(0.3854615364295699*pi,0.27825112995665435*pi,3.86039596454663*pi) q[9],q[3];\nRxxyyzz(0.44971604499035955*pi,0.33153256046776913*pi,0.11023304016291924*pi) q[15],q[4];\nRxxyyzz(0.3960681363355668*pi,0.23968527602446632*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.17755893662008915*pi,0.1494736115846259*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.32357342623873997*pi,0.30277571079667576*pi,0.0*pi) q[10],q[11];\nu3(3.876040606523602*pi,3.485755804038644*pi,2.2145316571939206*pi) q[0];\nu3(3.8167340986740483*pi,3.436738466139441*pi,4.0773119205598105*pi) q[1];\nu3(3.2975836478969827*pi,3.3406857754029975*pi,2.2853864900610574*pi) q[2];\nu3(3.3145509862787947*pi,2.8492390518044184*pi,0.7632685874680147*pi) q[3];\nu3(3.363162018364486*pi,3.3960673963844865*pi,1.541760566152942*pi) q[4];\nu3(3.2904432276645315*pi,2.3743440866955887*pi,0.9216049008541471*pi) q[5];\nu3(3.664833399316065*pi,0.27408443927607107*pi,1.5110402256027424*pi) q[6];\nu3(3.2216359420256726*pi,3.4269043385718585*pi,1.2027104874087713*pi) q[7];\nu3(3.640789533531183*pi,-0.3270007258090478*pi,1.3725439842445009*pi) q[8];\nu3(3.504798490375174*pi,1.840438546108508*pi,2.2855404566950788*pi) q[9];\nu3(3.781257426733837*pi,0.7557311268350786*pi,1.625348304843504*pi) q[10];\nu3(3.8791749938731432*pi,0.19899738217014384*pi,1.4746078166130816*pi) q[11];\nu3(3.499576095712767*pi,2.6653526980073035*pi,1.868356820761639*pi) q[12];\nu3(3.3295128953412334*pi,2.6126928205759623*pi,2.007943426157712*pi) q[13];\nu3(3.6637947367066754*pi,0.5579342295319527*pi,1.0796859663261196*pi) q[14];\nu3(3.3765774420972408*pi,2.584936316210988*pi,3.5416193750982488*pi) q[15];\nRxxyyzz(0.4453581223919595*pi,0.25592343962152597*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.38378072917042994*pi,0.2047151217085572*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.36630408488012023*pi,0.17178887033358747*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4209117516802202*pi,0.28562742733469915*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4145683639831298*pi,0.3275947101345632*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.3959522118529396*pi,0.22764547243516187*pi,3.9373831748618695*pi) q[11],q[7];\nRxxyyzz(0.4161989096965728*pi,0.295051977596847*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.4250472106632799*pi,0.30626642387606395*pi,0.0*pi) q[15],q[16];\nu3(3.255731776519052*pi,2.8357356608027406*pi,2.4954518318004935*pi) q[0];\nu3(3.466564122662484*pi,0.24308237941042876*pi,4.404027667446671*pi) q[1];\nu3(3.328153831775693*pi,1.7334578590315077*pi,1.5250071719767782*pi) q[3];\nu3(3.5614393925617076*pi,-0.44522351229509183*pi,4.344657877912136*pi) q[4];\nu3(3.6830413009127914*pi,2.719968313196622*pi,0.734031159684298*pi) q[5];\nu3(3.4794152457407606*pi,1.2400601842989918*pi,1.483148016922851*pi) q[6];\nu3(3.5599495956579816*pi,-0.14350606976770086*pi,0.9351649144668088*pi) q[7];\nu3(3.212648943943062*pi,1.0384435943292152*pi,1.688655032165725*pi) q[8];\nu3(3.6621258680304387*pi,2.9405056356992447*pi,1.6927568421049353*pi) q[9];\nu3(3.5518016829975814*pi,-0.38821643815008977*pi,1.1773176305294708*pi) q[10];\nu3(3.4632904783009715*pi,2.5472255262613372*pi,1.169692742816241*pi) q[11];\nu3(3.828536232611805*pi,3.2750776173682694*pi,3.7521794686342953*pi) q[12];\nu3(3.5568238120446085*pi,3.2648375798978133*pi,2.3230902650207748*pi) q[13];\nu3(3.7132992380269116*pi,1.1362845223272293*pi,4.490408737193343*pi) q[14];\nu3(3.1329352319620845*pi,3.2872912382165502*pi,1.8242315701183744*pi) q[15];\nu3(3.6208594330419634*pi,-0.013426879509962575*pi,2.201429996784377*pi) q[16];\nRxxyyzz(0.40739050877154726*pi,0.1777022073777561*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.44201764111017017*pi,0.3354321873901775*pi,3.833409008162759*pi) q[1],q[16];\nRxxyyzz(0.36250268735875*pi,0.21319850810440102*pi,3.9103150002563005*pi) q[13],q[3];\nRxxyyzz(0.44748603778217033*pi,0.3908197443645691*pi,3.8753997298348506*pi) q[5],q[12];\nRxxyyzz(0.41813559315366006*pi,0.2644417540468899*pi,3.9560256492600403*pi) q[6],q[10];\nRxxyyzz(0.40730178148035*pi,0.09155098877001278*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4501868073549772*pi,0.2768560690484562*pi,0.100675690113896*pi) q[8],q[11];\nRxxyyzz(0.3369378785627663*pi,0.19911410213962188*pi,3.915048433576091*pi) q[15],q[14];\nu3(3.3233414751372234*pi,0.8216453609305274*pi,1.9778508885969492*pi) q[0];\nu3(3.5354891103558606*pi,3.4948268548948866*pi,1.350184777826327*pi) q[1];\nu3(3.6527821222979853*pi,-0.41274552610717163*pi,2.0861524089662167*pi) q[2];\nu3(3.928164671695562*pi,1.9023357107458914*pi,0.5480093418639767*pi) q[3];\nu3(3.3989763094093846*pi,1.8166046590607956*pi,1.6167503174864026*pi) q[5];\nu3(3.7129342589072802*pi,3.175422530317655*pi,1.8130250143214872*pi) q[6];\nu3(3.5049806849654086*pi,2.6190617939151832*pi,2.177365484417092*pi) q[7];\nu3(3.771009538662069*pi,3.0148035622273843*pi,1.353991490613232*pi) q[8];\nu3(3.6138733101497986*pi,0.9047468131044469*pi,1.0788183552281714*pi) q[9];\nu3(3.237879697927061*pi,3.4067867427364082*pi,1.7502943500178474*pi) q[10];\nu3(3.564943174844222*pi,0.7402779841499627*pi,0.8178181538553136*pi) q[11];\nu3(3.6117427387162246*pi,1.0098680487304503*pi,0.8806357745824925*pi) q[12];\nu3(3.3951759241070225*pi,2.175183954509511*pi,1.1719287152018496*pi) q[13];\nu3(3.6637702696119843*pi,3.0631224882902455*pi,0.9562159368851626*pi) q[14];\nu3(3.624796798582301*pi,0.05176655394132679*pi,0.8428908068966089*pi) q[15];\nu3(3.6047450684056623*pi,0.9722093873008268*pi,2.4046918864980817*pi) q[16];\nRxxyyzz(0.46427011036841925*pi,0.208448384381811*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3468383182842302*pi,0.14392464906659885*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4548443324566703*pi,0.2214431522461999*pi,0.04153399956821122*pi) q[9],q[3];\nRxxyyzz(0.34040435647234984*pi,0.26551460886579425*pi,0.1328179658117694*pi) q[4],q[16];\nRxxyyzz(0.43566572969591955*pi,0.20642657631343497*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.32809836481600924*pi,0.1992520767926269*pi,0.08516788154972232*pi) q[13],q[12];\nu3(3.5526765255306834*pi,-0.22541653030423991*pi,3.7767822565538016*pi) q[0];\nu3(3.6766557378347167*pi,0.6131327092119565*pi,1.04284358540991*pi) q[1];\nu3(3.8215166670021024*pi,3.474987979287701*pi,1.0111720203530092*pi) q[3];\nu3(3.374185584854371*pi,-0.4481200984760184*pi,3.8557552621967446*pi) q[4];\nu3(3.807195779708043*pi,0.8778305234766448*pi,2.077804409651237*pi) q[5];\nu3(3.906788662353629*pi,-0.43235523900112466*pi,2.0612365726099444*pi) q[6];\nu3(3.674477020275743*pi,2.8500080067910742*pi,1.6565811185233192*pi) q[7];\nu3(3.6584632110305937*pi,0.534832109701183*pi,1.2600636218909909*pi) q[9];\nu3(3.4391346032504266*pi,0.37992919833660665*pi,0.5826234183104764*pi) q[10];\nu3(3.572910593751335*pi,0.4729050286424441*pi,0.901682955365414*pi) q[12];\nu3(3.2304651027057587*pi,-0.18060907262168513*pi,4.374002357113188*pi) q[13];\nu3(3.7883777003975463*pi,3.179862634668008*pi,1.0927235859369038*pi) q[16];\nRxxyyzz(0.4520471004483896*pi,0.24489974314521448*pi,0.048240816306174175*pi) q[14],q[0];\nRxxyyzz(0.41215509540913*pi,0.13424825079867753*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4434605676372595*pi,0.2819363381469224*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4848566531657904*pi,0.2921100757408299*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4010783652973596*pi,0.3141709698457569*pi,3.9536025772906402*pi) q[9],q[7];\nRxxyyzz(0.47048952659815935*pi,0.18147241757654708*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.47536914065588975*pi,0.40963664315666926*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.2738661735644099*pi,0.15537795365322205*pi,0.0*pi) q[15],q[16];\nu3(3.583419506086288*pi,2.31100440146047*pi,3.9377558313547114*pi) q[0];\nu3(3.6538281498119125*pi,0.16008035799101583*pi,1.693360798293089*pi) q[1];\nu3(3.6271489707602838*pi,-0.4017256301037077*pi,0.7156617942040671*pi) q[2];\nu3(3.4016396917878957*pi,1.005742801994566*pi,1.3100947550588002*pi) q[3];\nu3(3.556605200264724*pi,2.648376418481223*pi,1.7886562077694004*pi) q[5];\nu3(3.5919761833978856*pi,3.1142944439242912*pi,3.8900830611859334*pi) q[6];\nu3(3.1577775933031287*pi,2.308704558246288*pi,1.754838723970844*pi) q[7];\nu3(3.8457660423072526*pi,0.8721245881683484*pi,1.9086288536186162*pi) q[8];\nu3(3.6204027210818754*pi,-0.11207874539623741*pi,0.9676159617673163*pi) q[9];\nu3(3.457879661187335*pi,0.2074997917948368*pi,4.25763295024179*pi) q[10];\nu3(3.6673748833210498*pi,-0.3708399975654889*pi,1.492007585053214*pi) q[11];\nu3(3.797498176260286*pi,0.7838046799281952*pi,4.322434293017436*pi) q[12];\nu3(3.547525107109502*pi,-0.04085329705707913*pi,2.3396690406116516*pi) q[13];\nu3(3.446805261138967*pi,3.1220084059487023*pi,3.0530714539029784*pi) q[14];\nu3(3.6261400096411993*pi,-0.22668859704144473*pi,4.2008179024202175*pi) q[15];\nu3(3.798043640546471*pi,0.07017047133433485*pi,1.9623390602271107*pi) q[16];\nRxxyyzz(0.43095918271776956*pi,0.26091032910619405*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4785202840175896*pi,0.2105731788898706*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.45177917129437006*pi,0.1581300333534305*pi,0.1283929156456123*pi) q[2],q[8];\nRxxyyzz(0.37326996797729933*pi,0.2839379869153958*pi,3.9011708637560005*pi) q[5],q[3];\nRxxyyzz(0.37844517857393*pi,0.24341315178850584*pi,3.8870839026445303*pi) q[7],q[13];\nRxxyyzz(0.45568778569702306*pi,0.17900877499148493*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.4396940635785294*pi,0.27629646164453614*pi,3.89998793110399*pi) q[15],q[11];\nRxxyyzz(0.3976867676821598*pi,0.1274886817407982*pi,0.0*pi) q[14],q[16];\nu3(3.4508511388842584*pi,2.561554619895147*pi,1.9735567086763623*pi) q[0];\nu3(3.486603785402604*pi,2.7531728166667495*pi,1.7871946578839588*pi) q[1];\nu3(3.536898472244486*pi,1.849252047485832*pi,4.22486946359732*pi) q[2];\nu3(3.417499729279628*pi,2.973678997760236*pi,1.2281181443316607*pi) q[3];\nu3(3.7003662311816052*pi,1.903692553428697*pi,2.2487303354731134*pi) q[5];\nu3(3.5961364140990435*pi,2.2011754873932303*pi,1.7729149706722818*pi) q[6];\nu3(3.6901238669011507*pi,3.4288207261448003*pi,0.941977610214384*pi) q[7];\nu3(3.544094139166694*pi,2.549491909963283*pi,1.115732192847826*pi) q[8];\nu3(3.6479559230349086*pi,2.473788131624942*pi,1.063223520122138*pi) q[9];\nu3(3.357587476931845*pi,3.2605162552704376*pi,0.5792306495259116*pi) q[10];\nu3(3.3321529557918397*pi,-0.20469551246589934*pi,1.7112322631795989*pi) q[11];\nu3(3.289724216236068*pi,2.937284960357739*pi,2.221213526904056*pi) q[12];\nu3(3.3258485482062823*pi,0.5287759386466302*pi,0.5491591031800662*pi) q[13];\nu3(3.286767165051085*pi,2.9600764387669836*pi,1.7048811670500068*pi) q[14];\nu3(3.649887952609575*pi,0.16690057422851945*pi,1.8164045684663943*pi) q[15];\nu3(3.835206209145854*pi,2.2027391012212663*pi,1.2117539553041057*pi) q[16];\nRxxyyzz(0.32655196941107006*pi,0.20519122205344908*pi,0.05742805698846176*pi) q[0],q[5];\nRxxyyzz(0.43790414917099973*pi,0.3035116588307849*pi,3.9160177204455895*pi) q[8],q[1];\nRxxyyzz(0.4095508392698094*pi,0.30574398155666727*pi,3.9529853165064903*pi) q[2],q[9];\nRxxyyzz(0.4181432665035101*pi,0.20028738597105483*pi,3.884484322283001*pi) q[11],q[3];\nRxxyyzz(0.3890117435952996*pi,0.330650315274068*pi,3.959067633779691*pi) q[15],q[4];\nRxxyyzz(0.3660283706915798*pi,0.28823872058642075*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4132185080856098*pi,0.22172292360933746*pi,3.9067467854481706*pi) q[13],q[16];\nu3(3.420389217144545*pi,0.3571107972179214*pi,1.6077318640096974*pi) q[0];\nu3(3.5324398641745507*pi,3.265311925315276*pi,0.7046033937388567*pi) q[1];\nu3(3.6835266632324544*pi,0.2646313411046617*pi,1.4916804244469206*pi) q[2];\nu3(3.888016109424513*pi,-0.19097283256115571*pi,1.6882778466338808*pi) q[3];\nu3(3.569154189084362*pi,0.8616399571247777*pi,0.6833133743782129*pi) q[4];\nu3(3.2304640655049517*pi,3.2309029686554447*pi,3.8539592130750044*pi) q[5];\nu3(3.7891423598710827*pi,0.8828018221490099*pi,1.1062254356378078*pi) q[6];\nu3(3.536108702842002*pi,0.1377957366560253*pi,2.0242930791661435*pi) q[7];\nu3(3.365962817252509*pi,3.4761155475911374*pi,2.1951868589551085*pi) q[8];\nu3(3.5086836574959945*pi,2.5947281958602653*pi,1.9704278681804581*pi) q[9];\nu3(3.872917281243061*pi,0.6920569953625917*pi,1.1833659616290118*pi) q[11];\nu3(3.808034517675603*pi,0.12194594320935714*pi,1.593298162757646*pi) q[13];\nu3(3.7880245045240946*pi,-0.2653728086334171*pi,0.6204116818794123*pi) q[15];\nu3(3.700320447450376*pi,-0.2767729037364648*pi,1.0875925721788757*pi) q[16];\nRxxyyzz(0.36610836189383644*pi,0.13730928446232527*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.45747600401593014*pi,0.41531300886597*pi,3.71411373624575*pi) q[7],q[1];\nRxxyyzz(0.4027183823195202*pi,0.36210588873581084*pi,0.03973235289679522*pi) q[2],q[10];\nRxxyyzz(0.4025762028908305*pi,0.15532826116620813*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4513453595101696*pi,0.2219551109255544*pi,3.9350949171483*pi) q[8],q[5];\nRxxyyzz(0.40204553291514056*pi,0.2674543489151384*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.3612051674879201*pi,0.2644705083624521*pi,0.04596395363482276*pi) q[9],q[14];\nRxxyyzz(0.33445758526756997*pi,0.14686426152918308*pi,0.04969349474936635*pi) q[12],q[16];\nu3(3.5830186264614805*pi,0.5947744217075281*pi,2.3733182671588313*pi) q[0];\nu3(3.537001005370931*pi,0.6841995410764419*pi,1.6405632131044086*pi) q[1];\nu3(3.839189064723046*pi,2.096289509541632*pi,1.2606207240706313*pi) q[2];\nu3(3.2942412436291075*pi,0.01522735362813954*pi,4.1113609616485505*pi) q[4];\nu3(3.4123840217205474*pi,-0.4419696037151377*pi,1.9132686729982789*pi) q[5];\nu3(3.601750519160839*pi,0.6301673311749931*pi,1.2394448150996278*pi) q[6];\nu3(3.239762976602287*pi,-0.44672325608521135*pi,0.6839419058432115*pi) q[7];\nu3(3.127862048616669*pi,-0.2708257878501896*pi,2.012959994335463*pi) q[8];\nu3(3.4928942048962286*pi,0.6562944848787495*pi,4.310014709475878*pi) q[9];\nu3(3.2500356831619577*pi,0.6897717194348636*pi,0.5538958730650599*pi) q[10];\nu3(3.612837720326154*pi,2.1552285418810664*pi,1.7841196754572017*pi) q[11];\nu3(3.510420377251296*pi,-0.18150862630222886*pi,3.336299084403876*pi) q[12];\nu3(3.4802473929895017*pi,3.216215885445889*pi,1.4482941366369915*pi) q[13];\nu3(3.650144904548271*pi,0.07272140361311041*pi,1.6227125758297856*pi) q[14];\nu3(3.08117908634389*pi,3.0812456664923813*pi,1.1580883226893026*pi) q[15];\nu3(3.568503604692492*pi,2.912101305144227*pi,3.1194385875832524*pi) q[16];\nRxxyyzz(0.32434376869440984*pi,0.3019337533925841*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.2988715796437801*pi,0.23199084256674896*pi,0.10565204524481464*pi) q[2],q[3];\nRxxyyzz(0.4542945337427101*pi,0.289749675984187*pi,3.8648311299715203*pi) q[4],q[5];\nRxxyyzz(0.33957184575800026*pi,0.18709845496376687*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4167247769459*pi,0.3348354081190806*pi,0.19418745125890505*pi) q[7],q[10];\nRxxyyzz(0.3364299026151597*pi,0.15811501039978637*pi,0.13313983554523467*pi) q[15],q[9];\nRxxyyzz(0.45233470184686914*pi,0.2541677754659841*pi,3.94038621598968*pi) q[13],q[12];\nRxxyyzz(0.4462284141098199*pi,0.19097167382955058*pi,0.07142340524204176*pi) q[14],q[16];\nu3(3.7816708245762998*pi,2.1975122286944333*pi,1.2207805951791721*pi) q[0];\nu3(3.665682661753892*pi,0.36633714764929515*pi,4.302565123906574*pi) q[2];\nu3(3.578583107758829*pi,3.470171247661765*pi,3.0530318927614486*pi) q[3];\nu3(3.3770824173203224*pi,0.02299532541802063*pi,2.392871503237095*pi) q[4];\nu3(3.0976868929530106*pi,3.452320935089282*pi,1.2730624269867752*pi) q[5];\nu3(3.1340108060412684*pi,0.9684185814507318*pi,1.682890405144967*pi) q[6];\nu3(3.8072938196152077*pi,0.6879053162067543*pi,3.951149069864805*pi) q[7];\nu3(3.6520323145391678*pi,2.0574640691406936*pi,1.945848515821646*pi) q[8];\nu3(3.16114641771212*pi,0.21562392561295318*pi,1.1389837274359564*pi) q[9];\nu3(3.557104478167231*pi,0.2575232947092002*pi,1.1124411100940201*pi) q[10];\nu3(3.4807077966671853*pi,2.0968414464804948*pi,0.8387549649443122*pi) q[11];\nu3(3.9100680646290575*pi,-0.08827485357800957*pi,2.2274575732135866*pi) q[12];\nu3(3.6955166583876258*pi,2.6033968943913193*pi,0.9214568288037142*pi) q[13];\nu3(3.237350055275799*pi,3.4088114263666482*pi,3.9615721903134213*pi) q[14];\nu3(3.106770318702438*pi,-0.2191603191143024*pi,4.046401631818292*pi) q[15];\nu3(3.8716550896360906*pi,2.602667988680956*pi,3.5756877086836187*pi) q[16];\nRxxyyzz(0.47401044831462*pi,0.16402269974860006*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.29844669658622985*pi,0.2202485953377029*pi,3.8677576228510304*pi) q[14],q[1];\nRxxyyzz(0.46541865608049693*pi,0.34487752361685753*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.3734309104876294*pi,0.1111153956923219*pi,3.9267114665919096*pi) q[4],q[7];\nRxxyyzz(0.30874896658976964*pi,0.2589546480792655*pi,3.9211019708300405*pi) q[15],q[6];\nRxxyyzz(0.38435807096900027*pi,0.18212413761798804*pi,3.9472729993067492*pi) q[9],q[11];\nRxxyyzz(0.2487177879397496*pi,0.23719107605969203*pi,3.9052254917318994*pi) q[13],q[10];\nRxxyyzz(0.39769966782115024*pi,0.16483757443112473*pi,3.93177624952881*pi) q[12],q[16];\nu3(3.5926163400275333*pi,0.14335598838336172*pi,0.5933517532031911*pi) q[0];\nu3(3.1300137542817197*pi,1.0655383975352175*pi,1.2011186447690223*pi) q[1];\nu3(3.67907573662404*pi,0.4547869834692835*pi,1.8364530831321009*pi) q[2];\nu3(3.6735491610019726*pi,0.9275289598664624*pi,2.3780538211705324*pi) q[3];\nu3(3.602117676769706*pi,0.7213418929578701*pi,1.79997683537464*pi) q[4];\nu3(3.541761293116414*pi,1.3144707497672887*pi,1.579354044858522*pi) q[5];\nu3(3.1829085358933074*pi,-0.4546288806279031*pi,2.3833315206489667*pi) q[6];\nu3(3.882718406785034*pi,3.2573415874574914*pi,1.9879923371231136*pi) q[7];\nu3(3.55412600502004*pi,2.9598213119938945*pi,0.5764339811762622*pi) q[9];\nu3(3.4291781994703348*pi,1.7301194026316242*pi,1.3938856007423166*pi) q[10];\nu3(3.3264360019190256*pi,-0.44565615068641606*pi,2.355399728503224*pi) q[11];\nu3(3.1760683648817887*pi,0.8709185548105611*pi,2.250832871271279*pi) q[12];\nu3(3.4260698934713023*pi,2.832081919074719*pi,1.019649815240612*pi) q[13];\nu3(3.7596911312037316*pi,2.0752490053894723*pi,0.715467196555246*pi) q[14];\nu3(3.808750726035503*pi,2.8631295881551906*pi,1.1891549176107472*pi) q[15];\nu3(3.491638933288032*pi,0.43245003819780214*pi,2.245597370797251*pi) q[16];\nmeasure q[0] -> c[5];\nmeasure q[3] -> c[8];\nmeasure q[5] -> c[12];\nRxxyyzz(0.3752002349800998*pi,0.2905907391577003*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.3937050107170794*pi,0.08820441227727038*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.3813881642127407*pi,0.2270109688921309*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.32956381424503967*pi,0.2095394189292772*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.3704887825391766*pi,0.2569389010373976*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.422147294027991*pi,0.158647041800009*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.4441338512828806*pi,0.23399706795665992*pi,3.9565516136754106*pi) q[15],q[13];\nu3(3.597001560074309*pi,3.364892370162977*pi,0.9201867358994882*pi) q[1];\nu3(3.5973444986082495*pi,0.796528225905796*pi,1.6896740714503096*pi) q[2];\nu3(3.2082479350996342*pi,0.8321166303826402*pi,2.3763879424588614*pi) q[4];\nu3(0.18443104257997325*pi,0.24408404317045962*pi,0.6010064104443209*pi) q[6];\nu3(3.6713136603786887*pi,3.2721626424753003*pi,0.5154089371908999*pi) q[7];\nu3(3.3276243487901507*pi,-0.16108944833626404*pi,4.00179231844186*pi) q[8];\nu3(3.589973020884377*pi,1.1868902503087568*pi,1.7257186238513957*pi) q[9];\nu3(3.2693544125965985*pi,0.11677528300253792*pi,1.247400683093775*pi) q[10];\nu3(3.572046863556365*pi,2.002723198979502*pi,1.8539038734162294*pi) q[11];\nu3(3.0723305997152632*pi,2.537746645406107*pi,0.731913004205043*pi) q[12];\nu3(3.9679633615016265*pi,-0.2651081427190922*pi,2.0442963079158454*pi) q[13];\nu3(3.152453635715053*pi,0.698575580528273*pi,4.015316068913068*pi) q[14];\nu3(3.7105228369999055*pi,2.408817583187375*pi,2.2822227948542646*pi) q[15];\nu3(3.9303626206899285*pi,-0.1500843198277403*pi,2.1991657120625754*pi) q[16];\nmeasure q[2] -> c[0];\nmeasure q[15] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[4] -> c[6];\nmeasure q[14] -> c[7];\nmeasure q[9] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[1] -> c[13];\nmeasure q[12] -> c[14];\nmeasure q[11] -> c[15];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.314686031250141*pi,-0.0736866190155574*pi,1.068539272467674*pi) q[0];\nu3(3.5159903139844975*pi,3.0740645612667885*pi,3.499549013533908*pi) q[1];\nu3(3.4321839243892365*pi,0.816906988693034*pi,3.5360208101008563*pi) q[2];\nu3(3.2700642267197213*pi,3.0878856868982845*pi,0.5354418813332605*pi) q[3];\nu3(3.6949024645243056*pi,2.899186152803326*pi,1.4665375470413125*pi) q[4];\nu3(3.4619875733101257*pi,0.2908508148665434*pi,1.2982396216900112*pi) q[5];\nu3(3.3976677406643123*pi,-0.29894823412775984*pi,0.8806843997339335*pi) q[6];\nu3(3.545451553918598*pi,2.9405830374717192*pi,3.543216028173869*pi) q[7];\nu3(3.5586162356579187*pi,3.018931187677825*pi,2.295181066330111*pi) q[8];\nu3(3.3039650863005168*pi,-0.21031367789100397*pi,2.956161221144826*pi) q[9];\nu3(3.3207751099706617*pi,2.646615439947209*pi,1.3647627843854102*pi) q[10];\nu3(3.333014821357945*pi,3.2660545849247073*pi,4.094358508798116*pi) q[11];\nu3(3.0997043927774945*pi,-0.4484879890648087*pi,1.6667691858521407*pi) q[12];\nu3(3.6270905158437796*pi,3.3150876571090513*pi,2.1027355595218724*pi) q[13];\nu3(3.4859042818030774*pi,2.721910736876818*pi,0.6543411234447665*pi) q[14];\nu3(3.144259146775262*pi,0.446003883132702*pi,3.4069655040701097*pi) q[15];\nu3(3.9019307932724265*pi,2.9403233391424055*pi,0.9759243031349674*pi) q[16];\nRxxyyzz(0.4560462024244497*pi,0.251856125223425*pi,0.19192519443817704*pi) q[0],q[9];\nRxxyyzz(0.4546815328799587*pi,0.15051536860525117*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4545266496019292*pi,0.2582646127640076*pi,3.91480682953979*pi) q[3],q[4];\nRxxyyzz(0.48275731921626*pi,0.4178248659617853*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.2473485050819897*pi,0.18543491904352427*pi,3.904758094723631*pi) q[7],q[15];\nRxxyyzz(0.37029391102146014*pi,0.07152881224947105*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.39866629479506926*pi,0.14449844462659903*pi,0.12904246841315717*pi) q[11],q[16];\nRxxyyzz(0.4421371234961301*pi,0.20874161419802906*pi,0.07369400520603243*pi) q[12],q[14];\nu3(3.6612509143152256*pi,-0.352569747428192*pi,1.9236921119056145*pi) q[0];\nu3(3.2192935424662785*pi,2.776442485528237*pi,1.712552519555679*pi) q[2];\nu3(3.3343430278253123*pi,2.821847079892099*pi,1.5415465713352532*pi) q[3];\nu3(3.6022148555207805*pi,2.574141185335941*pi,1.3015255196613529*pi) q[4];\nu3(3.404279768137462*pi,0.34121269909609064*pi,1.3242244283757205*pi) q[5];\nu3(3.2668274822860366*pi,0.13703058216929365*pi,4.1673634679580065*pi) q[6];\nu3(3.090230839647807*pi,2.995488089533352*pi,0.5100926963555514*pi) q[7];\nu3(3.8386924452703393*pi,2.873105941564645*pi,1.8017213973288728*pi) q[8];\nu3(3.033461963282345*pi,0.16687172052564914*pi,3.907022136318961*pi) q[9];\nu3(3.7804552145220978*pi,0.27216178096565824*pi,2.1794122643477905*pi) q[10];\nu3(3.067610171382353*pi,3.2149625551850773*pi,1.4075913233685446*pi) q[11];\nu3(3.5157484851102083*pi,3.181426421744168*pi,3.718955504963654*pi) q[12];\nu3(3.6334662566006304*pi,1.567170183494901*pi,4.138196561104016*pi) q[13];\nu3(3.5466764871073506*pi,-0.44736474639270896*pi,0.829797872449022*pi) q[14];\nu3(3.7228969960651823*pi,2.6901224186229094*pi,0.5568199614197158*pi) q[15];\nu3(3.5342320600546917*pi,3.430201079065161*pi,2.111411647693595*pi) q[16];\nRxxyyzz(0.4838696796003701*pi,0.3609938924972671*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4836025792107199*pi,0.33216217342923793*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4299407452615509*pi,0.26900750300753806*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4128159716233998*pi,0.2652017744766955*pi,0.1552410441773169*pi) q[3],q[12];\nRxxyyzz(0.4169586185676192*pi,0.32819552377289307*pi,3.927103208221121*pi) q[5],q[7];\nRxxyyzz(0.35189468231948506*pi,0.2081907321726879*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.40110423657470007*pi,0.3291711257100123*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.4338620694287099*pi,0.20954884560643453*pi,0.13059845760614405*pi) q[11],q[14];\nu3(3.5546476042798942*pi,3.107251228022287*pi,3.103745958039954*pi) q[0];\nu3(3.325919076498743*pi,0.9325260618105911*pi,1.6564425139048229*pi) q[1];\nu3(3.199347247729096*pi,1.1009091726510454*pi,1.8344723180488798*pi) q[2];\nu3(3.716527232823213*pi,1.0314673558356284*pi,4.260488990380155*pi) q[3];\nu3(3.4059157408401677*pi,0.7337721169572489*pi,0.8879150855682691*pi) q[4];\nu3(3.3121778766981924*pi,3.151020100907325*pi,1.27590641521039*pi) q[5];\nu3(3.5066469722976645*pi,1.1327568958453527*pi,2.3704483915156223*pi) q[6];\nu3(3.4713843541747047*pi,2.5728605820689854*pi,0.5300116211833785*pi) q[7];\nu3(3.3483325258561663*pi,2.5605038188604747*pi,1.476614622791418*pi) q[8];\nu3(3.3467709094593987*pi,-0.3039716868121888*pi,4.30782490614301*pi) q[9];\nu3(3.297314364658368*pi,-0.3773921419308326*pi,2.0624151089313854*pi) q[10];\nu3(3.5285691447593597*pi,3.2564351687345665*pi,2.890597742009151*pi) q[11];\nu3(3.606923307246795*pi,0.07483271482314169*pi,1.081011324692318*pi) q[12];\nu3(3.8090235104137955*pi,2.494196482545006*pi,1.1111614872042814*pi) q[14];\nu3(3.4270844111960814*pi,2.808524228144145*pi,0.8033373908420023*pi) q[15];\nu3(3.697835718420775*pi,2.8871569047824233*pi,0.6939183275409722*pi) q[16];\nRxxyyzz(0.4367470875690799*pi,0.3290315996725375*pi,3.902988965636391*pi) q[0],q[7];\nRxxyyzz(0.3389994119391893*pi,0.2358876855357801*pi,3.8389160357345595*pi) q[4],q[1];\nRxxyyzz(0.2655048113703099*pi,0.20491355450252602*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.31249297885548966*pi,0.20267159656886902*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.43719572819099817*pi,0.260145480692497*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3829833739001696*pi,0.3167040287857805*pi,0.05922490435867876*pi) q[9],q[14];\nRxxyyzz(0.42878436287226984*pi,0.28504303566548683*pi,3.7663818413190793*pi) q[16],q[10];\nRxxyyzz(0.4207158765461094*pi,0.411525610423241*pi,0.30074455322519444*pi) q[11],q[15];\nu3(3.955467916258423*pi,0.0044117321720758*pi,1.3800884360313628*pi) q[0];\nu3(3.823231024531858*pi,3.328834324942227*pi,3.684806138888458*pi) q[1];\nu3(3.621858063989459*pi,-0.1945955942783284*pi,1.4661767461176134*pi) q[2];\nu3(3.428032877925405*pi,3.497847574138175*pi,2.381558907857599*pi) q[3];\nu3(3.3700595810291496*pi,0.1201192492980282*pi,4.043722363061403*pi) q[4];\nu3(3.170793629116064*pi,-0.15808369701439845*pi,1.0870515403066343*pi) q[5];\nu3(3.4741737927463916*pi,-0.468392038810465*pi,1.8895167690850894*pi) q[6];\nu3(3.0501344154400005*pi,-0.14719905837758684*pi,2.497928409884778*pi) q[7];\nu3(3.9436930939085975*pi,1.2003593189574042*pi,1.596155559312707*pi) q[8];\nu3(3.4784410632803917*pi,3.375051921681301*pi,3.6537815892111456*pi) q[9];\nu3(3.790604768850667*pi,2.810098070473984*pi,1.8718668918108947*pi) q[10];\nu3(3.3649271951244386*pi,2.4311976251114062*pi,3.4007304344754057*pi) q[11];\nu3(3.3740468042475165*pi,-0.2141317427575734*pi,1.9161189479393501*pi) q[12];\nu3(3.2452721393870716*pi,2.5491834237633393*pi,0.6489043035897368*pi) q[14];\nu3(3.4123054830905137*pi,3.1660654303871403*pi,1.4739373939930882*pi) q[15];\nu3(3.647805288830081*pi,-0.21928783518590478*pi,1.03254027268185*pi) q[16];\nRxxyyzz(0.4344103070424799*pi,0.2657542162079475*pi,0.1280987624966744*pi) q[0],q[4];\nRxxyyzz(0.4365167782717895*pi,0.11667251349379726*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.41407627246124*pi,0.15155776129415344*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.44466730368656965*pi,0.3019483781280811*pi,3.8793888558223397*pi) q[16],q[3];\nRxxyyzz(0.47668784427695965*pi,0.21853680640214812*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3287825654060996*pi,0.2414130705656381*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.39339130216261065*pi,0.3505150762535998*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.43589076405526883*pi,0.2593527903455861*pi,0.0*pi) q[12],q[11];\nu3(3.2112667630072353*pi,1.9907750553260417*pi,0.5161366821186215*pi) q[0];\nu3(3.9352948990482575*pi,2.464119469996887*pi,0.7713824144518817*pi) q[1];\nu3(3.773456715522946*pi,0.42375204284820955*pi,2.475888237310693*pi) q[2];\nu3(3.180008135790745*pi,0.5751107199353318*pi,0.501639056391781*pi) q[3];\nu3(3.697124293268081*pi,2.6289276625725995*pi,4.351136901372573*pi) q[4];\nu3(3.320554832656873*pi,-0.3696150062990848*pi,0.5219518825838902*pi) q[5];\nu3(3.4565697355442047*pi,2.3884809530705935*pi,2.0126152135026967*pi) q[6];\nu3(3.816745692274629*pi,3.4415803452512286*pi,0.7933588173136004*pi) q[7];\nu3(3.509420393962349*pi,3.445157053172517*pi,4.262315391042016*pi) q[8];\nu3(3.384592308817781*pi,2.9249178205096276*pi,1.5520458454126098*pi) q[9];\nu3(3.3939839662258766*pi,0.6104243307414512*pi,1.500603224144202*pi) q[10];\nu3(3.3563755087338136*pi,2.7996406856527423*pi,0.6968989045720275*pi) q[11];\nu3(3.6056765585408286*pi,0.5294389928610803*pi,0.7516278396637605*pi) q[12];\nu3(3.4286714613272182*pi,1.8543099213237824*pi,1.2972845630487058*pi) q[14];\nu3(3.7777296020549596*pi,-0.028245210402956744*pi,0.5361883619157073*pi) q[15];\nu3(3.8163269051856163*pi,-0.12314792941255226*pi,1.101013718629933*pi) q[16];\nRxxyyzz(0.3558791303456493*pi,0.17910004638912103*pi,3.873130424867499*pi) q[0],q[10];\nRxxyyzz(0.4450417438354194*pi,0.17777444371652065*pi,3.8585888020642214*pi) q[12],q[1];\nRxxyyzz(0.4156195311137295*pi,0.2935919163610441*pi,0.1945221202638484*pi) q[16],q[2];\nRxxyyzz(0.3865137299239399*pi,0.270754631785489*pi,3.93689701343828*pi) q[3],q[6];\nRxxyyzz(0.3830022094195098*pi,0.23152864040344723*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.40195897806727987*pi,0.28277726513861823*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.32800070508534296*pi,0.1735641976925455*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4580657141475297*pi,0.2728244038441964*pi,0.0*pi) q[11],q[14];\nu3(3.8768705916538324*pi,2.405083207710852*pi,1.4769360816555204*pi) q[0];\nu3(3.49519675086144*pi,3.0593296077694925*pi,1.1973087901512312*pi) q[1];\nu3(3.4844319005938127*pi,-0.34443759899374526*pi,2.1215498228357785*pi) q[2];\nu3(3.6595453986421167*pi,0.5805635041192001*pi,2.233834831115956*pi) q[3];\nu3(3.419533485873023*pi,-0.1986120131598632*pi,1.8338836887738466*pi) q[5];\nu3(3.5449479987965*pi,2.3403743996999924*pi,0.6097864592807607*pi) q[6];\nu3(3.778701262744147*pi,-0.2288712597203546*pi,1.1248146175314178*pi) q[7];\nu3(3.3586341913903386*pi,3.462838712499987*pi,1.4212649088096443*pi) q[8];\nu3(3.1032225213378393*pi,0.28891257703270945*pi,4.409573346325121*pi) q[9];\nu3(3.5162775695869*pi,-0.28356426244963046*pi,0.6803710693676199*pi) q[10];\nu3(3.4959125284263832*pi,1.4152707308675136*pi,1.5335661272970182*pi) q[11];\nu3(3.6679295671252645*pi,0.0368931736179523*pi,2.195638320304684*pi) q[12];\nu3(3.2687257990499807*pi,-0.12201064577684895*pi,1.113566131965118*pi) q[13];\nu3(3.5830056651253948*pi,0.5831933544416703*pi,1.4891452603084243*pi) q[14];\nu3(3.569619140457775*pi,0.6882910808906599*pi,0.7859964474945902*pi) q[15];\nu3(3.539607683701057*pi,0.2515696024196895*pi,1.1006797820542484*pi) q[16];\nRxxyyzz(0.45059016565492993*pi,0.31285656938423756*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.42670117686637976*pi,0.1995163220092365*pi,0.18603001063984453*pi) q[1],q[2];\nRxxyyzz(0.4473711665348602*pi,0.1685881299414247*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.43283495338342004*pi,0.23592024478576068*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4697317175160657*pi,0.08606681563108387*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.43024325913587924*pi,0.25292277129806995*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.41899791433856937*pi,0.28643557740588704*pi,0.09702671000746001*pi) q[7],q[8];\nRxxyyzz(0.39850914690585215*pi,0.32729717907030986*pi,0.0*pi) q[16],q[13];\nu3(3.2622549676955273*pi,2.6511512792648597*pi,1.348889511357445*pi) q[0];\nu3(3.233225247773693*pi,3.102763107952498*pi,1.7507555546377533*pi) q[1];\nu3(3.081154955212569*pi,1.6505200150196515*pi,4.35509454537482*pi) q[2];\nu3(3.5846617161509795*pi,-0.3557120582725758*pi,3.8894913450895334*pi) q[3];\nu3(3.3827569759341216*pi,3.1841653075850918*pi,3.9368784364008533*pi) q[4];\nu3(3.642743132857835*pi,0.6538653977205893*pi,2.1058208317312426*pi) q[5];\nu3(3.160572435080346*pi,2.261822176603033*pi,1.4457749350184836*pi) q[6];\nu3(3.4896857471991996*pi,0.7397810842407644*pi,4.26505751373327*pi) q[7];\nu3(3.216386721572437*pi,2.516579726887715*pi,1.2108172365565317*pi) q[8];\nu3(3.680516321010606*pi,0.3625472650398276*pi,0.8784846758791817*pi) q[9];\nu3(3.5125398466860536*pi,0.1766729733509651*pi,4.368124471309359*pi) q[11];\nu3(3.507036682560333*pi,0.5263956371026626*pi,0.7627583119034964*pi) q[12];\nu3(3.2527158211501472*pi,3.1873156567509846*pi,4.296312023052867*pi) q[13];\nu3(3.43879618880468*pi,-0.17924657825636203*pi,4.066374191437063*pi) q[14];\nu3(3.4898984838552716*pi,1.0749699950865605*pi,1.4449563310211646*pi) q[15];\nu3(3.4511755896361285*pi,0.016851524159318454*pi,1.4371394081804563*pi) q[16];\nRxxyyzz(0.44029439559211003*pi,0.29283527194303727*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.31964844811959037*pi,0.15963391524158643*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.37177122756647984*pi,0.24488281842358844*pi,3.8189773623041496*pi) q[13],q[3];\nRxxyyzz(0.44958456639502004*pi,0.3290879070052761*pi,3.840331740115859*pi) q[4],q[6];\nRxxyyzz(0.41024661095871007*pi,0.29736238727356407*pi,0.17744551847634477*pi) q[7],q[15];\nRxxyyzz(0.48353768542206965*pi,0.21278509740854035*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.43112690252294517*pi,0.19293315211610285*pi,0.0*pi) q[10],q[11];\nu3(3.240412243159725*pi,2.9387359704335196*pi,4.383632202934121*pi) q[1];\nu3(3.122546308346606*pi,-0.10712291664337847*pi,3.109970602401657*pi) q[2];\nu3(3.6362829731966095*pi,2.7334572582115375*pi,1.5714278679042497*pi) q[3];\nu3(3.790598311698507*pi,0.7703452942436724*pi,2.463855556460823*pi) q[4];\nu3(3.4258438288663884*pi,0.8609501098513945*pi,2.1726546474808153*pi) q[6];\nu3(3.393186455852997*pi,0.7454009429816288*pi,1.2233498437019232*pi) q[7];\nu3(3.2663740704076605*pi,-0.05402495427899934*pi,1.4289452164385483*pi) q[8];\nu3(3.3672573696842494*pi,-0.263726296648788*pi,0.956572902911216*pi) q[9];\nu3(3.401845072527732*pi,2.8039648725205*pi,2.0939532582075646*pi) q[10];\nu3(3.3175844532349776*pi,0.5229060902601643*pi,1.3649330821182497*pi) q[11];\nu3(3.9483554890171977*pi,1.8446022866035432*pi,1.1570077791352897*pi) q[12];\nu3(3.0062677114027614*pi,2.952902499629448*pi,0.5721719757150794*pi) q[13];\nu3(3.476802274986486*pi,3.1103632753641404*pi,0.7791664359401775*pi) q[15];\nu3(3.0866913066415274*pi,-0.09819251540703211*pi,0.8964626226050169*pi) q[16];\nRxxyyzz(0.3992678416948898*pi,0.31231625211641934*pi,3.9198625329857197*pi) q[0],q[12];\nRxxyyzz(0.45220271923371946*pi,0.3833372909781517*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.44336266449285955*pi,0.21374434909348317*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4236335389625499*pi,0.21073538095794686*pi,3.9550223986798905*pi) q[7],q[6];\nRxxyyzz(0.4443085389734699*pi,0.1518658935306818*pi,3.950807887468761*pi) q[14],q[10];\nRxxyyzz(0.43970463618837996*pi,0.26745859677978956*pi,0.08221547513480316*pi) q[13],q[15];\nu3(3.5066672888599437*pi,3.4916660638564867*pi,0.8563554892503635*pi) q[0];\nu3(3.7434217788901667*pi,3.1294741071366015*pi,3.2498848107228318*pi) q[3];\nu3(3.5939736451417605*pi,2.806888903446966*pi,1.3193771914797803*pi) q[4];\nu3(3.363507547847691*pi,2.9178651323026354*pi,0.5551180319541267*pi) q[6];\nu3(3.3917796881117863*pi,0.2605996338844301*pi,2.0556466760147107*pi) q[7];\nu3(3.5180897234322313*pi,2.031579744996149*pi,0.5419751865779513*pi) q[8];\nu3(3.7344095454502577*pi,3.130196687158219*pi,2.435290683042316*pi) q[10];\nu3(3.127767557464192*pi,2.884067545666704*pi,0.8681897066860786*pi) q[12];\nu3(3.6010934723105463*pi,0.1562081189432356*pi,3.6867926843419294*pi) q[13];\nu3(3.5286858231427676*pi,-0.2785237386292204*pi,0.7221040776535013*pi) q[14];\nu3(3.656351292741184*pi,2.7824909949291596*pi,4.363401454065208*pi) q[15];\nu3(3.63107433484757*pi,3.334722264132609*pi,0.6496080048664465*pi) q[16];\nRxxyyzz(0.2474088536475182*pi,0.15478572067216267*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.37828659811414994*pi,0.312478087701777*pi,0.18204426362399195*pi) q[1],q[12];\nRxxyyzz(0.4576895290751799*pi,0.4076581922034306*pi,3.86131003211377*pi) q[4],q[2];\nRxxyyzz(0.47987450789766983*pi,0.29862800565008873*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.39998399930113016*pi,0.34721022609778496*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.41272681464176975*pi,0.2441508524584211*pi,0.16467347555890682*pi) q[6],q[15];\nRxxyyzz(0.3978331906276694*pi,0.2922469588829922*pi,0.048182625622443076*pi) q[7],q[9];\nRxxyyzz(0.44426596567980003*pi,0.2587225351615636*pi,0.0*pi) q[8],q[14];\nu3(3.159755825074802*pi,-0.3543665367380521*pi,3.309153036696496*pi) q[0];\nu3(3.844759330937187*pi,3.1375425571251414*pi,0.6096019224529055*pi) q[1];\nu3(3.373647396845813*pi,2.8387859753864326*pi,0.8023216268854506*pi) q[2];\nu3(3.2445107335814143*pi,0.5112271664060131*pi,1.5550696337656218*pi) q[3];\nu3(3.766127232368934*pi,2.9712823036696423*pi,1.9696367294330788*pi) q[4];\nu3(3.608409955667221*pi,3.387191009985679*pi,0.6312604219745115*pi) q[5];\nu3(3.901779657285028*pi,-0.406810864070688*pi,1.2078688204742054*pi) q[6];\nu3(3.297214822679201*pi,2.142930389335227*pi,2.933608057208964*pi) q[7];\nu3(3.706975150882872*pi,-0.32126649778392724*pi,0.8334880285611311*pi) q[8];\nu3(3.560582067299608*pi,1.036510748116784*pi,1.3585372465743601*pi) q[9];\nu3(3.4907513084840303*pi,-0.3249291464097309*pi,3.681237410700944*pi) q[11];\nu3(3.6768263831382546*pi,2.807597670845956*pi,4.401954761187529*pi) q[12];\nu3(3.2756478293367257*pi,2.618475384650732*pi,2.4678748360107807*pi) q[13];\nu3(3.711999621227857*pi,3.3906240414729867*pi,0.7292754290140113*pi) q[14];\nu3(3.2723573765724874*pi,0.12963018010371619*pi,3.1369306725822366*pi) q[15];\nu3(3.517365675306492*pi,-0.46200987090543844*pi,1.6338399470037284*pi) q[16];\nRxxyyzz(0.461955383885265*pi,0.1126017358004292*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4102154938483995*pi,0.3481276546866143*pi,0.03921133618970299*pi) q[1],q[5];\nRxxyyzz(0.4144305326550697*pi,0.1921698434058815*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.42422115604981014*pi,0.17455291609628232*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.4494185518296998*pi,0.20592996029309643*pi,0.11223901834295884*pi) q[11],q[6];\nRxxyyzz(0.3407306855056798*pi,0.27019059916620725*pi,0.15470696608156942*pi) q[12],q[7];\nRxxyyzz(0.3182750450583294*pi,0.18947177687618488*pi,0.06409846559103904*pi) q[10],q[9];\nu3(3.1751807050703076*pi,2.4241283392974653*pi,2.3092513280553515*pi) q[0];\nu3(3.160811496488665*pi,-0.1564868721816003*pi,4.327073139565337*pi) q[1];\nu3(3.408465345722485*pi,2.803230069240206*pi,1.3364319381236909*pi) q[2];\nu3(3.5836904237691773*pi,0.4894691468568033*pi,2.0826427073878233*pi) q[3];\nu3(3.3425784819074114*pi,0.9265652526472425*pi,2.391413321853789*pi) q[4];\nu3(3.5259815062249857*pi,1.2048840660557272*pi,4.481060638980368*pi) q[5];\nu3(3.615263863088258*pi,-0.3241963507185335*pi,2.7736217106198646*pi) q[6];\nu3(3.496480219699473*pi,3.4733777637185557*pi,0.8946494922508839*pi) q[7];\nu3(3.5167414685785108*pi,0.7104699369959402*pi,4.439059441416589*pi) q[9];\nu3(3.544035983993406*pi,1.0570943785190972*pi,0.6668284603096141*pi) q[10];\nu3(3.9071926907712102*pi,-0.25064159625966276*pi,3.454969075079787*pi) q[11];\nu3(3.4820678972634247*pi,2.4570073259278904*pi,0.8171553988240791*pi) q[12];\nu3(3.4754412232898613*pi,0.7294916700202299*pi,1.298162475816571*pi) q[15];\nu3(3.279004814926045*pi,0.602548416356671*pi,0.9114538904461107*pi) q[16];\nRxxyyzz(0.3118772446768202*pi,0.22334811733527205*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.46914364953912757*pi,0.19737884469942069*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.40923154166142944*pi,0.1070617924892394*pi,3.9358482018848395*pi) q[11],q[2];\nRxxyyzz(0.402092521781392*pi,0.2750625085939512*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4672675487191501*pi,0.1252662290255575*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3643872732561696*pi,0.14098478645109136*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.3755510728079999*pi,0.22864759512487476*pi,0.03937085327617998*pi) q[14],q[10];\nRxxyyzz(0.34523999679053996*pi,0.1671176527206537*pi,0.0*pi) q[12],q[15];\nu3(3.2529002190317424*pi,0.6282980981602257*pi,0.5288714313317564*pi) q[0];\nu3(3.132986567424179*pi,0.6503371764190649*pi,0.8616388722784469*pi) q[1];\nu3(3.474512229335687*pi,-0.15417125767319867*pi,1.0804928819268538*pi) q[2];\nu3(3.3248170147658374*pi,-0.47635268970229383*pi,4.205675961518647*pi) q[3];\nu3(3.48318024068521*pi,0.6371145585169686*pi,1.7871502110797493*pi) q[4];\nu3(3.9223806028485106*pi,0.22116485898375793*pi,4.491111036589387*pi) q[5];\nu3(3.5645884288760676*pi,0.28570073443073785*pi,4.405751695703564*pi) q[6];\nu3(3.1364017903793724*pi,0.734138488645872*pi,1.3823450731332931*pi) q[7];\nu3(3.555888491280032*pi,-0.10634762843770379*pi,0.5809799242129117*pi) q[8];\nu3(3.65823129789155*pi,0.15959863764620508*pi,1.9668672921490749*pi) q[9];\nu3(3.6230964211902674*pi,3.0196107798322895*pi,4.0971135805744545*pi) q[10];\nu3(3.3823583823306786*pi,-0.06655971260051752*pi,1.9591656508063413*pi) q[11];\nu3(3.8567072146258488*pi,-0.16457076518725455*pi,1.0282269426658868*pi) q[12];\nu3(3.5200796409320336*pi,-0.1367973069639613*pi,2.3455958984027725*pi) q[13];\nu3(3.5404394708333884*pi,2.4135612237593262*pi,0.9957351865216232*pi) q[14];\nu3(3.321300691883061*pi,2.368849919143315*pi,2.1857482693291392*pi) q[15];\nRxxyyzz(0.3854826899869497*pi,0.3185138210815144*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.3845485615878501*pi,0.21095631449354735*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.463575546862235*pi,0.3280783305056245*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.43414928808863984*pi,0.12741195929460503*pi,0.043300359542658595*pi) q[4],q[6];\nRxxyyzz(0.43110532486225994*pi,0.32989871593989045*pi,3.871441617533831*pi) q[7],q[10];\nRxxyyzz(0.4795428897548708*pi,0.2135797908437178*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.39763070159054914*pi,0.3623195811521923*pi,3.9404679172954804*pi) q[13],q[16];\nRxxyyzz(0.4067079532497694*pi,0.24095565229914798*pi,3.87832211240263*pi) q[14],q[15];\nu3(3.8125296417785917*pi,0.044309407661605515*pi,0.9962684520141154*pi) q[0];\nu3(3.2320640135172027*pi,3.20582486073748*pi,1.7304556673973424*pi) q[1];\nu3(3.5393191351730664*pi,2.7952177269903644*pi,2.2467887362061703*pi) q[3];\nu3(3.558047929764853*pi,2.926643363331567*pi,4.006576075474646*pi) q[4];\nu3(3.3098482642351676*pi,3.4220794985193903*pi,0.7027796537895106*pi) q[5];\nu3(3.539635208078914*pi,0.32530637261381923*pi,0.9383512757114318*pi) q[6];\nu3(3.559365144175955*pi,2.719688324569602*pi,1.5093217405013295*pi) q[7];\nu3(3.622505723791709*pi,3.1307648533466605*pi,1.3001980974564502*pi) q[8];\nu3(3.3726937868751516*pi,0.4053741928040646*pi,1.3669048485621988*pi) q[9];\nu3(3.6002044922815433*pi,-0.29025622707040816*pi,1.4605319659650045*pi) q[10];\nu3(3.3965955703384565*pi,0.708126020224193*pi,1.9385191869291183*pi) q[11];\nu3(3.3778057814788345*pi,3.1773898709715924*pi,1.0689685966912301*pi) q[12];\nu3(3.7662900989611647*pi,-0.24822933987942553*pi,3.856003612733602*pi) q[13];\nu3(3.4692094497676726*pi,2.8054484553082784*pi,1.357727462128099*pi) q[14];\nu3(3.6009769418231317*pi,2.7385653066088285*pi,1.5905496464981486*pi) q[15];\nu3(3.511649502157589*pi,-0.491571394835168*pi,4.083496613499916*pi) q[16];\nRxxyyzz(0.36465961812943*pi,0.21383915026485173*pi,3.93502286738277*pi) q[0],q[14];\nRxxyyzz(0.4335579446047891*pi,0.3357148445142552*pi,0.14301947499336934*pi) q[16],q[2];\nRxxyyzz(0.37580638335243954*pi,0.2852894706630664*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4537380411367701*pi,0.19480171509339272*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.44447865661924*pi,0.31510203455015784*pi,3.9098538525846305*pi) q[7],q[15];\nRxxyyzz(0.45451122228694985*pi,0.3860806356799783*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.389945976673607*pi,0.10516149230597471*pi,0.0*pi) q[13],q[12];\nu3(3.699205447599928*pi,3.270802131013908*pi,0.7550253240415734*pi) q[0];\nu3(3.5050288956684854*pi,1.2629007789574214*pi,4.326741994499269*pi) q[2];\nu3(3.832424356129606*pi,2.27514454945998*pi,1.719474034725051*pi) q[4];\nu3(3.451268395809352*pi,0.8275222119959609*pi,1.7403304218221767*pi) q[6];\nu3(3.3344360223260803*pi,2.7487659387966685*pi,2.2798261430231084*pi) q[7];\nu3(3.2284287944689747*pi,2.6204855828326825*pi,2.2158357247091645*pi) q[8];\nu3(3.858346631589286*pi,-0.24504161393785528*pi,1.9336717212059327*pi) q[9];\nu3(3.7029902522019498*pi,2.1383161093463867*pi,0.8097085382885251*pi) q[10];\nu3(3.521444549121152*pi,0.6414720834563079*pi,0.5554412342184597*pi) q[11];\nu3(3.5483748263522665*pi,2.9730230867769345*pi,1.7518493544815705*pi) q[12];\nu3(3.167880807353971*pi,3.291031217993849*pi,1.578525141218346*pi) q[13];\nu3(3.34631456510495*pi,3.2197751707502555*pi,2.030811429847215*pi) q[14];\nu3(3.413815039704985*pi,3.4149119620946937*pi,0.6834157150111237*pi) q[15];\nu3(3.3282403779356655*pi,1.0048693385138892*pi,0.882052648833112*pi) q[16];\nRxxyyzz(0.37123945444576967*pi,0.1706476727461432*pi,3.9118275210812397*pi) q[13],q[0];\nRxxyyzz(0.40288696847032973*pi,0.31384160252266685*pi,3.95393599969554*pi) q[4],q[1];\nRxxyyzz(0.497643605243571*pi,0.2592259592656856*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4258511495447107*pi,0.31211952191619674*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3781547071862796*pi,0.18665557258339552*pi,3.88079981507736*pi) q[7],q[5];\nRxxyyzz(0.4178394040350498*pi,0.30426170312705214*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.32959656400383*pi,0.2912351994705329*pi,3.93386771958553*pi) q[15],q[9];\nRxxyyzz(0.4341623728652899*pi,0.1386924532881939*pi,0.0*pi) q[11],q[16];\nu3(3.6065176630644915*pi,3.0106880739040487*pi,2.1110830949034853*pi) q[0];\nu3(3.708945716616239*pi,2.6319804140665526*pi,0.5648406309517142*pi) q[1];\nu3(3.5501673463350976*pi,2.715552605332734*pi,1.9549458241154491*pi) q[2];\nu3(3.0780270586701595*pi,2.208743470420382*pi,1.271953244642704*pi) q[3];\nu3(3.91183959619952*pi,3.4191000910341813*pi,1.8117287956145072*pi) q[4];\nu3(3.888971656028516*pi,-0.14288340415726186*pi,1.4437314358042475*pi) q[5];\nu3(3.666484993973246*pi,3.2238293300701444*pi,2.1446288590275895*pi) q[7];\nu3(3.574796050037459*pi,2.4472374375324146*pi,2.028928313093303*pi) q[8];\nu3(3.3671883925301223*pi,2.498179778565347*pi,2.1261331935308516*pi) q[9];\nu3(3.059120597793598*pi,3.259311328909247*pi,4.208165210004564*pi) q[10];\nu3(3.1147788544401713*pi,0.5713493908451333*pi,0.935487043292998*pi) q[11];\nu3(3.1839109704893764*pi,-0.4665402814025069*pi,0.5959056838076622*pi) q[12];\nu3(3.420431641973584*pi,1.235196994934498*pi,2.4799201821700523*pi) q[13];\nu3(3.432806710151693*pi,2.4035634588836707*pi,1.5601866661640222*pi) q[14];\nu3(3.567291577916132*pi,3.4373142403763843*pi,3.666890146723604*pi) q[15];\nu3(3.1800843258964546*pi,0.7886250889593465*pi,2.0770627825056396*pi) q[16];\nRxxyyzz(0.4305194489816101*pi,0.25477091818093983*pi,3.85542445507773*pi) q[0],q[4];\nRxxyyzz(0.36988189138844957*pi,0.15436360890569126*pi,0.07060874045890107*pi) q[1],q[9];\nRxxyyzz(0.41345688604977426*pi,0.2508857756488192*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.42343095803442*pi,0.3222150263942171*pi,0.15006194680458487*pi) q[16],q[3];\nRxxyyzz(0.44651931703464964*pi,0.23768993550858664*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.33511559399530955*pi,0.2653018948112451*pi,0.04942930323825401*pi) q[15],q[6];\nRxxyyzz(0.39414589262590966*pi,0.2874230632083353*pi,3.918212327282351*pi) q[8],q[14];\nRxxyyzz(0.4880952428477663*pi,0.20904057354461725*pi,0.0*pi) q[13],q[10];\nu3(3.893329378823763*pi,3.0463700026823437*pi,1.8785013954784668*pi) q[0];\nu3(3.305593069420339*pi,-0.3779827848965992*pi,1.973962222819602*pi) q[1];\nu3(3.101973967509112*pi,-0.49150397936370793*pi,0.6194290043462057*pi) q[2];\nu3(3.4907247950612934*pi,2.8410841121432124*pi,3.280797986708709*pi) q[3];\nu3(3.385718046003545*pi,-0.36097574464095794*pi,1.8133729621860692*pi) q[4];\nu3(3.457200090578643*pi,1.3276546987610498*pi,1.4104620989030137*pi) q[5];\nu3(3.154616057507255*pi,-0.08257207085057916*pi,3.5466700251524825*pi) q[6];\nu3(3.1018410919368864*pi,2.420082937834188*pi,0.8242838412505695*pi) q[8];\nu3(3.360274939528491*pi,-0.3520103938233201*pi,1.7605994818957522*pi) q[9];\nu3(3.0859129383404804*pi,2.8631581951711937*pi,0.6871578668637548*pi) q[10];\nu3(3.465349951756121*pi,0.6083880939676058*pi,1.7674107142107602*pi) q[11];\nu3(3.346350621431548*pi,2.4192441459990364*pi,1.2718466787388856*pi) q[12];\nu3(3.759257130405817*pi,3.4825862905404725*pi,4.012525307697631*pi) q[13];\nu3(3.054570997380773*pi,1.7625331980322998*pi,1.3615598634101769*pi) q[14];\nu3(3.3010500984181563*pi,2.8148345825296506*pi,0.7721980473300105*pi) q[15];\nu3(3.492393425865287*pi,3.0667710739274714*pi,4.079120151611613*pi) q[16];\nRxxyyzz(0.414427576961359*pi,0.27898265795160354*pi,0.0834197975496753*pi) q[16],q[0];\nRxxyyzz(0.4298157295644903*pi,0.1474467987696127*pi,0.09354839854402841*pi) q[13],q[1];\nRxxyyzz(0.4623563793521398*pi,0.13744369747635243*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.3724629873614538*pi,0.21281388810160373*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4345598955687806*pi,0.2857684308671057*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.43835129104247017*pi,0.11708708100655407*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.44022320467500986*pi,0.359644707335502*pi,3.7809159340907605*pi) q[10],q[12];\nRxxyyzz(0.343499702428729*pi,0.29589640639054515*pi,0.14032061094930892*pi) q[15],q[14];\nu3(3.2131426180876064*pi,3.2956757257254425*pi,3.348799037025615*pi) q[0];\nu3(3.3214731285582495*pi,-0.4215836613888236*pi,3.733417269960176*pi) q[1];\nu3(3.2854073645626958*pi,-0.22405499628265324*pi,1.1744306847326378*pi) q[2];\nu3(3.192129733658019*pi,0.6447589299828747*pi,1.4057774677978991*pi) q[4];\nu3(3.76372998964021*pi,3.339425037702304*pi,2.0400854212828348*pi) q[5];\nu3(3.8615429474700576*pi,0.3505264533192146*pi,2.2985615880514167*pi) q[6];\nu3(3.6834351178610225*pi,1.376429130749564*pi,1.7625152854387056*pi) q[7];\nu3(3.849578073632312*pi,3.4158320764194334*pi,3.898318024258085*pi) q[8];\nu3(3.4413654246430716*pi,0.06435084601212082*pi,1.4553772541955994*pi) q[9];\nu3(3.4495383918221147*pi,2.897517931863068*pi,0.5362519629650171*pi) q[10];\nu3(3.669777327563746*pi,3.3069502535847333*pi,0.5428612614216857*pi) q[11];\nu3(3.6127008277866413*pi,1.0325172653845283*pi,1.6093863379030349*pi) q[12];\nu3(3.868968822788145*pi,3.443450644408724*pi,2.836285972357061*pi) q[13];\nu3(3.6198775997589094*pi,0.09753215160850559*pi,1.8061947744305114*pi) q[14];\nu3(3.36920550472325*pi,3.12614283848887*pi,0.5386673309095666*pi) q[15];\nu3(3.6178609644482824*pi,2.7764263637311952*pi,0.9576090884812586*pi) q[16];\nmeasure q[7] -> c[11];\nRxxyyzz(0.21014297303131965*pi,0.13142819803821748*pi,0.04946148437782405*pi) q[11],q[0];\nRxxyyzz(0.44146888981801957*pi,0.25393386933789586*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4331215401206794*pi,0.1805423045481489*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.39832961874276895*pi,0.24120778835221124*pi,3.87984965155993*pi) q[3],q[14];\nRxxyyzz(0.4159014779000795*pi,0.22030920897517792*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4012671752510298*pi,0.1470228162971594*pi,3.9335049574156797*pi) q[9],q[13];\nRxxyyzz(0.48491833876583*pi,0.2063763221346646*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.2698157464469496*pi,0.21377301105030444*pi,0.0*pi) q[16],q[12];\nu3(2.554343688950672*pi,3.140145428552927*pi,0.5194326408792711*pi) q[0];\nu3(3.1549809092214196*pi,0.9200250961614049*pi,1.4709083504184002*pi) q[1];\nu3(3.6936954123997814*pi,2.448163476625779*pi,0.7876013574277847*pi) q[2];\nu3(3.245281506520693*pi,1.0993753802062958*pi,1.4818237503352636*pi) q[3];\nu3(3.6657337517953796*pi,0.238903679884084*pi,2.135272345686317*pi) q[4];\nu3(3.8139857415580427*pi,2.642944809729228*pi,1.3543812317482729*pi) q[5];\nu3(3.5312792253191243*pi,0.3911997332542738*pi,2.4534819533017176*pi) q[6];\nu3(3.3513476044251354*pi,2.1314293929622834*pi,0.6370496332938453*pi) q[8];\nu3(3.291965992638273*pi,-0.43007242876904106*pi,1.9794391319117723*pi) q[9];\nu3(3.789485109186969*pi,2.8356356744039926*pi,1.0232350299325668*pi) q[10];\nu3(1.7748144429223767*pi,3.4753780212822134*pi,0.9126567268159911*pi) q[11];\nu3(3.3626405255543026*pi,0.3666980803146558*pi,2.1418304517705185*pi) q[12];\nu3(3.264274985063246*pi,0.1320953830549132*pi,2.1926434843015286*pi) q[13];\nu3(3.542341407696793*pi,-0.4007208642570359*pi,2.242176684768478*pi) q[14];\nu3(3.3948771179743407*pi,-0.19049200368218688*pi,0.9666528812691029*pi) q[15];\nu3(0.6963112649448355*pi,3.238219937670038*pi,1.2100928911731388*pi) q[16];\nmeasure q[11] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[16] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[0] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[12] -> c[8];\nmeasure q[3] -> c[9];\nmeasure q[2] -> c[10];\nmeasure q[1] -> c[12];\nmeasure q[15] -> c[13];\nmeasure q[4] -> c[14];\nmeasure q[14] -> c[15];\nmeasure q[8] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6734439632704365*pi,0.48706769128631955*pi,2.0098583699706922*pi) q[0];\nu3(3.4002443824088306*pi,3.3960309828663715*pi,1.800165742090126*pi) q[1];\nu3(3.2834782836753895*pi,-0.018558661041693014*pi,1.8554568840376673*pi) q[2];\nu3(3.550299992712999*pi,0.9198636116147743*pi,3.905169330173135*pi) q[3];\nu3(3.4731792135285486*pi,2.13138187843181*pi,4.208093066864402*pi) q[4];\nu3(3.50537473397141*pi,0.466863859643299*pi,4.398576897641654*pi) q[5];\nu3(3.515624540308089*pi,0.03982871134839938*pi,3.9725426794978795*pi) q[6];\nu3(3.417922305066469*pi,-0.3810742372148984*pi,2.276619432061079*pi) q[7];\nu3(3.615083980160959*pi,3.3793655322817555*pi,1.2008320451688332*pi) q[8];\nu3(3.2429943566292763*pi,0.17301859754399485*pi,4.002166742537952*pi) q[9];\nu3(3.606599937273358*pi,-0.2385894259710346*pi,1.4177276820675015*pi) q[10];\nu3(3.673864500370653*pi,0.47752209701827586*pi,3.1255566496033342*pi) q[11];\nu3(3.692913973961763*pi,3.3023626525424996*pi,3.579297409304913*pi) q[12];\nu3(3.1808559624188097*pi,2.177973485336641*pi,2.3187695873759795*pi) q[13];\nu3(3.3185606596151236*pi,-0.1369203115973942*pi,4.366058506411915*pi) q[14];\nu3(3.537242383812698*pi,0.4311436960252957*pi,1.5305996342461352*pi) q[15];\nu3(3.484988512487864*pi,2.689420597858358*pi,1.4688424239159894*pi) q[16];\nRxxyyzz(0.22050190251020096*pi,0.133473458320311*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.45836670210815045*pi,0.13181053238392293*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.46821012089264*pi,0.3583475594447014*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.44581855077286986*pi,0.2681959288107034*pi,0.16149102337262713*pi) q[3],q[11];\nRxxyyzz(0.4601470368406498*pi,0.27885037660039547*pi,3.827291291400579*pi) q[4],q[10];\nRxxyyzz(0.44381447695083953*pi,0.20292969836168032*pi,0.06294362759855468*pi) q[5],q[9];\nRxxyyzz(0.46790163251939954*pi,0.34234252304821866*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.25652293357499895*pi,0.1824184343683064*pi,3.9428148379470294*pi) q[13],q[16];\nu3(3.5247769128663506*pi,1.4126065832125176*pi,0.798879623038709*pi) q[0];\nu3(3.695618507811494*pi,-0.30844897518708947*pi,0.7227297382333663*pi) q[1];\nu3(3.3163079598472125*pi,3.274953338428857*pi,0.6192233452557883*pi) q[2];\nu3(3.2385795425288357*pi,3.17826260672493*pi,2.908385259472958*pi) q[3];\nu3(3.495604079104782*pi,-0.38211558472941476*pi,1.662893380729316*pi) q[4];\nu3(3.5202573504074834*pi,2.1640755890002517*pi,3.9390328979075075*pi) q[5];\nu3(3.4733045788118124*pi,0.024351663477717778*pi,1.1273821023533155*pi) q[6];\nu3(3.763987797579167*pi,2.885485455206015*pi,0.8226866509936799*pi) q[7];\nu3(3.4413919329662725*pi,2.0018086791795366*pi,1.9977475528879014*pi) q[8];\nu3(3.5075852875505973*pi,-0.4725438193175979*pi,2.547464833340588*pi) q[9];\nu3(3.5826013772277387*pi,3.456977975209822*pi,1.0561181800625272*pi) q[10];\nu3(3.153940042741585*pi,3.2321428458997565*pi,0.9332957555738711*pi) q[11];\nu3(3.3378270798239686*pi,2.1883287065262405*pi,4.463952177399001*pi) q[13];\nu3(3.6261302430603504*pi,0.5756130697458057*pi,1.5439218342641938*pi) q[14];\nu3(3.563213283044231*pi,0.6335799337924124*pi,1.3699455188558574*pi) q[15];\nu3(3.601986401530361*pi,-0.41570558610551545*pi,0.7286218935876017*pi) q[16];\nRxxyyzz(0.33201676884901943*pi,0.18094800196189276*pi,3.9274670148548*pi) q[13],q[0];\nRxxyyzz(0.45033307215468954*pi,0.12983914113235928*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.2684202718883508*pi,0.10549375369198277*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.35157201555482*pi,0.31019630842039936*pi,0.0639147186887179*pi) q[3],q[12];\nRxxyyzz(0.43460097290103006*pi,0.22937816802664113*pi,3.8238684899281203*pi) q[4],q[16];\nRxxyyzz(0.3775546750628972*pi,0.22592563345414174*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3762717268121798*pi,0.3289723502433094*pi,3.8823830327923297*pi) q[7],q[11];\nRxxyyzz(0.4909233805790203*pi,0.3030918860383933*pi,0.0*pi) q[15],q[9];\nu3(3.0808443644126773*pi,1.6311362349849134*pi,4.41206813909881*pi) q[0];\nu3(3.428768767143205*pi,3.4506032119519903*pi,4.4194266070012995*pi) q[1];\nu3(3.1383437627395523*pi,2.1096884976462134*pi,1.9455515028432544*pi) q[2];\nu3(3.6404801321388494*pi,2.8669846418275347*pi,1.583306880736209*pi) q[3];\nu3(3.761644796067471*pi,0.19567627995461878*pi,1.536450495560704*pi) q[4];\nu3(3.4803055795476308*pi,3.3576793902779154*pi,1.6090747125258973*pi) q[5];\nu3(3.7498328989541685*pi,2.6706016599068767*pi,1.2575477097474608*pi) q[6];\nu3(3.443732094095554*pi,2.2585190720602624*pi,2.3120726304052135*pi) q[7];\nu3(3.6570901187587697*pi,1.9018330785780173*pi,1.3150806498543526*pi) q[8];\nu3(3.793357559940017*pi,0.4052661908385735*pi,4.045775187872424*pi) q[9];\nu3(3.4205128382911894*pi,1.245579070090315*pi,0.7124308492611386*pi) q[11];\nu3(3.510482890772486*pi,0.7865809339481471*pi,4.499568193953322*pi) q[12];\nu3(3.579420748983523*pi,2.8389040007870334*pi,0.9227931494664627*pi) q[13];\nu3(3.41328889633952*pi,0.862733204609277*pi,1.4400386345364486*pi) q[14];\nu3(3.1693289967190963*pi,3.4161443037624046*pi,1.1253642343518466*pi) q[15];\nu3(3.195849864401642*pi,0.8363774955681067*pi,2.2042189848770266*pi) q[16];\nRxxyyzz(0.2972218515219307*pi,0.11909753346107477*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.44757053845517986*pi,0.19247540812687497*pi,3.8602771448650195*pi) q[10],q[2];\nRxxyyzz(0.3528806012442894*pi,0.25724276330782603*pi,3.805121355026391*pi) q[3],q[11];\nRxxyyzz(0.2267095163586196*pi,0.12324602295126974*pi,3.95729809535168*pi) q[4],q[9];\nRxxyyzz(0.409637714074633*pi,0.3390691045829277*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4134303049929597*pi,0.33359865330680405*pi,3.8452174918850694*pi) q[6],q[13];\nRxxyyzz(0.38781849201711005*pi,0.35351028976259163*pi,0.1414436214683938*pi) q[14],q[7];\nu3(3.256879896119056*pi,2.272751085512237*pi,1.3424654991606477*pi) q[0];\nu3(3.5152411856028016*pi,3.012801777569142*pi,1.3801755682346641*pi) q[2];\nu3(3.306121740177555*pi,-0.061303468107932746*pi,3.715808727975734*pi) q[3];\nu3(3.574328971947695*pi,2.9157561699295362*pi,4.234633549212641*pi) q[4];\nu3(3.2294789748582184*pi,-0.38530365492709395*pi,1.2180485303471476*pi) q[5];\nu3(3.474212257871721*pi,0.4843453092845338*pi,2.053137407385452*pi) q[6];\nu3(3.1762668129850757*pi,0.7711835881114024*pi,0.6551549524907591*pi) q[7];\nu3(3.181823184480482*pi,3.3714047110987817*pi,1.7909188597211363*pi) q[9];\nu3(3.2983524261179165*pi,1.0937758691002821*pi,2.245677552045615*pi) q[10];\nu3(3.6720943282471037*pi,0.2537424045731833*pi,1.2910434146705265*pi) q[11];\nu3(3.4730177528075243*pi,2.8068683544871282*pi,2.1809752920853027*pi) q[13];\nu3(3.5903182153561013*pi,3.3024691352644995*pi,4.4890247639146175*pi) q[14];\nu3(3.5754699912954937*pi,3.4255912542173665*pi,3.3175811357330782*pi) q[15];\nu3(3.4314336907338334*pi,-0.4565367540644392*pi,1.3569435377493455*pi) q[16];\nRxxyyzz(0.35509365629556966*pi,0.11629904438226646*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4383870560069598*pi,0.2895490873831348*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.46580758372906983*pi,0.18009556617962152*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.46991531014964505*pi,0.2517872275185917*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3873056492258601*pi,0.3042726302774379*pi,3.8208233923189496*pi) q[4],q[12];\nRxxyyzz(0.46817112749679*pi,0.20644285157663067*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3887860768904199*pi,0.25538632842101044*pi,0.07927430988856332*pi) q[9],q[15];\nRxxyyzz(0.4415457492036152*pi,0.4138179639505745*pi,0.0*pi) q[14],q[16];\nu3(3.6084680953750383*pi,-0.23297603523809696*pi,0.5242358560453528*pi) q[0];\nu3(3.827978071994129*pi,-0.40811223289871745*pi,1.5152654622143635*pi) q[1];\nu3(3.6541064640518526*pi,2.749857543761423*pi,2.4959254914995563*pi) q[2];\nu3(3.2178127575645443*pi,3.1515738963688666*pi,0.7940192563712016*pi) q[3];\nu3(3.767821720293119*pi,3.047620465185232*pi,1.7089727367392717*pi) q[4];\nu3(3.3837813908693635*pi,2.7266816823277846*pi,1.6739384486832114*pi) q[6];\nu3(3.3229336355598624*pi,0.9695526532188317*pi,1.807481121564238*pi) q[7];\nu3(3.603014195590088*pi,-0.09407030376130804*pi,1.8540273938793475*pi) q[8];\nu3(3.397275781195799*pi,0.42052860393532276*pi,4.068874218629162*pi) q[9];\nu3(3.5205041746662964*pi,1.2462129318125448*pi,0.6549161403443859*pi) q[10];\nu3(3.6751562517582372*pi,2.7250240616768626*pi,0.8137884780739052*pi) q[11];\nu3(3.3660195491728233*pi,-0.12552992933426094*pi,1.2997175315777678*pi) q[12];\nu3(3.384625745333122*pi,-0.16249076417890151*pi,4.294494995170237*pi) q[13];\nu3(3.674282922117285*pi,3.437597479660618*pi,0.9206997891288891*pi) q[14];\nu3(3.714399998004395*pi,2.648022507059954*pi,0.6407379564576341*pi) q[15];\nu3(3.2081791451792308*pi,2.2541925179124314*pi,4.012501100506036*pi) q[16];\nRxxyyzz(0.43396018092367955*pi,0.19564833905664275*pi,3.8238579330629197*pi) q[0],q[6];\nRxxyyzz(0.3647759749463998*pi,0.33656410927054775*pi,0.1007577489241279*pi) q[1],q[5];\nRxxyyzz(0.32816352154025985*pi,0.30587576024339613*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.28987119117085935*pi,0.18203314496548684*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4431793234146699*pi,0.36574324905522193*pi,0.09108966712764843*pi) q[8],q[11];\nRxxyyzz(0.4240434163140799*pi,0.253185236513401*pi,0.08463128392668624*pi) q[9],q[13];\nRxxyyzz(0.3907624113997602*pi,0.16609723820057898*pi,0.0*pi) q[12],q[15];\nu3(3.497363899391443*pi,-0.42174676169896097*pi,1.900882217244403*pi) q[0];\nu3(3.4992789310795294*pi,0.5092345906127049*pi,3.563351266175636*pi) q[1];\nu3(3.4013614353960833*pi,0.47190364962970155*pi,1.5211534553519672*pi) q[2];\nu3(3.917519093275698*pi,0.7970941174833521*pi,1.0451059053933658*pi) q[4];\nu3(3.527135812834105*pi,0.171873304267543*pi,3.184436812081505*pi) q[5];\nu3(3.2936132162123575*pi,2.9118287175498687*pi,1.769732394193544*pi) q[6];\nu3(3.6576546768232068*pi,2.275224045990532*pi,3.9472677656424944*pi) q[7];\nu3(3.570289118658791*pi,-0.3964950617364891*pi,1.1502316212315273*pi) q[8];\nu3(3.399402980046572*pi,-0.35235353512048617*pi,1.2087373310742089*pi) q[9];\nu3(3.29287155650818*pi,0.1495436770159253*pi,0.5983019718938811*pi) q[10];\nu3(3.6757336860730367*pi,2.6439912142573583*pi,1.1297485754392484*pi) q[11];\nu3(3.74841855045014*pi,2.064382425473876*pi,0.9583707281138224*pi) q[12];\nu3(3.2056087694049076*pi,0.6332807734214727*pi,4.009511088509955*pi) q[13];\nu3(3.677406459133229*pi,3.3599810823075673*pi,1.3384594552517664*pi) q[15];\nRxxyyzz(0.3425075054007696*pi,0.20088817700250905*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3711798109920599*pi,0.19048867074254894*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4283573552873109*pi,0.10838288568452914*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4237577999039202*pi,0.1405141963404203*pi,0.04361527538358351*pi) q[6],q[3];\nRxxyyzz(0.44867817619580075*pi,0.2719756136803062*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.2887868231334196*pi,0.192938188470416*pi,3.95566972336311*pi) q[9],q[10];\nRxxyyzz(0.4556387662273802*pi,0.22700975818016736*pi,0.14536081926723557*pi) q[11],q[15];\nu3(3.4822831635273888*pi,2.5661429068238473*pi,2.0995627548263434*pi) q[0];\nu3(3.277866457957469*pi,3.2189501644531733*pi,1.526357167413995*pi) q[1];\nu3(3.8668394309287346*pi,0.2018615558046788*pi,1.4247829740564624*pi) q[2];\nu3(3.654957612688582*pi,2.7501539972099183*pi,4.117029303318088*pi) q[3];\nu3(3.2564240687616026*pi,0.6504096787015068*pi,0.9590805614087684*pi) q[4];\nu3(3.3053469215287685*pi,-0.27863966911085447*pi,3.6106686447069163*pi) q[6];\nu3(3.7624128643313735*pi,0.9230592893884606*pi,1.4529739281296508*pi) q[7];\nu3(3.606109448196092*pi,2.39324345339679*pi,2.34771396541369*pi) q[8];\nu3(3.3733386778045316*pi,0.9664609200245646*pi,1.1310503716805491*pi) q[9];\nu3(3.5884482028128497*pi,-0.1877843067762055*pi,0.709558799420047*pi) q[10];\nu3(3.5198310635633403*pi,0.530516648047122*pi,1.3764925105526427*pi) q[11];\nu3(3.6689443598060634*pi,3.1810631041056587*pi,4.040798086371501*pi) q[12];\nu3(3.8220585771248934*pi,2.2448783797043115*pi,1.6006435963117296*pi) q[13];\nu3(3.2173506029071186*pi,-0.2883258055015232*pi,2.2567817377101793*pi) q[15];\nRxxyyzz(0.45351607965914*pi,0.15336112886611097*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.3707171209567997*pi,0.3049186954848664*pi,0.21531053252248555*pi) q[1],q[7];\nRxxyyzz(0.3739378384447002*pi,0.23074145491811118*pi,0.1234261427620426*pi) q[2],q[11];\nRxxyyzz(0.34620994015104*pi,0.20119950160792754*pi,0.1770409228577643*pi) q[3],q[9];\nRxxyyzz(0.4286562163878095*pi,0.3343426138081409*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4539125223204402*pi,0.358431570890052*pi,0.11480582990258437*pi) q[10],q[5];\nRxxyyzz(0.4466018623160499*pi,0.15128824169300698*pi,0.050470033731184194*pi) q[6],q[14];\nRxxyyzz(0.41751192168612994*pi,0.3456604062689782*pi,0.0*pi) q[13],q[15];\nu3(3.5233884321690887*pi,2.433987096797027*pi,1.7244129190334139*pi) q[0];\nu3(3.212701372298618*pi,-0.49627673728650545*pi,1.6311561390500238*pi) q[1];\nu3(3.7732214256393153*pi,2.90668330015172*pi,1.0837826762917082*pi) q[2];\nu3(3.502854662698683*pi,0.24131585180695558*pi,1.9964380151663617*pi) q[3];\nu3(3.5862903021147234*pi,-0.34953837507910246*pi,4.343281413842796*pi) q[4];\nu3(3.2542625712785074*pi,0.6387273535176932*pi,4.117519819861008*pi) q[5];\nu3(3.579788232062422*pi,2.6163730583190246*pi,0.6826367170028205*pi) q[6];\nu3(3.4153652990737324*pi,2.220262278630543*pi,0.6067133584782374*pi) q[7];\nu3(3.1399325988531714*pi,-0.43044557001289263*pi,1.2224116799216407*pi) q[9];\nu3(3.4725678887130424*pi,-0.04152820625997489*pi,1.8209209709057406*pi) q[10];\nu3(3.304601396396005*pi,-0.0851960010349857*pi,3.2481595297870784*pi) q[11];\nu3(3.5199450024657217*pi,0.4591903984690986*pi,1.2304535386316788*pi) q[12];\nu3(3.2865247637136163*pi,0.8915960794139846*pi,1.1888588554776667*pi) q[13];\nu3(3.341254746135793*pi,3.2586047225810963*pi,1.1855298935532703*pi) q[14];\nu3(3.398924363693917*pi,0.46932230502900596*pi,0.9075506979975841*pi) q[15];\nu3(3.2735791774635974*pi,3.474770309332323*pi,3.778933281971778*pi) q[16];\nRxxyyzz(0.44966717345403906*pi,0.33194145479585413*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3113384367697801*pi,0.18865821841326813*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.40365660335211806*pi,0.28633958563754924*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.37897660183655013*pi,0.3086515635505336*pi,0.09564799177816738*pi) q[3],q[7];\nRxxyyzz(0.43787550726212954*pi,0.344151972387607*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4051626462179697*pi,0.10607672987066288*pi,3.91679074950029*pi) q[8],q[14];\nRxxyyzz(0.37377705238935033*pi,0.22453578178200911*pi,0.05287756930617021*pi) q[16],q[11];\nu3(3.3151865321264853*pi,2.6181003784153027*pi,1.903867778650671*pi) q[0];\nu3(3.3311478773955656*pi,3.159935496102784*pi,0.7431421559873088*pi) q[1];\nu3(3.2573780949854654*pi,3.1097440223616126*pi,1.0619225357705426*pi) q[2];\nu3(3.321413419548167*pi,0.2810638077433556*pi,3.3936120620234345*pi) q[3];\nu3(3.336547601665929*pi,0.5365059758629782*pi,1.6971245902415448*pi) q[5];\nu3(3.1969712125169623*pi,1.2467090906010663*pi,1.4512440723694366*pi) q[6];\nu3(3.198208647699689*pi,3.4430969174847394*pi,1.8435659452344892*pi) q[7];\nu3(3.4823911011799797*pi,3.1605187025305574*pi,1.7376556804509278*pi) q[8];\nu3(3.8808056418447445*pi,2.9491396137922896*pi,0.6793567922492167*pi) q[9];\nu3(3.6980930759265673*pi,-0.2764100839919622*pi,2.089659918900189*pi) q[10];\nu3(3.380205717159899*pi,-0.35097728387891086*pi,3.5184375224901565*pi) q[11];\nu3(3.511447636501958*pi,3.4374198385556385*pi,1.743382331443193*pi) q[14];\nu3(3.7776669729088757*pi,-0.14623934601321897*pi,1.262292414558651*pi) q[15];\nu3(3.721962005406307*pi,-0.3489864052885409*pi,1.2740375825779144*pi) q[16];\nRxxyyzz(0.4908594749986098*pi,0.21683675274811542*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4122442265722194*pi,0.29080904217082804*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4869162845877112*pi,0.27852247571690936*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.41091071358772*pi,0.2519313253702079*pi,0.09487043911399734*pi) q[15],q[3];\nRxxyyzz(0.35528699631249994*pi,0.26586886947187516*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.46285165642098036*pi,0.4252053755299752*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.4029804681613708*pi,0.171960049885728*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.47687177140663983*pi,0.3469278795882751*pi,0.0*pi) q[16],q[14];\nu3(3.5328096802838593*pi,0.9075680708450111*pi,4.252332023769359*pi) q[0];\nu3(3.8451046098146815*pi,-0.33085207885670387*pi,2.3368056506410104*pi) q[1];\nu3(3.605682113487883*pi,3.4690972497581702*pi,4.372288049588785*pi) q[2];\nu3(3.3980954095465004*pi,2.6952271366094487*pi,3.696705551319585*pi) q[3];\nu3(3.4455057693946247*pi,0.48561040462351335*pi,1.6720064056260941*pi) q[4];\nu3(3.552511006459519*pi,2.4857017888589645*pi,1.1248707912275062*pi) q[5];\nu3(3.6079537366858014*pi,0.813164276332752*pi,1.6987046591012513*pi) q[6];\nu3(3.722281068275284*pi,0.9258884368123568*pi,0.6360001894879992*pi) q[7];\nu3(3.7724387327973714*pi,2.5336424616285793*pi,1.0509926379691756*pi) q[8];\nu3(3.647367396332469*pi,2.4756782700426703*pi,0.8431675506023755*pi) q[9];\nu3(3.366815153186089*pi,3.3695382640565112*pi,4.406763001655474*pi) q[10];\nu3(3.8714580291857974*pi,0.6046140858322955*pi,2.1295733444129787*pi) q[11];\nu3(3.910523555163572*pi,0.9940537659276316*pi,1.6907922900367094*pi) q[13];\nu3(3.461529276808475*pi,-0.15872155263194093*pi,4.395545271605718*pi) q[14];\nu3(3.1937269869890903*pi,0.651925083515053*pi,4.254110012074461*pi) q[15];\nu3(3.794545568781147*pi,2.9733165574729092*pi,0.5754018364368538*pi) q[16];\nRxxyyzz(0.33574951790665974*pi,0.08565995554883177*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.479511346510327*pi,0.3385322567566673*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.39707366513475717*pi,0.16937273101416217*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.2899295925293598*pi,0.26153489782021033*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.33193288340902205*pi,0.12847671072730904*pi,0.08400412997701245*pi) q[14],q[6];\nRxxyyzz(0.47641458581486895*pi,0.3481456022592111*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4450158669120699*pi,0.2555291211910582*pi,3.9114030917746505*pi) q[16],q[9];\nRxxyyzz(0.3048668164006195*pi,0.24490233474449186*pi,0.0*pi) q[15],q[13];\nu3(3.8347643996557728*pi,3.4051425168927936*pi,1.8174880305543277*pi) q[0];\nu3(3.6949067569600653*pi,2.7130383835581235*pi,1.6102583775731274*pi) q[1];\nu3(3.2100041068659793*pi,-0.38431509721516494*pi,1.143000307500146*pi) q[2];\nu3(3.6218890807738804*pi,-0.12457639290648082*pi,1.8373656569646408*pi) q[3];\nu3(3.846562369786804*pi,3.4354175325579033*pi,0.5655364067783011*pi) q[4];\nu3(3.6760540657919156*pi,3.4934435826249333*pi,1.5220534877558523*pi) q[5];\nu3(3.567411603196725*pi,3.2155857613621177*pi,4.096181181893069*pi) q[6];\nu3(3.7429297299034046*pi,3.3454824820055404*pi,1.2988999387637232*pi) q[7];\nu3(3.144317726616652*pi,0.4024911695348077*pi,1.244696339112633*pi) q[8];\nu3(3.692487158867417*pi,2.2065660612898803*pi,1.0767313346885672*pi) q[9];\nu3(3.0371224652044693*pi,3.3220716216800623*pi,4.15986603182545*pi) q[11];\nu3(3.2487953342405707*pi,2.2044712596631166*pi,1.2897527100306014*pi) q[12];\nu3(3.523488808300746*pi,0.011430792570458648*pi,1.4711166780553437*pi) q[13];\nu3(3.787901358865279*pi,3.173178218205897*pi,2.124302845399092*pi) q[14];\nu3(3.1297780522484087*pi,0.6158939886873069*pi,0.9278878327680996*pi) q[15];\nu3(3.543502617659342*pi,3.201073514714948*pi,1.5004986123090154*pi) q[16];\nRxxyyzz(0.3991412351098496*pi,0.15066970255311188*pi,3.9166326526801605*pi) q[2],q[0];\nRxxyyzz(0.4337025076098677*pi,0.18662292432415228*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.35066887401784985*pi,0.15759058991725738*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.3973064038494698*pi,0.1543123141423508*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.39459956726376527*pi,0.22404559838245225*pi,0.06563721949833466*pi) q[8],q[12];\nRxxyyzz(0.36580606582393*pi,0.24044762885165702*pi,0.16864826422710053*pi) q[11],q[13];\nu3(3.300754121439676*pi,2.891407768316052*pi,0.9167246120377479*pi) q[0];\nu3(3.370256936638885*pi,-0.245361358285417*pi,2.3713309355228773*pi) q[1];\nu3(3.3938830724601416*pi,2.2675077935393406*pi,2.0499313751271666*pi) q[2];\nu3(3.756019781024992*pi,3.1252763737420066*pi,2.4333077675896613*pi) q[3];\nu3(3.7639446321434256*pi,0.6116030963523649*pi,2.0791634651367468*pi) q[4];\nu3(3.6463131379554894*pi,2.9263199470947656*pi,1.7073849376349783*pi) q[7];\nu3(3.3631567546713597*pi,-0.3060537481914941*pi,3.3812187689317303*pi) q[8];\nu3(3.901569370144251*pi,2.4333824266545143*pi,1.7315045471799202*pi) q[10];\nu3(3.570107561013856*pi,-0.3750350568892912*pi,4.313904166169559*pi) q[11];\nu3(3.805851416568628*pi,0.6404947425845122*pi,0.5758716216452111*pi) q[12];\nu3(3.477369578301574*pi,-0.4406228434776901*pi,2.59615582279938*pi) q[13];\nu3(3.4327973276610058*pi,1.2357472760178052*pi,1.610595824311646*pi) q[15];\nRxxyyzz(0.4230515361534898*pi,0.3127276818375137*pi,3.8595908557617093*pi) q[13],q[0];\nRxxyyzz(0.455478985974608*pi,0.4257650895468518*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.46233078619542956*pi,0.32157151650253923*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3419255917455902*pi,0.22346927830151841*pi,0.12019132059026383*pi) q[4],q[6];\nRxxyyzz(0.4118536341288248*pi,0.3765623968622452*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.3757415365802601*pi,0.11674946383768703*pi,0.0*pi) q[11],q[16];\nu3(3.5897776829876316*pi,3.1359317693893742*pi,1.8972598683691935*pi) q[0];\nu3(3.759359164389803*pi,0.7843296665767359*pi,2.163494502899073*pi) q[2];\nu3(3.83091559752001*pi,2.2295252722328867*pi,1.4689512419997413*pi) q[3];\nu3(3.5067803996713973*pi,2.6656932739335923*pi,1.021352685976629*pi) q[4];\nu3(3.1054621863736025*pi,-0.17811424727681402*pi,1.2403615037673923*pi) q[6];\nu3(3.141586640789058*pi,3.458408939284695*pi,0.9997199886058936*pi) q[7];\nu3(3.8102301445454128*pi,2.561500889076483*pi,1.014220921719578*pi) q[9];\nu3(3.1440067297139125*pi,0.6535159132764963*pi,1.3614704732955376*pi) q[10];\nu3(3.5122860506849323*pi,2.9550043543001077*pi,4.152734086072439*pi) q[11];\nu3(3.6486695482527343*pi,1.2011847380033065*pi,0.9679503536138125*pi) q[13];\nu3(3.405129804928179*pi,1.2828694824283913*pi,0.6208373771296901*pi) q[14];\nu3(3.952957278062944*pi,3.0342088029472056*pi,4.051183435660621*pi) q[16];\nRxxyyzz(0.3834560025464398*pi,0.345628371426502*pi,0.11080200578105306*pi) q[12],q[0];\nRxxyyzz(0.3267185565364168*pi,0.28500858751780456*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.377951330491065*pi,0.19968437508334302*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4051342316302602*pi,0.2197411889924119*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.43045520774506985*pi,0.22098424346778106*pi,3.8520804971489095*pi) q[8],q[7];\nRxxyyzz(0.3391134453859897*pi,0.32012702849437025*pi,3.9190446441000706*pi) q[11],q[13];\nu3(3.8994391187882176*pi,2.877518546668324*pi,1.686447143175112*pi) q[0];\nu3(3.5308314198028987*pi,0.2464704935573877*pi,0.9313490722888332*pi) q[3];\nu3(3.5295663233554713*pi,3.0354727061851783*pi,4.1282967942133775*pi) q[4];\nu3(3.742451511086451*pi,1.79991840669609*pi,1.6070358782750476*pi) q[5];\nu3(3.8109510559639315*pi,0.0017008485866550904*pi,0.6162232564747504*pi) q[6];\nu3(3.444732377095259*pi,0.48836955867536447*pi,2.2801965195904983*pi) q[7];\nu3(3.701202295897118*pi,2.6859182015350953*pi,2.041090616510368*pi) q[8];\nu3(3.54148888500011*pi,-0.16459878036985098*pi,0.8530772114900529*pi) q[10];\nu3(3.169698901684636*pi,3.3100125198765706*pi,3.415902890413788*pi) q[11];\nu3(3.5031495374347177*pi,-0.24581076497740095*pi,3.470142905154575*pi) q[12];\nu3(3.366994018588054*pi,-0.46275744430002114*pi,0.9113694090166682*pi) q[13];\nu3(3.475964777217116*pi,-0.041852082525577705*pi,2.1015529779587165*pi) q[16];\nRxxyyzz(0.4561358555563847*pi,0.14261892947572685*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4305889913984604*pi,0.2672519482156217*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.33185716897407014*pi,0.1352541764407793*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.43891475786867945*pi,0.2147381742946521*pi,3.929988435564601*pi) q[15],q[3];\nRxxyyzz(0.37842358183973934*pi,0.30926660356788194*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.47640689312217266*pi,0.31304237654257017*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.4464867072002097*pi,0.32379304798274505*pi,3.89262235895556*pi) q[16],q[10];\nu3(3.629676201356946*pi,2.2253350996729226*pi,0.7989760622366908*pi) q[0];\nu3(3.733801677598095*pi,0.042789299814012804*pi,0.8715769101260836*pi) q[1];\nu3(3.6095607174249813*pi,2.76902193264121*pi,2.0150461238739785*pi) q[2];\nu3(3.163742126769163*pi,-0.1154467812043235*pi,1.4268961729378553*pi) q[3];\nu3(3.7688373317744315*pi,0.4577698932088805*pi,2.1395495751694735*pi) q[6];\nu3(3.822389594690196*pi,3.4297184021581124*pi,0.8684903851600478*pi) q[8];\nu3(3.354989009150499*pi,0.4992928364827173*pi,0.8416717955521872*pi) q[9];\nu3(3.421819100876809*pi,2.1474821890364453*pi,2.3013782274385357*pi) q[10];\nu3(3.6426250940308473*pi,2.0606545677950425*pi,1.4925099590515298*pi) q[11];\nu3(3.5703083786866907*pi,3.1142383394988453*pi,0.9623416355824684*pi) q[12];\nu3(3.250540389108154*pi,2.494563871629375*pi,1.2325243257427823*pi) q[13];\nu3(3.62861875782415*pi,-0.1965928635026465*pi,0.7027226798189812*pi) q[14];\nu3(3.518771999638755*pi,-0.1760706773351447*pi,1.2096718323740268*pi) q[15];\nu3(3.3381284697940825*pi,3.2426672063657476*pi,0.9313398600008664*pi) q[16];\nRxxyyzz(0.40759849334256015*pi,0.2982540564993361*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.36823109855289005*pi,0.29989669570939204*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4156052046814399*pi,0.11987381895952266*pi,3.92175339520553*pi) q[8],q[4];\nRxxyyzz(0.3601732582473842*pi,0.2360852011764094*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.3841245904809398*pi,0.225650370689348*pi,3.9335580594961908*pi) q[7],q[6];\nRxxyyzz(0.46057030001328025*pi,0.24985381522502037*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.4869930616089502*pi,0.3594273160216104*pi,0.0*pi) q[12],q[10];\nu3(3.6104796579570215*pi,3.301315359058902*pi,2.183866078809482*pi) q[1];\nu3(3.390222691189482*pi,-0.3706941396265412*pi,1.0051121169479544*pi) q[2];\nu3(3.356885393168557*pi,2.909547618136508*pi,1.3231865485423653*pi) q[3];\nu3(3.461439002846559*pi,2.9045751521781193*pi,0.7583655216888001*pi) q[4];\nu3(3.2498006825151324*pi,2.302500839758888*pi,2.1824988567027477*pi) q[5];\nu3(3.5305395125219685*pi,3.4809600541422934*pi,1.694106261444063*pi) q[6];\nu3(3.302516458413125*pi,0.41485006713035977*pi,1.6766704458106432*pi) q[7];\nu3(3.578444587475586*pi,-0.3783619252967521*pi,1.169526697358382*pi) q[8];\nu3(3.82656198174997*pi,2.1996706003108484*pi,0.8432810570023994*pi) q[9];\nu3(3.129883596428046*pi,-0.0631675188726713*pi,0.8009893340823737*pi) q[10];\nu3(3.291210367426502*pi,3.286639630606091*pi,1.8761533031003452*pi) q[11];\nu3(3.299019834918277*pi,0.2463752463871801*pi,4.429566857102243*pi) q[12];\nu3(3.317127055319628*pi,3.0431221498063596*pi,0.9065882766751825*pi) q[13];\nu3(3.396832623953304*pi,2.39337201680517*pi,1.9948140367293938*pi) q[16];\nRxxyyzz(0.42956192221054895*pi,0.1889053907513749*pi,3.95522447175439*pi) q[13],q[0];\nRxxyyzz(0.41244396065749017*pi,0.229834658293909*pi,3.922067875796399*pi) q[1],q[4];\nRxxyyzz(0.3763361104554797*pi,0.25880773934608925*pi,3.9279977049679395*pi) q[15],q[2];\nRxxyyzz(0.43360473224326995*pi,0.3423914592661221*pi,3.9571033020252706*pi) q[3],q[9];\nRxxyyzz(0.37725065652049977*pi,0.268773922992521*pi,3.7607916554289194*pi) q[6],q[5];\nRxxyyzz(0.4045523440842702*pi,0.14171061397539386*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4400405277100301*pi,0.23063523988423928*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.4526086853603505*pi,0.2546014552953173*pi,0.0*pi) q[11],q[16];\nu3(3.2876152278197264*pi,3.4117826728114795*pi,2.4068641473954093*pi) q[0];\nu3(3.2952626310449165*pi,0.33603299821735866*pi,2.1555590605830113*pi) q[1];\nu3(3.144073925325656*pi,-0.18502133816851457*pi,1.5255068485300036*pi) q[2];\nu3(3.7181907221063977*pi,3.322051109054215*pi,2.229974684765782*pi) q[3];\nu3(3.3977018412692144*pi,2.255652407260792*pi,1.945848791821272*pi) q[4];\nu3(3.6422149826504997*pi,-0.15262069578194937*pi,1.8363962998728613*pi) q[5];\nu3(3.4898021393433862*pi,2.1689644010254634*pi,0.6985354004881632*pi) q[6];\nu3(3.5276680985170774*pi,-0.38202748535054143*pi,3.8017010953146686*pi) q[8];\nu3(3.291750075558265*pi,3.113169518254037*pi,0.908858430583305*pi) q[9];\nu3(3.5931417265608228*pi,1.7293306120522054*pi,0.9304771676010591*pi) q[10];\nu3(3.1799863880862898*pi,0.890965096310822*pi,1.8876182304635731*pi) q[11];\nu3(3.508362383000626*pi,-0.14043465794932475*pi,2.0498293316377882*pi) q[12];\nu3(3.5121993666203783*pi,3.3227139548588287*pi,1.4563383687184488*pi) q[13];\nu3(3.437183683177255*pi,-0.3891649823564861*pi,0.9693412340747996*pi) q[14];\nu3(3.8013799348191792*pi,1.0835929333279586*pi,2.30255170465023*pi) q[15];\nu3(3.14400614737897*pi,3.4027928255717192*pi,0.9350400530478931*pi) q[16];\nmeasure q[14] -> c[15];\nRxxyyzz(0.4937037780434377*pi,0.3625110169586723*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.46079438791853017*pi,0.28252238027802207*pi,3.901620933825191*pi) q[1],q[15];\nRxxyyzz(0.4124602940751697*pi,0.24250744199834512*pi,0.04259866295789847*pi) q[16],q[2];\nRxxyyzz(0.35090432054086984*pi,0.2424045354900476*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.36435654737348466*pi,0.24977393899736688*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.37018768118995926*pi,0.2709942626756483*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.46052666033306133*pi,0.20542922070900738*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.3038056367239027*pi,0.14200285081460284*pi,0.0*pi) q[11],q[10];\nu3(3.397605868304045*pi,2.9630994319395727*pi,4.263846133898913*pi) q[0];\nu3(3.506513081388703*pi,-0.30228419132453377*pi,2.3949979439475775*pi) q[1];\nu3(3.677976699421286*pi,-0.014472115839227473*pi,1.031041543128255*pi) q[2];\nu3(3.189084974761006*pi,3.15345678006462*pi,1.4612319033396788*pi) q[3];\nu3(3.5082604545932714*pi,-0.22796768486281122*pi,0.9809250355631631*pi) q[4];\nu3(3.5376189773736266*pi,1.7534738167104358*pi,1.708351701999308*pi) q[5];\nu3(3.838408621682917*pi,0.04496455051436743*pi,2.1988751080714284*pi) q[6];\nu3(3.564271641740878*pi,1.0963242885226778*pi,4.113701880168842*pi) q[7];\nu3(0.3320011933269074*pi,3.2713502974456907*pi,2.3528449321298104*pi) q[8];\nu3(3.3828149803130483*pi,1.8179572725914692*pi,1.5744094269978222*pi) q[9];\nu3(3.1079233937589605*pi,-0.023358236833708523*pi,1.6250509269075202*pi) q[10];\nu3(0.4659115811686379*pi,3.242841255941055*pi,0.8262254670809006*pi) q[11];\nu3(3.4503777274708645*pi,1.9841896493777762*pi,0.7087934876393778*pi) q[12];\nu3(3.5160355318931473*pi,1.5704865219383306*pi,1.5261521601340537*pi) q[13];\nu3(3.5914934474267204*pi,2.445022262448766*pi,1.9987472523461856*pi) q[15];\nu3(3.824931662595534*pi,3.0021116206929297*pi,1.1796190842596825*pi) q[16];\nmeasure q[1] -> c[0];\nmeasure q[15] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[16] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[10] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[11] -> c[11];\nmeasure q[5] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[13] -> c[14];\nmeasure q[9] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.636119039345401*pi,-0.09394702493816509*pi,1.7081637009406485*pi) q[0];\nu3(3.2639944930342577*pi,0.4474654223263834*pi,4.022529248281652*pi) q[1];\nu3(3.1264802423917235*pi,-0.2939743560107706*pi,1.2193516182602906*pi) q[2];\nu3(3.475854075018467*pi,2.828867303606479*pi,0.8933681626034362*pi) q[3];\nu3(3.1398657144892113*pi,-0.4643230611471001*pi,3.767272998650102*pi) q[4];\nu3(3.336454292910253*pi,-0.49451690117624936*pi,3.873916177108507*pi) q[5];\nu3(3.5791771416552205*pi,0.2342397928484834*pi,0.7383096388953656*pi) q[6];\nu3(3.315149948977383*pi,0.6537524442889959*pi,1.4704397532302163*pi) q[7];\nu3(3.334926909162785*pi,3.3403690948462854*pi,1.0353259148484342*pi) q[8];\nu3(3.5353532841862862*pi,3.0711256518075682*pi,3.7361498687113013*pi) q[9];\nu3(3.2312300585990292*pi,2.525641754745963*pi,3.9468808655587306*pi) q[10];\nu3(3.5162932261645943*pi,0.8936986241941423*pi,0.5803342214310128*pi) q[11];\nu3(3.594206841535983*pi,3.273188763492642*pi,4.450437405020393*pi) q[12];\nu3(3.919250969333778*pi,2.5196094385106704*pi,1.962845430336963*pi) q[13];\nu3(3.679493602053429*pi,3.3646498709336488*pi,1.8104991614191133*pi) q[14];\nu3(3.566341069969739*pi,-0.2799204733377216*pi,1.5244688575835117*pi) q[15];\nu3(3.445290033738557*pi,-0.39722176386809155*pi,1.7340158267947317*pi) q[16];\nRxxyyzz(0.2556539057138405*pi,0.2127207091634552*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.3798658911368201*pi,0.17928893055698752*pi,3.8932353081490394*pi) q[2],q[4];\nRxxyyzz(0.4538343358471728*pi,0.20193406813192638*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.280499555330052*pi,0.15888301228405333*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.41489121182764943*pi,0.20067444428251602*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4083556013681199*pi,0.15853020497514803*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3651497506726499*pi,0.24094664051397735*pi,0.039163587749939596*pi) q[11],q[16];\nRxxyyzz(0.41555454253848995*pi,0.2202318866107528*pi,3.9518049638951105*pi) q[12],q[15];\nu3(3.0950124416531652*pi,-0.22023222677033122*pi,0.8188851309823733*pi) q[1];\nu3(3.506349169692565*pi,-0.46266391993236355*pi,2.1619509207074015*pi) q[2];\nu3(3.535961769742273*pi,2.9345522637917267*pi,1.7688830040586982*pi) q[3];\nu3(3.3009915982157505*pi,2.520955679808763*pi,1.793124896833186*pi) q[4];\nu3(3.326732752889728*pi,2.6854407290884046*pi,2.236252481784526*pi) q[5];\nu3(3.226076496300384*pi,0.16586453323739336*pi,1.2438835281228329*pi) q[6];\nu3(3.9658417260580197*pi,-0.11470156302697826*pi,0.653454316003157*pi) q[7];\nu3(3.6875428269047186*pi,2.9990264499297914*pi,4.246322434425879*pi) q[8];\nu3(3.798134795659266*pi,0.12001879115038594*pi,1.8865889261008943*pi) q[9];\nu3(3.8077785590319895*pi,-0.25595404028110036*pi,0.520668491139991*pi) q[10];\nu3(3.6052576984509965*pi,1.0986758986511853*pi,0.6508823170260007*pi) q[11];\nu3(3.5318207170540084*pi,1.1769694444704641*pi,2.383588019769*pi) q[12];\nu3(3.2911861282472517*pi,-0.18397901435267572*pi,0.7577652346329463*pi) q[13];\nu3(3.659466093732805*pi,2.9503292092071183*pi,1.4141241009617889*pi) q[14];\nu3(3.5170403371518706*pi,1.4910832194100982*pi,0.6212428535022738*pi) q[15];\nu3(3.5202008738536255*pi,2.9530397557046717*pi,3.16966667695889*pi) q[16];\nRxxyyzz(0.34907723505983873*pi,0.21971076527126598*pi,3.92714366974796*pi) q[0],q[4];\nRxxyyzz(0.44825372437666916*pi,0.25183963956503286*pi,0.14959977216883277*pi) q[1],q[13];\nRxxyyzz(0.25540281627438*pi,0.18209306424620397*pi,3.8992876593817805*pi) q[2],q[16];\nRxxyyzz(0.4456469088313102*pi,0.23278525814879497*pi,0.07649435758711612*pi) q[5],q[11];\nRxxyyzz(0.35327177126788045*pi,0.26165659231648153*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.3238524143580296*pi,0.1748725851907178*pi,0.048050450878405204*pi) q[7],q[15];\nRxxyyzz(0.4528265364231694*pi,0.4466819823946313*pi,0.1563548477339235*pi) q[8],q[12];\nRxxyyzz(0.4479452453533339*pi,0.1600931924036033*pi,0.0*pi) q[14],q[9];\nu3(3.095859863080282*pi,0.9500843790055096*pi,0.9516570322470664*pi) q[0];\nu3(3.5949806681560847*pi,1.2486532836806803*pi,4.445679830755177*pi) q[1];\nu3(3.758793094489654*pi,-0.17770237289199425*pi,1.2208685243925337*pi) q[2];\nu3(3.4845016318615487*pi,-0.22553999762780785*pi,4.035306428619944*pi) q[4];\nu3(3.2184100223531145*pi,3.41272352676319*pi,4.3780782709545925*pi) q[5];\nu3(3.3568318442501752*pi,3.4305621936927633*pi,3.6908367421613697*pi) q[6];\nu3(3.4744307642992855*pi,0.08790747403080279*pi,3.6951229351736847*pi) q[7];\nu3(3.7022721602546524*pi,0.633721621017802*pi,3.397945383909998*pi) q[8];\nu3(3.219053028353334*pi,0.09919299584720875*pi,1.7014706269181032*pi) q[9];\nu3(3.3326728703061983*pi,2.4370747201984404*pi,1.800477852548997*pi) q[10];\nu3(3.1252298512271492*pi,1.4300847869910567*pi,1.2019072806121773*pi) q[11];\nu3(3.6222988217218846*pi,2.495322964704509*pi,4.251030515752332*pi) q[12];\nu3(3.6461652151237076*pi,0.14258324799308153*pi,1.9086681228838445*pi) q[13];\nu3(3.7477528725888205*pi,3.3902050373594665*pi,3.8138166363027235*pi) q[14];\nu3(3.885134343030582*pi,2.499540263818651*pi,3.8191668946003094*pi) q[15];\nu3(3.6580193167578257*pi,-0.24207300421067346*pi,1.0259189964735944*pi) q[16];\nRxxyyzz(0.4618195992240465*pi,0.33275703636061105*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.3988166482354689*pi,0.3479701631287049*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.39101107157010956*pi,0.18242660015303636*pi,3.8439581425751896*pi) q[3],q[16];\nRxxyyzz(0.42809232690652*pi,0.2975295970310832*pi,0.06790633878258821*pi) q[4],q[5];\nRxxyyzz(0.4463880305465422*pi,0.2521862206011498*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.46808101547278036*pi,0.28188642684242105*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.2143538805263795*pi,0.12588903330778367*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.35845564785632983*pi,0.26076792990276987*pi,3.85502233588997*pi) q[10],q[11];\nu3(3.3974440593840947*pi,1.8277091552713016*pi,1.8121293267894023*pi) q[0];\nu3(3.4839348988338954*pi,-0.15827637355732538*pi,0.8812871598730431*pi) q[1];\nu3(3.649152969664389*pi,-0.39278537358457544*pi,0.8082276058775659*pi) q[2];\nu3(3.6762894677176434*pi,0.6854726605032493*pi,1.003515162447974*pi) q[3];\nu3(3.338734208571294*pi,-0.28564339361061186*pi,3.1858267750304483*pi) q[4];\nu3(3.3948178985422386*pi,3.2630117138578787*pi,2.015145481488879*pi) q[5];\nu3(3.45078358231937*pi,2.1802792273944975*pi,1.2089828824866786*pi) q[6];\nu3(3.2817388785892256*pi,-0.37529818871247045*pi,1.4949988719103182*pi) q[7];\nu3(3.47877342059318*pi,2.4119449931716903*pi,1.0059947256288375*pi) q[8];\nu3(3.3636396299910887*pi,0.25132973227149513*pi,0.5096897570465875*pi) q[9];\nu3(3.461173896607507*pi,0.543235140128739*pi,0.5241362642237368*pi) q[10];\nu3(3.3946263683697397*pi,-0.03762250398232758*pi,1.3807661110557332*pi) q[11];\nu3(3.659974699946986*pi,1.203145810954396*pi,1.3594189638651377*pi) q[13];\nu3(3.5460747413151994*pi,0.49970616372554943*pi,0.6972869870200212*pi) q[14];\nu3(3.7505126603891*pi,-0.2070856114615135*pi,2.053882166835119*pi) q[15];\nu3(3.6884905595025*pi,1.2928980932681275*pi,0.5521749674720255*pi) q[16];\nRxxyyzz(0.3976047387885094*pi,0.27763213739792514*pi,3.8483126331046495*pi) q[0],q[11];\nRxxyyzz(0.39806978806364957*pi,0.25120017315940535*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.4118384888089101*pi,0.19510083459951086*pi,3.94131056325119*pi) q[2],q[6];\nRxxyyzz(0.43999740117155994*pi,0.23681276281937122*pi,0.08470866661298594*pi) q[4],q[3];\nRxxyyzz(0.4068504716569078*pi,0.17447963362222385*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.39663933981657973*pi,0.3067757869637144*pi,0.10903377359066883*pi) q[8],q[13];\nRxxyyzz(0.4739499422478799*pi,0.11791627761301882*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.4309250111516998*pi,0.2939501067229884*pi,3.708680009425562*pi) q[12],q[16];\nu3(3.4811899417281036*pi,-0.2613605525302237*pi,1.149049248090757*pi) q[0];\nu3(3.3553523833470296*pi,0.030879925095775196*pi,0.5584424690575029*pi) q[1];\nu3(3.4401161230860837*pi,2.101180512200025*pi,0.9452105390530599*pi) q[2];\nu3(3.1951989308851054*pi,0.5534879272932149*pi,3.7869255911705317*pi) q[3];\nu3(3.7496400527174822*pi,0.670745980076302*pi,1.319628341253106*pi) q[4];\nu3(3.422444684501414*pi,3.4598951081301816*pi,0.6791201830678473*pi) q[5];\nu3(3.6881532710633795*pi,3.1652522979546993*pi,1.7225420128410027*pi) q[6];\nu3(3.686652617629954*pi,0.4075235165179769*pi,3.741110647345634*pi) q[8];\nu3(3.538241577554045*pi,3.0040347847493956*pi,4.3799940673163*pi) q[9];\nu3(3.1389643655808106*pi,0.589965468505613*pi,1.379637693070636*pi) q[10];\nu3(3.5544311117981615*pi,0.04236172673904881*pi,1.7497633291243564*pi) q[11];\nu3(3.6542009155428796*pi,0.03428041030563378*pi,1.977500156208405*pi) q[12];\nu3(3.5045084380555536*pi,0.6122103132199208*pi,4.464471205741562*pi) q[13];\nu3(3.883222981218056*pi,2.8368707501354757*pi,0.6727542213859508*pi) q[14];\nu3(3.806227868427599*pi,2.7436107082492587*pi,0.9627396641337144*pi) q[15];\nu3(3.193123688207155*pi,0.15186367204065898*pi,0.5760310917433822*pi) q[16];\nRxxyyzz(0.34288462145726983*pi,0.24406378279982022*pi,3.95715903347725*pi) q[5],q[0];\nRxxyyzz(0.41259443181809896*pi,0.30949011183598046*pi,3.8942556514270503*pi) q[1],q[7];\nRxxyyzz(0.40395210588694663*pi,0.37441439121898695*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4322194660907002*pi,0.23015308537839554*pi,0.20543259052347052*pi) q[8],q[4];\nRxxyyzz(0.46138483293471033*pi,0.2704202779482513*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.39569946249771*pi,0.360440146123179*pi,0.10716202535881654*pi) q[10],q[9];\nRxxyyzz(0.3852607517755597*pi,0.23417795377340872*pi,0.09193018731527554*pi) q[11],q[16];\nRxxyyzz(0.3487145606694097*pi,0.27580145220485*pi,3.749224561507051*pi) q[12],q[13];\nu3(3.209304572307456*pi,3.101269492791339*pi,1.3255105113580914*pi) q[0];\nu3(3.1094656598718347*pi,-0.4637242395538038*pi,1.1327573589784787*pi) q[1];\nu3(3.45931290716873*pi,3.3072682702374765*pi,2.8401440785343586*pi) q[2];\nu3(3.5094814290503114*pi,2.061179715598402*pi,3.941763066569117*pi) q[4];\nu3(3.357826269443505*pi,2.256401628682659*pi,0.7718333745213278*pi) q[5];\nu3(3.390712028001922*pi,1.7633899102748822*pi,1.5587753288737018*pi) q[6];\nu3(3.3047113458819277*pi,1.119400491302248*pi,1.8600559226595523*pi) q[7];\nu3(3.6482661480382883*pi,3.3224565946937648*pi,1.9442390335071438*pi) q[8];\nu3(3.4620320989104125*pi,3.4357626499410854*pi,4.151165395626376*pi) q[9];\nu3(3.744136414960824*pi,3.0191012002718987*pi,3.2338000899215418*pi) q[10];\nu3(3.3908884019541934*pi,0.4765982136281708*pi,4.334319449685788*pi) q[11];\nu3(3.837222610587072*pi,0.03429167999134641*pi,1.7607877224982904*pi) q[12];\nu3(3.792469228025958*pi,2.3094175236928827*pi,1.9605287655732264*pi) q[13];\nu3(3.3424022176558337*pi,-0.1733005750984259*pi,2.019865084770938*pi) q[14];\nu3(3.7998529615948287*pi,0.9556513652869678*pi,1.4679966858194011*pi) q[15];\nu3(3.422615159576823*pi,1.872505637261198*pi,4.3620408330065334*pi) q[16];\nRxxyyzz(0.28274751871434983*pi,0.19815592798065085*pi,0.039937830460687884*pi) q[0],q[12];\nRxxyyzz(0.3724238107518597*pi,0.24744966459907278*pi,3.9053748769641796*pi) q[1],q[3];\nRxxyyzz(0.40292989978592997*pi,0.29542194518555576*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4346997388090204*pi,0.19060947732993408*pi,0.06783307311983718*pi) q[4],q[16];\nRxxyyzz(0.35440828345564723*pi,0.24077867406938047*pi,3.9304286764448992*pi) q[9],q[7];\nRxxyyzz(0.4585530197263897*pi,0.24170367686949665*pi,0.15311343939156669*pi) q[10],q[14];\nRxxyyzz(0.3326023654202803*pi,0.25979430352780164*pi,0.0*pi) q[11],q[13];\nu3(3.543131300732837*pi,2.920245616630233*pi,1.3026289153490622*pi) q[0];\nu3(3.4316108877552285*pi,3.386609012178986*pi,0.8195800388560839*pi) q[1];\nu3(3.3152788664998396*pi,0.24807259577866925*pi,2.028657755188373*pi) q[2];\nu3(3.7995001471087098*pi,0.602403028498385*pi,1.3748742507459943*pi) q[3];\nu3(3.6144144657686907*pi,3.2152889800709312*pi,4.142431076378451*pi) q[4];\nu3(3.7925469876976385*pi,2.864468268839909*pi,1.319387112928901*pi) q[5];\nu3(3.714468613933794*pi,-0.2638968246539175*pi,4.012608501092187*pi) q[7];\nu3(3.414257227005277*pi,2.6786114085820776*pi,1.969290820942323*pi) q[9];\nu3(3.77835101026416*pi,0.1367257056250748*pi,1.3779545956127055*pi) q[10];\nu3(3.4884257183233145*pi,3.3032099805780386*pi,1.0514138612129913*pi) q[11];\nu3(3.175684338760337*pi,2.8620717048749627*pi,4.138109178425401*pi) q[12];\nu3(3.586648666645316*pi,3.385431185234608*pi,2.303930387444331*pi) q[13];\nu3(3.9106074682725556*pi,1.0320382478592744*pi,4.255299006953311*pi) q[14];\nu3(3.612659727792122*pi,3.4736415922120996*pi,3.111988238016127*pi) q[16];\nRxxyyzz(0.4237664288836998*pi,0.27023659034558506*pi,3.9272699233292006*pi) q[0],q[16];\nRxxyyzz(0.38643491866837015*pi,0.3020607236518345*pi,3.9048920469183894*pi) q[1],q[11];\nRxxyyzz(0.47255830539358623*pi,0.40951882178765203*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4471126617556198*pi,0.25386797602297895*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.32350287930559946*pi,0.22027611712019457*pi,0.11245130373516155*pi) q[4],q[14];\nRxxyyzz(0.4565446927480901*pi,0.2178128265970623*pi,3.86264561192281*pi) q[5],q[12];\nRxxyyzz(0.46341167230202995*pi,0.32870946676253454*pi,0.0*pi) q[10],q[6];\nu3(3.812998715105974*pi,-0.24648469466983197*pi,2.2232795483697627*pi) q[0];\nu3(3.4335278159442515*pi,-0.3719713239213819*pi,2.248306432880103*pi) q[1];\nu3(3.517359193534423*pi,1.9510353563507268*pi,4.088040755768735*pi) q[2];\nu3(3.7592027863527413*pi,-0.18802271174008234*pi,1.4347582818820994*pi) q[3];\nu3(3.3993247158412228*pi,3.086248704279069*pi,1.7613499055308681*pi) q[4];\nu3(3.816105167098663*pi,2.9164973194806607*pi,2.2552088176993594*pi) q[5];\nu3(3.550357415767838*pi,0.6288935941090781*pi,1.5434330927507385*pi) q[6];\nu3(3.31902433607707*pi,2.8845506248388957*pi,2.2441061643713773*pi) q[8];\nu3(3.2218778766414156*pi,0.16249183646550724*pi,2.170892814696909*pi) q[10];\nu3(3.771400556854005*pi,3.0055156003282244*pi,2.153240007128942*pi) q[11];\nu3(3.5647976150816505*pi,2.505752838715803*pi,1.0096746145644402*pi) q[12];\nu3(3.1122512333452335*pi,3.127931834606799*pi,0.7445265444959692*pi) q[13];\nu3(3.7282680157149013*pi,-0.41483058801627654*pi,4.326532812854121*pi) q[14];\nu3(3.58776176588744*pi,2.570462557912491*pi,2.4466336431147857*pi) q[16];\nRxxyyzz(0.36686744664925*pi,0.3062771973783649*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.36336677076293944*pi,0.27759044511185016*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.2961782836815092*pi,0.1513418524343999*pi,3.88326816088015*pi) q[12],q[3];\nRxxyyzz(0.4640636335739514*pi,0.19671094836607583*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.39774369363148965*pi,0.26242323562143594*pi,0.03964228395979049*pi) q[8],q[6];\nRxxyyzz(0.4810405655793194*pi,0.12822375968520028*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.35365541901196*pi,0.11446835437415581*pi,3.9218638188946198*pi) q[10],q[15];\nRxxyyzz(0.4517957282459002*pi,0.23758301355057942*pi,0.0*pi) q[13],q[14];\nu3(3.499166861853217*pi,-0.005374648858626485*pi,1.3331434958573494*pi) q[0];\nu3(3.8802858009615964*pi,-0.18580103013522276*pi,2.1660159009941005*pi) q[1];\nu3(3.4189118037071657*pi,3.0108061359814324*pi,4.299786165126322*pi) q[2];\nu3(3.41244860624164*pi,-0.06334529094937769*pi,1.4059191427982176*pi) q[3];\nu3(3.4629735212503734*pi,3.180134220132951*pi,4.171909123476123*pi) q[4];\nu3(3.177344979904889*pi,1.164408643274395*pi,3.357767041627244*pi) q[6];\nu3(3.2377807825367757*pi,2.8638719688206336*pi,2.4578153544127264*pi) q[7];\nu3(3.365659740121584*pi,-0.3758642403083009*pi,2.655387599010891*pi) q[8];\nu3(3.417568280857766*pi,3.489037977978055*pi,4.11589060248369*pi) q[9];\nu3(3.7103613117050607*pi,1.2052994602112146*pi,0.7801494392807353*pi) q[10];\nu3(3.8576209272092203*pi,0.025390993026089492*pi,0.6535923018729068*pi) q[11];\nu3(3.2763763793728535*pi,2.7777393223248845*pi,0.5294520591784762*pi) q[12];\nu3(3.567744349061255*pi,2.3441037664530957*pi,2.1930519585708996*pi) q[13];\nu3(3.832692030635996*pi,3.0656681534867594*pi,1.0826973334364844*pi) q[14];\nu3(3.386440696840987*pi,1.726212373860795*pi,1.2911397681969328*pi) q[15];\nu3(3.408179317459117*pi,1.1544928939979169*pi,1.2027652049852657*pi) q[16];\nRxxyyzz(0.4500539835142502*pi,0.33407780031972906*pi,0.11300843018115996*pi) q[0],q[3];\nRxxyyzz(0.3662333501755901*pi,0.30532039068843797*pi,0.13460500394365116*pi) q[1],q[16];\nRxxyyzz(0.3923642903833499*pi,0.23353618524076813*pi,3.8622223054047002*pi) q[9],q[2];\nRxxyyzz(0.3454210840795903*pi,0.3181255390541322*pi,0.05660449238105292*pi) q[5],q[14];\nRxxyyzz(0.34596701799007973*pi,0.24865506468301746*pi,0.11461267018898136*pi) q[7],q[6];\nRxxyyzz(0.42997926028447*pi,0.1749529786391548*pi,0.15663848039321193*pi) q[8],q[13];\nRxxyyzz(0.41036390629393965*pi,0.33095934686284256*pi,3.9301873317778107*pi) q[10],q[12];\nu3(3.788382241111027*pi,-0.41750907495840917*pi,3.990810377543349*pi) q[0];\nu3(3.376310303097596*pi,-0.45637539265965754*pi,1.731049003917331*pi) q[1];\nu3(3.3225070152235103*pi,-0.28311267820812297*pi,1.589140391573289*pi) q[2];\nu3(3.3478663799786172*pi,3.039998533148162*pi,1.3908291087879028*pi) q[3];\nu3(3.5473696654902653*pi,0.19946738995931512*pi,2.1206978270004657*pi) q[5];\nu3(3.5174235413923265*pi,3.1574954023290474*pi,4.4414353874452415*pi) q[6];\nu3(3.329193622269451*pi,2.9449320775726475*pi,1.9875540093799613*pi) q[7];\nu3(3.2998529147767965*pi,-0.06584949435432097*pi,3.913483472503402*pi) q[8];\nu3(3.718718844388152*pi,3.4068654187814422*pi,0.6384416862145601*pi) q[9];\nu3(3.573711960123324*pi,3.3066498249916143*pi,1.5341127180829441*pi) q[10];\nu3(3.440819573578917*pi,0.08658305821254031*pi,1.9052056104614787*pi) q[12];\nu3(3.406209166641154*pi,-0.05343525998794196*pi,4.171113551420737*pi) q[13];\nu3(3.3662075662773097*pi,0.22401381440373425*pi,1.2401015219414804*pi) q[14];\nu3(3.8989119225122524*pi,2.5806658319264386*pi,3.4333334644175317*pi) q[16];\nRxxyyzz(0.30176687258363966*pi,0.2350227423036575*pi,0.07696631131892628*pi) q[10],q[0];\nRxxyyzz(0.4198628711269894*pi,0.35515353140247674*pi,0.2922902890402126*pi) q[1],q[5];\nRxxyyzz(0.40370492016378*pi,0.2577374976856772*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.23390621005275924*pi,0.07822545792706848*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.44622092020966664*pi,0.1820496679823476*pi,3.841730002423832*pi) q[4],q[16];\nRxxyyzz(0.4339074136908998*pi,0.36387310884855184*pi,3.8097594500683702*pi) q[8],q[11];\nRxxyyzz(0.46186779667173994*pi,0.4215815761223167*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3618157973689095*pi,0.2602221241028779*pi,0.11614347207768201*pi) q[15],q[12];\nu3(3.290149324511016*pi,2.2417884014221823*pi,4.331461119915275*pi) q[0];\nu3(3.330986738974412*pi,2.5697292994103282*pi,0.8314799263505812*pi) q[1];\nu3(3.6148334614292437*pi,-0.19316313616529268*pi,1.1488220971345453*pi) q[2];\nu3(3.6063423776516204*pi,3.304412633350168*pi,1.9440752510009875*pi) q[3];\nu3(3.333401038165514*pi,0.8164363746289292*pi,0.6446336215211761*pi) q[4];\nu3(3.5982726485798566*pi,-0.13807055364366605*pi,4.161357864108902*pi) q[5];\nu3(3.632475442093694*pi,0.1954373149441102*pi,1.2379448997488118*pi) q[6];\nu3(3.3800577275913817*pi,2.487434003349941*pi,0.813713844326996*pi) q[8];\nu3(3.1951584727911566*pi,2.0332607740329656*pi,4.122693229805417*pi) q[9];\nu3(3.370515494180279*pi,2.7804745081432443*pi,1.0996381270107576*pi) q[10];\nu3(3.0641757856043936*pi,-0.023859656663309192*pi,0.7913600793390825*pi) q[11];\nu3(3.592681362694329*pi,3.0107981487026074*pi,2.999435262117549*pi) q[12];\nu3(3.5934643105577275*pi,2.6466995120348944*pi,1.168313109476684*pi) q[13];\nu3(3.501791123182996*pi,3.157291590012605*pi,3.4161421955123554*pi) q[14];\nu3(3.736502434319013*pi,-0.19633326427691145*pi,3.908312785078419*pi) q[15];\nu3(3.8554034436254496*pi,0.24787077429611515*pi,1.3044899102352314*pi) q[16];\nRxxyyzz(0.41997139527054983*pi,0.20499486558420899*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.41295823496831996*pi,0.16089783552443804*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.41068994422019844*pi,0.24274174978732477*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.42202070602861974*pi,0.25739763626811135*pi,0.0610040736691471*pi) q[10],q[3];\nRxxyyzz(0.3858585060718944*pi,0.2046765392348242*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.33418198755004946*pi,0.20172345900328814*pi,0.11036156407417597*pi) q[8],q[13];\nRxxyyzz(0.3708096803642743*pi,0.18420250125047688*pi,0.0*pi) q[12],q[11];\nu3(3.9473181099343373*pi,3.1951343118124704*pi,1.0788262577079113*pi) q[0];\nu3(3.6705361211045595*pi,2.208186376306449*pi,1.929829618346361*pi) q[1];\nu3(3.4213826119108988*pi,0.3223790032446585*pi,4.4648432064139*pi) q[2];\nu3(3.286882388452789*pi,2.077804184809257*pi,0.9887073839116933*pi) q[3];\nu3(3.6941090265927143*pi,2.5287380095649725*pi,0.657016595442806*pi) q[6];\nu3(3.7169441987293936*pi,-0.3504699615701933*pi,3.667548488800463*pi) q[7];\nu3(3.4445028514051486*pi,1.7949504239596648*pi,1.2073350091761261*pi) q[8];\nu3(3.741136349134818*pi,0.37502891212858913*pi,1.0191183776412047*pi) q[9];\nu3(3.7295528975470353*pi,-0.0463581987696724*pi,3.2350267939445208*pi) q[10];\nu3(3.695932829475611*pi,2.8088423247343703*pi,1.3546483050689084*pi) q[11];\nu3(3.1942248211332704*pi,3.297518724262174*pi,2.4455202996293126*pi) q[12];\nu3(3.4645817263865055*pi,0.4290975448680583*pi,4.007608042431549*pi) q[13];\nu3(3.1829578254705497*pi,-0.1107706335873423*pi,0.9622069164485358*pi) q[14];\nu3(3.4346297035791227*pi,3.298237598095931*pi,3.89428213574933*pi) q[16];\nRxxyyzz(0.23920632563356978*pi,0.1334625757568748*pi,0.05383571065766546*pi) q[0],q[5];\nRxxyyzz(0.4047262866270901*pi,0.35364838348547956*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4032355469558499*pi,0.2869394416141062*pi,0.08570504909905409*pi) q[7],q[3];\nRxxyyzz(0.3486888919162095*pi,0.2288478753755241*pi,3.893875256985689*pi) q[8],q[4];\nRxxyyzz(0.31346218272400905*pi,0.202484691300991*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.37355919009509*pi,0.32534731368199116*pi,0.06456436464686155*pi) q[10],q[15];\nRxxyyzz(0.31353963724092*pi,0.2235238734396101*pi,3.8558440336595794*pi) q[13],q[12];\nu3(3.7983655670850274*pi,3.341168842624147*pi,0.785961576927636*pi) q[0];\nu3(3.3785686367272563*pi,-0.34575087551055583*pi,4.107984711150433*pi) q[2];\nu3(3.2278315014218206*pi,0.5697135630574217*pi,0.7505883433983199*pi) q[3];\nu3(3.2486637880074545*pi,1.8489937269838244*pi,1.5833741176212253*pi) q[4];\nu3(3.798906481923814*pi,0.5312626261656661*pi,0.552706531143806*pi) q[5];\nu3(3.784308571101077*pi,0.30547557112434687*pi,4.437386938075976*pi) q[7];\nu3(3.350960808722258*pi,1.239515746000487*pi,0.832990428920512*pi) q[8];\nu3(3.7980435647968505*pi,3.478613492956405*pi,2.334246673068747*pi) q[9];\nu3(3.894383568686932*pi,2.534051835462215*pi,4.164486813873549*pi) q[10];\nu3(3.414493945854768*pi,-0.024195716349526775*pi,4.32646807746754*pi) q[11];\nu3(3.4047028601471503*pi,0.11880554883919403*pi,0.7955128621296209*pi) q[12];\nu3(3.2298235096666286*pi,2.211017639541438*pi,0.6641405761650112*pi) q[13];\nu3(3.5049885992411105*pi,3.039100048400199*pi,1.0981916127609364*pi) q[14];\nu3(3.0366481216693786*pi,-0.08665914308213679*pi,3.6896374535143104*pi) q[15];\nRxxyyzz(0.37476754683477964*pi,0.22579095102968938*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.42740332828477917*pi,0.3055371236240876*pi,3.829666606999151*pi) q[1],q[9];\nRxxyyzz(0.39054537725664906*pi,0.17215299973415432*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.4691363145173799*pi,0.4063941504303481*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.42967727361928987*pi,0.25468654386317424*pi,3.832833441439881*pi) q[5],q[7];\nRxxyyzz(0.45814623938797194*pi,0.3188323411354226*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.33878004191475974*pi,0.19652857831747517*pi,0.0*pi) q[15],q[12];\nu3(3.3824160923277797*pi,0.17777267845079847*pi,4.350793124391053*pi) q[0];\nu3(3.581280081196501*pi,2.405378210396646*pi,1.809829478799115*pi) q[1];\nu3(3.7428506797824856*pi,-0.13618839951787187*pi,0.8171837350731872*pi) q[3];\nu3(3.508845643251963*pi,3.055867175636688*pi,3.071275460957986*pi) q[4];\nu3(3.6095706220852777*pi,2.3958079924642695*pi,2.263610791533191*pi) q[5];\nu3(3.5745502465307735*pi,3.0992846897539836*pi,3.360042548789244*pi) q[6];\nu3(3.7679633193882567*pi,1.3425871588306262*pi,0.5313526400900686*pi) q[7];\nu3(3.361291697233616*pi,0.8961306915340166*pi,0.7199319713405639*pi) q[9];\nu3(3.8325398691640276*pi,3.4512209082747307*pi,4.295359516426349*pi) q[10];\nu3(3.519130061188056*pi,0.20541259240938026*pi,0.5297053776106223*pi) q[12];\nu3(3.5911706209614787*pi,0.02225491359190468*pi,4.026239335831866*pi) q[13];\nu3(3.646890644488899*pi,3.188127096822964*pi,2.378210581786324*pi) q[14];\nu3(3.753633631329071*pi,-0.2936622209028561*pi,0.5664829114382126*pi) q[15];\nu3(3.8011497638163023*pi,0.5801577291076816*pi,1.2634830185394135*pi) q[16];\nRxxyyzz(0.33247953093639937*pi,0.28592297824179813*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4301707562427599*pi,0.17812330805828483*pi,0.10195970007165613*pi) q[1],q[5];\nRxxyyzz(0.39989914443385033*pi,0.2892731390751946*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.35937644328076723*pi,0.12096262415959702*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.38498963315050017*pi,0.1685847054929709*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3895865144481774*pi,0.1216443728245925*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.2361968441502703*pi,0.1829258350478402*pi,0.05337237554887686*pi) q[8],q[9];\nRxxyyzz(0.413943606004969*pi,0.35278032008076204*pi,3.8368794200788194*pi) q[15],q[11];\nu3(3.8614848708931047*pi,0.11913521712149044*pi,1.6590840249275143*pi) q[0];\nu3(3.351953592482676*pi,3.2233902573107116*pi,3.2066275395177954*pi) q[1];\nu3(3.8232527455334795*pi,0.46218395046881366*pi,0.6934968959033887*pi) q[2];\nu3(3.400159454090417*pi,2.8950912410992005*pi,1.1469111715584495*pi) q[4];\nu3(3.581639644841141*pi,2.929222972009983*pi,4.499722925432259*pi) q[5];\nu3(3.232280443633727*pi,3.1222285831063874*pi,0.9512839189543935*pi) q[6];\nu3(3.209524455477466*pi,1.6292794827617323*pi,1.614641880446483*pi) q[7];\nu3(3.568482415470742*pi,3.3021945098250467*pi,1.6469263343919964*pi) q[8];\nu3(3.731688443106756*pi,2.641580910443047*pi,1.1347391076754672*pi) q[9];\nu3(3.5941669290404645*pi,1.2153658009699142*pi,1.430034454026703*pi) q[10];\nu3(3.591662999968317*pi,3.491851153941601*pi,0.811026547224468*pi) q[11];\nu3(3.580710586029687*pi,0.2932545453679678*pi,1.7490693289152301*pi) q[12];\nu3(3.3845514741529072*pi,1.769747124028525*pi,1.651607771305306*pi) q[13];\nu3(3.156331788673745*pi,2.1776131880948326*pi,2.359381817698162*pi) q[14];\nu3(3.404744196155362*pi,1.71046937419443*pi,0.5287902516962193*pi) q[15];\nu3(3.819432195264672*pi,2.5133943918575863*pi,1.568853028859262*pi) q[16];\nRxxyyzz(0.4502967771791395*pi,0.3991049918182825*pi,3.91103142117462*pi) q[0],q[5];\nRxxyyzz(0.4595276016123399*pi,0.25816983955975614*pi,3.95635617235304*pi) q[1],q[14];\nRxxyyzz(0.34056388655048986*pi,0.25607835372712895*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.16437653997596957*pi,0.1394640131499596*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3304044828659297*pi,0.27863955977350685*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.41343828277930006*pi,0.12995880020993966*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.45373666251581*pi,0.1597720234335105*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.3006406978569781*pi,0.24728505254538125*pi,0.0*pi) q[10],q[15];\nu3(3.525984465324761*pi,3.1452512369355485*pi,1.021456991478062*pi) q[0];\nu3(3.3255839056534064*pi,2.841105529846278*pi,1.2667198586434414*pi) q[1];\nu3(3.666888953875107*pi,-0.30562031489003705*pi,0.5751322599283584*pi) q[2];\nu3(3.621104903289208*pi,0.07725922429091003*pi,2.119450288502568*pi) q[3];\nu3(3.5070673674087085*pi,0.5421185727177376*pi,2.399025723312228*pi) q[4];\nu3(3.405487093980807*pi,2.8144705673949506*pi,1.1029125809851348*pi) q[5];\nu3(3.539331965250886*pi,0.23565834882377723*pi,1.3941646147681213*pi) q[6];\nu3(3.504214893447776*pi,2.637551260918639*pi,4.482955992558375*pi) q[7];\nu3(3.388592058797679*pi,2.3207987393449474*pi,1.3819879347815824*pi) q[8];\nu3(3.682794926455614*pi,0.4611176783673262*pi,1.7029869328650658*pi) q[9];\nu3(3.810254653567885*pi,-0.4003489389494449*pi,1.3769388111536913*pi) q[10];\nu3(3.4665737627718647*pi,0.6015559716018928*pi,1.5328194289480566*pi) q[11];\nu3(3.873213847989186*pi,0.17951165111513845*pi,3.821900807202491*pi) q[13];\nu3(3.2432507142207787*pi,-0.2020568694701202*pi,1.612620624703471*pi) q[14];\nu3(3.6792076089137824*pi,-0.45525649234640553*pi,1.59012206416908*pi) q[15];\nu3(3.4088995239564346*pi,-0.3969154098362608*pi,1.484946326804023*pi) q[16];\nRxxyyzz(0.330404169994591*pi,0.2107249208907157*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3622021834263097*pi,0.33671554991974206*pi,3.95793903770244*pi) q[1],q[7];\nRxxyyzz(0.431407251817735*pi,0.1226809075413372*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.46770973265677007*pi,0.38548225167511163*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.3907061615776591*pi,0.19041528651482048*pi,3.8712517883361706*pi) q[8],q[5];\nRxxyyzz(0.42788249119861*pi,0.21683441066121165*pi,3.9193055871548403*pi) q[10],q[13];\nRxxyyzz(0.23280280112314256*pi,0.20038839439945788*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.4195825582775299*pi,0.29959677266369056*pi,0.09558455898260283*pi) q[14],q[16];\nu3(3.655356277025616*pi,3.0173895448468575*pi,4.127682713178864*pi) q[0];\nu3(3.4161293391650025*pi,3.1574148787899174*pi,0.9647247010609643*pi) q[1];\nu3(3.4114667667234153*pi,2.569209206176825*pi,2.2262126163916145*pi) q[3];\nu3(3.554690228509711*pi,0.5686717123695428*pi,0.9653625439184312*pi) q[4];\nu3(3.2250685939021757*pi,2.4051389345045986*pi,0.5744431916097423*pi) q[5];\nu3(3.778393661324335*pi,1.4761996298415205*pi,1.1417684096118046*pi) q[6];\nu3(3.395957762037483*pi,0.588829895015694*pi,2.1711777382048747*pi) q[7];\nu3(3.676548821237252*pi,0.8891868651400219*pi,0.5755410784160664*pi) q[8];\nu3(3.633975167021005*pi,-0.17316665159599232*pi,4.059746873411385*pi) q[9];\nu3(3.8409236815491075*pi,0.2855618646823155*pi,0.9953344197380951*pi) q[10];\nu3(3.480256697674482*pi,2.859618546723156*pi,2.0183647057840424*pi) q[11];\nu3(3.086341355305162*pi,2.591105943311682*pi,1.1761733628030446*pi) q[12];\nu3(3.874545665334603*pi,-0.34015963768998225*pi,0.7810372545658779*pi) q[13];\nu3(3.637954571229359*pi,1.5157618522501415*pi,3.9896691493921033*pi) q[14];\nu3(3.8656543699356227*pi,0.813678493115882*pi,0.7577289178619835*pi) q[15];\nu3(3.9465899072792867*pi,-0.3483285797916684*pi,0.9536085686735353*pi) q[16];\nmeasure q[5] -> c[5];\nRxxyyzz(0.44775148387217023*pi,0.17265088812359175*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3412389437396301*pi,0.252604375333779*pi,0.04251190330038135*pi) q[1],q[14];\nRxxyyzz(0.4203921157811501*pi,0.1988494551087039*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.33525078142790005*pi,0.2545402497684268*pi,0.15411594955278307*pi) q[9],q[4];\nRxxyyzz(0.25861333139650977*pi,0.20070063641800095*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.4610374245923997*pi,0.07081997357850389*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.3561261192152601*pi,0.23223395065949592*pi,3.9312040562103405*pi) q[15],q[11];\nRxxyyzz(0.43455575677391*pi,0.3090608829682999*pi,0.0*pi) q[16],q[12];\nu3(3.6844294696155595*pi,-0.2989725992437903*pi,0.5084264902561828*pi) q[0];\nu3(3.408771876357181*pi,3.09293689543559*pi,1.1143388009049517*pi) q[1];\nu3(3.6702660494587964*pi,1.0008218965933162*pi,1.9581846611725913*pi) q[2];\nu3(3.7481683557138585*pi,-0.31879777229767026*pi,1.0643655514469286*pi) q[3];\nu3(2.2884635014322487*pi,0.10644604004294045*pi,3.866984140333809*pi) q[4];\nu3(1.6167364520011474*pi,3.383944295878118*pi,1.3697081254457801*pi) q[6];\nu3(3.2670627122402616*pi,1.361675377578453*pi,1.7119626475034866*pi) q[7];\nu3(3.2164448958756324*pi,0.04742037224254214*pi,4.185874138573805*pi) q[8];\nu3(1.8862718039976467*pi,3.4967374769504778*pi,0.70599825265647*pi) q[9];\nu3(0.2280061448671873*pi,-0.023693126336479853*pi,1.1262675996117535*pi) q[10];\nu3(2.3268771745076062*pi,0.10118761403670928*pi,1.8176771284022186*pi) q[11];\nu3(3.2312190155101876*pi,1.0409354366844212*pi,1.8836986215419664*pi) q[12];\nu3(3.304596224541512*pi,1.0349401894803179*pi,1.169291093294623*pi) q[13];\nu3(2.5262745930995205*pi,2.916012074931171*pi,1.4029291002216833*pi) q[14];\nu3(3.2637689753066423*pi,2.8015081484541673*pi,1.705241208768781*pi) q[15];\nu3(3.0344415172800785*pi,0.544416235994372*pi,4.177292739268186*pi) q[16];\nmeasure q[1] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[15] -> c[4];\nmeasure q[10] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[16] -> c[8];\nmeasure q[2] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[7] -> c[13];\nmeasure q[6] -> c[14];\nmeasure q[4] -> c[15];\nmeasure q[0] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.694702815906949*pi,0.3928380481587591*pi,3.092337826279541*pi) q[0];\nu3(3.284632479132121*pi,-0.009238346420112564*pi,2.256247025782111*pi) q[1];\nu3(3.6662520377955996*pi,-0.2901813872385627*pi,1.101989973893191*pi) q[2];\nu3(3.4197813165007704*pi,0.8847942369175346*pi,1.3385775428795106*pi) q[3];\nu3(3.6833265715873815*pi,3.19691757665825*pi,3.26978141651179*pi) q[4];\nu3(3.521575098609399*pi,-0.10547134659776769*pi,3.35674963706777*pi) q[5];\nu3(3.3937947239817245*pi,2.586326775326728*pi,2.8369876466503197*pi) q[6];\nu3(3.613608183485928*pi,2.336312628239872*pi,3.6446536719051945*pi) q[7];\nu3(3.2004970244635214*pi,3.207012453477074*pi,3.1072451682641105*pi) q[8];\nu3(3.4440241132867637*pi,-0.3042325280046253*pi,1.338594297597141*pi) q[9];\nu3(3.1964442554133607*pi,0.36099967854417925*pi,2.5140528494849876*pi) q[10];\nu3(3.0795458410311003*pi,2.7642356401863406*pi,3.793490421954454*pi) q[11];\nu3(3.49372430757074*pi,0.042907190980941645*pi,0.953292579958667*pi) q[12];\nu3(3.854038819601096*pi,2.6583163834958348*pi,1.458208461445225*pi) q[13];\nu3(3.3384351648805066*pi,-0.08631991490912277*pi,2.151122551137884*pi) q[14];\nu3(3.193902411739122*pi,2.3994888737941813*pi,0.8067603930005379*pi) q[15];\nu3(3.383286592500819*pi,2.1762324373060005*pi,3.9192669511667537*pi) q[16];\nRxxyyzz(0.3413911878695802*pi,0.22972299632375548*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4575106678795803*pi,0.22985704790384398*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.44650458745182936*pi,0.19224168046711318*pi,0.057937440200179074*pi) q[2],q[7];\nRxxyyzz(0.49434861034045985*pi,0.16844127550311516*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.28275484712674975*pi,0.1560919060380681*pi,0.058057066249537215*pi) q[4],q[6];\nRxxyyzz(0.38009466475643194*pi,0.20873399037957197*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.3868264978137895*pi,0.17826842813530974*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.4426994656174501*pi,0.23768433021028287*pi,3.926052351878291*pi) q[12],q[14];\nu3(3.2620865198753344*pi,2.356812551461371*pi,2.264226178845734*pi) q[0];\nu3(3.5158887382276163*pi,2.8839945996930463*pi,1.9733402602597372*pi) q[1];\nu3(3.145079094643573*pi,-0.48499984092872206*pi,3.699488038857087*pi) q[2];\nu3(3.5287500660471722*pi,-0.4894731897248549*pi,0.6232384772197661*pi) q[3];\nu3(3.6844400886165274*pi,0.47699637277686513*pi,4.064427481461166*pi) q[4];\nu3(3.385158236816056*pi,0.7713392666270908*pi,0.9233118149263932*pi) q[5];\nu3(3.7165996790556144*pi,3.425805722081599*pi,1.7004427993448494*pi) q[6];\nu3(3.429915576966199*pi,-0.3545960970738544*pi,3.3360058681219575*pi) q[7];\nu3(3.883420438440141*pi,3.33243255349845*pi,0.8374592502814284*pi) q[9];\nu3(3.444568882865018*pi,0.6231986999842472*pi,2.2205948636889876*pi) q[10];\nu3(3.0524436627769065*pi,3.2063235471733567*pi,0.758646763041098*pi) q[11];\nu3(3.227654692740443*pi,1.1779476449739885*pi,0.9868831729630276*pi) q[12];\nu3(3.2167766316896587*pi,2.2605153311209545*pi,1.4996145886722034*pi) q[13];\nu3(3.1745429951012065*pi,3.0972070996802525*pi,1.2375808176589116*pi) q[14];\nu3(3.473687956523995*pi,0.00142704862561005*pi,4.373710997061473*pi) q[15];\nu3(3.833137959139112*pi,2.980045083365332*pi,4.338919298674374*pi) q[16];\nRxxyyzz(0.34932972435691934*pi,0.28006319518776523*pi,0.12738153585172984*pi) q[0],q[8];\nRxxyyzz(0.39805693039239953*pi,0.3579439216656346*pi,0.1273088490735732*pi) q[1],q[15];\nRxxyyzz(0.428226291282201*pi,0.387592605985807*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.35683283965375956*pi,0.28067862625826256*pi,0.17398294088460453*pi) q[3],q[12];\nRxxyyzz(0.460531015231311*pi,0.11295888116849007*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.43898523078552015*pi,0.28706585167204035*pi,0.15761917860862787*pi) q[5],q[11];\nRxxyyzz(0.45707866210543*pi,0.25260843864265203*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.44164017389484955*pi,0.23413458571615792*pi,3.9066708496650904*pi) q[7],q[13];\nu3(3.5448686858103504*pi,3.481804788833328*pi,3.4055681260071604*pi) q[0];\nu3(3.215244640990326*pi,2.0008126257813634*pi,0.6997905448038283*pi) q[1];\nu3(3.6253867973618625*pi,-0.39302293909431774*pi,0.7467877375528172*pi) q[2];\nu3(3.3807447974892693*pi,3.2740562375457656*pi,1.9690487026710417*pi) q[3];\nu3(3.626709007082373*pi,2.6922548051930058*pi,1.945855609709672*pi) q[4];\nu3(3.354400943366527*pi,1.0927755076687573*pi,4.331129851472376*pi) q[5];\nu3(3.8886690307700147*pi,3.0171434569754108*pi,1.029532041540626*pi) q[6];\nu3(3.8674541185458278*pi,-0.09143106338598683*pi,0.896864855311847*pi) q[7];\nu3(3.567753998508816*pi,0.5672511382205805*pi,3.4799867892043377*pi) q[8];\nu3(3.9411067374304785*pi,0.6251137658271129*pi,1.603698068970985*pi) q[9];\nu3(3.618881033605141*pi,-0.3908522218209423*pi,0.5015190071958857*pi) q[10];\nu3(3.370913630735716*pi,0.06688988897522963*pi,3.563556399349771*pi) q[11];\nu3(3.3376678612327906*pi,2.4946204844392343*pi,1.267438656151854*pi) q[12];\nu3(3.189943865662593*pi,-0.2922573592499239*pi,2.230476339911668*pi) q[13];\nu3(3.694588432095808*pi,3.340703625865211*pi,3.7552880334896717*pi) q[14];\nu3(3.6730258706663754*pi,2.2909120233645073*pi,2.8204376789324037*pi) q[15];\nRxxyyzz(0.4418781821200316*pi,0.23585152079623317*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4467711779994801*pi,0.21059757039011334*pi,3.9408973045975095*pi) q[1],q[16];\nRxxyyzz(0.3329302737617498*pi,0.2631303244248381*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4633190838735698*pi,0.2606886691212893*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.3422798881990996*pi,0.17959386426595447*pi,0.07631400486492979*pi) q[6],q[8];\nRxxyyzz(0.37798858154727977*pi,0.2397662421424092*pi,3.883510734900281*pi) q[9],q[11];\nRxxyyzz(0.4656814801770306*pi,0.38020574652380995*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.3069081586372997*pi,0.16924191419931756*pi,0.059428642964882705*pi) q[14],q[15];\nu3(3.5247092366043153*pi,0.3462245043269182*pi,0.5730068359824383*pi) q[0];\nu3(3.315849249716612*pi,2.910306671423467*pi,1.4260586276698435*pi) q[1];\nu3(3.9729812980620975*pi,3.4520070447707223*pi,1.109694342789473*pi) q[2];\nu3(3.5218420407554554*pi,3.42494522906697*pi,1.4202912143610824*pi) q[4];\nu3(3.4102596043748625*pi,0.04609033835712284*pi,2.182128077884748*pi) q[5];\nu3(3.520906406766217*pi,2.299280088353674*pi,4.321343413391919*pi) q[6];\nu3(3.6563006533712024*pi,3.441789289945607*pi,2.0849251518137266*pi) q[7];\nu3(3.489139066224795*pi,-0.2532661707128291*pi,1.8993416178135747*pi) q[8];\nu3(3.0091833343844674*pi,3.490318619330073*pi,1.925403771367571*pi) q[9];\nu3(3.637768644816431*pi,-0.3947906106783018*pi,2.22741474866599*pi) q[10];\nu3(3.8158990258874526*pi,0.5815502900154677*pi,1.7780306434069022*pi) q[11];\nu3(3.8021158780541913*pi,-0.11069409700630162*pi,1.653323968792881*pi) q[12];\nu3(3.5401120178057224*pi,-0.4880951419401659*pi,2.187069410157941*pi) q[13];\nu3(3.746939789842142*pi,-0.25435816234039327*pi,4.147527630185368*pi) q[14];\nu3(3.28875623861987*pi,0.6894194755060803*pi,4.1300027572748*pi) q[15];\nu3(3.3080734988524467*pi,-0.2843384359643094*pi,1.8006265556478684*pi) q[16];\nRxxyyzz(0.38979770195492947*pi,0.234597767108322*pi,0.06425215403975915*pi) q[1],q[3];\nRxxyyzz(0.46531650904453015*pi,0.11038223843726946*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.31329916970957944*pi,0.21052014846809586*pi,3.833113279245961*pi) q[4],q[12];\nRxxyyzz(0.3778006273329196*pi,0.10943965542129241*pi,3.9267202668613006*pi) q[9],q[5];\nRxxyyzz(0.4634189878562106*pi,0.2191641353467303*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.3814759628561807*pi,0.2572594952144325*pi,0.0*pi) q[16],q[11];\nRxxyyzz(0.38798309620898974*pi,0.27131980312594817*pi,3.93950733156202*pi) q[15],q[13];\nu3(3.2779187582072806*pi,2.8967794689514426*pi,1.4051659620475418*pi) q[1];\nu3(3.4913109355130496*pi,-0.41065136513608325*pi,2.0122741023170625*pi) q[2];\nu3(3.5207323084807998*pi,2.0815326578886544*pi,4.0351982004122116*pi) q[3];\nu3(3.062748906616336*pi,-0.038628567458437235*pi,1.4723623989510068*pi) q[4];\nu3(3.7490131000965503*pi,-0.10765993431687315*pi,1.7217296485698306*pi) q[5];\nu3(3.8070346444427634*pi,0.7262302744667282*pi,0.913372560132032*pi) q[6];\nu3(3.4516481654708127*pi,3.4936683118135043*pi,1.4170645415881644*pi) q[8];\nu3(3.6163489396010746*pi,3.2351905722286887*pi,1.9696131675852357*pi) q[9];\nu3(3.078110512533909*pi,2.6524413284050947*pi,0.8861818225597087*pi) q[11];\nu3(3.047863246180075*pi,0.0966448962547648*pi,4.097762906476448*pi) q[12];\nu3(3.410342808323861*pi,2.6739231344553294*pi,0.9588583108327038*pi) q[13];\nu3(3.3165567775294766*pi,3.3498927429706145*pi,1.158564669008559*pi) q[14];\nu3(3.60342583561371*pi,2.8876756196335562*pi,1.4337822706793135*pi) q[15];\nu3(3.5805467517207243*pi,2.8405161449187153*pi,0.6073552778175018*pi) q[16];\nRxxyyzz(0.3323420902524798*pi,0.20107168248023388*pi,3.9413436932963606*pi) q[0],q[2];\nRxxyyzz(0.44127678674523*pi,0.28532159777057725*pi,3.8476410682219306*pi) q[1],q[6];\nRxxyyzz(0.35713016351671995*pi,0.1829441792027935*pi,0.045469693827191016*pi) q[3],q[4];\nRxxyyzz(0.38269805975401094*pi,0.0*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.45989427386563986*pi,0.22365190220727896*pi,0.04831684488113277*pi) q[15],q[7];\nRxxyyzz(0.36888481679457025*pi,0.19059555643322884*pi,0.05439098424329657*pi) q[9],q[8];\nRxxyyzz(0.4241246332057096*pi,0.27307535032227204*pi,3.93159440593205*pi) q[10],q[16];\nRxxyyzz(0.45744797687051975*pi,0.3841779635406444*pi,3.9089936463715897*pi) q[14],q[11];\nu3(3.877284311217459*pi,2.874057408275405*pi,1.4192660164773105*pi) q[0];\nu3(3.4375165805348367*pi,1.7728025155066964*pi,0.6161398702438108*pi) q[1];\nu3(3.809132887386828*pi,-0.07644628820182642*pi,2.2052964973975375*pi) q[2];\nu3(3.4909865392899313*pi,-0.36216558118889264*pi,1.2964916962329425*pi) q[3];\nu3(3.3971464853375135*pi,2.641232613478814*pi,3.4583373742456223*pi) q[4];\nu3(3.3659589458811765*pi,-0.43257077618245765*pi,0.5988370967078578*pi) q[5];\nu3(3.9171255279961366*pi,2.9084379559122717*pi,1.056158576924366*pi) q[6];\nu3(3.2978546554576624*pi,2.1081429994740377*pi,4.357833950876573*pi) q[7];\nu3(3.6375556022852016*pi,0.08905446531803418*pi,4.217779012927137*pi) q[8];\nu3(3.4701322358095545*pi,0.07095864437220756*pi,3.5064481026869614*pi) q[9];\nu3(3.475055310707047*pi,-0.1463019769207961*pi,1.459098930918585*pi) q[10];\nu3(3.8214179503820676*pi,0.2187207293350516*pi,0.8512748588978553*pi) q[11];\nu3(3.9650737618916496*pi,0.4223754979514488*pi,2.4312930536687865*pi) q[13];\nu3(3.7592682025005657*pi,1.8514494668243056*pi,1.3716544493413445*pi) q[14];\nu3(3.4358198105176823*pi,1.1537255566985396*pi,0.5966193898451326*pi) q[15];\nu3(3.465049376168534*pi,3.4128083451752964*pi,0.8583847635667015*pi) q[16];\nRxxyyzz(0.36398660361340957*pi,0.22606195318620698*pi,0.05320443245370941*pi) q[0],q[14];\nRxxyyzz(0.37144160449115*pi,0.22547923937095454*pi,0.12301923853952616*pi) q[1],q[7];\nRxxyyzz(0.3776173944617397*pi,0.22787469156994322*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3389690399223899*pi,0.22530086847284103*pi,3.8182195617602304*pi) q[4],q[13];\nRxxyyzz(0.4771145841439497*pi,0.10085889433034823*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4281038553238795*pi,0.18958662316470307*pi,0.09697265724928666*pi) q[8],q[10];\nRxxyyzz(0.4342274218697497*pi,0.31598738028562146*pi,0.17431797279259428*pi) q[11],q[16];\nRxxyyzz(0.40431941616385997*pi,0.26344207819763266*pi,0.05810626222404876*pi) q[15],q[12];\nu3(3.733035231108781*pi,-0.25830303085440437*pi,1.7052887789226723*pi) q[0];\nu3(3.39219722161886*pi,3.301732351754998*pi,4.073588631243362*pi) q[1];\nu3(3.5929324896368473*pi,-0.37671781401196114*pi,4.2787169330700445*pi) q[3];\nu3(3.4992691791164883*pi,3.3853924690077757*pi,1.965068478411767*pi) q[4];\nu3(3.6208691652042724*pi,0.6786260471223087*pi,1.7226008831912425*pi) q[5];\nu3(3.561089786416258*pi,0.8551093038115327*pi,1.596790609386662*pi) q[6];\nu3(3.321694027816707*pi,1.950638649591752*pi,4.348301202808302*pi) q[7];\nu3(3.894667083787531*pi,3.365977595691375*pi,3.8583688877540103*pi) q[8];\nu3(3.550075708725481*pi,1.8016585779648393*pi,1.7314288446549913*pi) q[9];\nu3(3.5443497757456277*pi,2.627295796771528*pi,3.435733356128835*pi) q[10];\nu3(3.4699102374466113*pi,0.681857691187612*pi,1.819033885273925*pi) q[11];\nu3(3.6881226372771923*pi,-0.2223691268786896*pi,2.093403568977818*pi) q[12];\nu3(3.4298684426742527*pi,2.4780573872808143*pi,1.7357447261743533*pi) q[13];\nu3(3.050387646849513*pi,-0.3320979361327112*pi,3.2447070203334083*pi) q[14];\nu3(3.9455937223154582*pi,0.11715136788094882*pi,3.4993562077478346*pi) q[15];\nu3(3.5987436419778707*pi,0.5534413356142789*pi,1.1566863459183878*pi) q[16];\nRxxyyzz(0.2766791372179097*pi,0.13420125498669422*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.39230904831942937*pi,0.29113513854014705*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3653015510137597*pi,0.31274261938256703*pi,3.817514609986301*pi) q[10],q[2];\nRxxyyzz(0.45825194396604996*pi,0.2033612017279509*pi,3.9085732826163504*pi) q[14],q[4];\nRxxyyzz(0.42961190729936016*pi,0.3003421582778319*pi,0.10357046419212067*pi) q[6],q[12];\nRxxyyzz(0.3654073524136814*pi,0.1987998617944578*pi,3.9562829847910805*pi) q[9],q[7];\nRxxyyzz(0.29561804636671984*pi,0.26918114675103944*pi,3.860067319282619*pi) q[8],q[11];\nRxxyyzz(0.43352177010810994*pi,0.28969932214827604*pi,0.06658974999710573*pi) q[15],q[16];\nu3(3.2920246414367726*pi,0.2792293199423128*pi,1.4010269088042553*pi) q[0];\nu3(3.403846147557162*pi,-0.3786729771051547*pi,1.0421464224425208*pi) q[1];\nu3(3.601357764099956*pi,1.4275197017751537*pi,2.317809185938868*pi) q[2];\nu3(3.843238885626424*pi,2.8888861986135064*pi,1.3505355668647048*pi) q[3];\nu3(3.557848503642801*pi,-0.21701160740314046*pi,1.648549667905728*pi) q[4];\nu3(3.2790685934147064*pi,0.2622428841739314*pi,1.5878142308239183*pi) q[5];\nu3(3.2107278120537095*pi,3.2341548792923174*pi,2.88426130019689*pi) q[6];\nu3(3.789415475235585*pi,2.823645924759303*pi,0.6365158755818485*pi) q[7];\nu3(3.6094396504643242*pi,2.4562809704919895*pi,1.3917175336859038*pi) q[8];\nu3(3.4828952569199974*pi,-0.4724455188362765*pi,0.6308330904942934*pi) q[9];\nu3(3.723445267016787*pi,2.995705738683851*pi,1.1431376554286194*pi) q[10];\nu3(3.2684737817588623*pi,-0.48699866558500027*pi,3.8299700098310567*pi) q[11];\nu3(3.325909455878037*pi,-0.4032355515046627*pi,1.3395653688187519*pi) q[12];\nu3(3.2385753478651593*pi,3.1381113397098916*pi,1.6581505268789947*pi) q[14];\nu3(3.2047046270810107*pi,3.241484653103103*pi,2.08366206341446*pi) q[15];\nu3(3.6978332092790933*pi,2.700368376032835*pi,0.6208508385578072*pi) q[16];\nRxxyyzz(0.4461216722178568*pi,0.21692801249143778*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4158871687485708*pi,0.21082709747679307*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3868359036775604*pi,0.23123026021836746*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.36695646921312014*pi,0.3014802393932659*pi,3.8810471563008004*pi) q[5],q[12];\nRxxyyzz(0.45535219880403954*pi,0.24276374407037926*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.40690182887505444*pi,0.20767805301852515*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.4351222521357395*pi,0.25486342639040216*pi,0.13950830449113197*pi) q[14],q[16];\nu3(3.4095649957285827*pi,1.940668300369361*pi,1.788441103595354*pi) q[0];\nu3(3.625623354239036*pi,0.943117944027164*pi,1.687304648806164*pi) q[1];\nu3(3.515789741553183*pi,-0.015261627206110073*pi,0.7371872981724068*pi) q[3];\nu3(3.7924462008659687*pi,2.5914429556543888*pi,0.5122075959178272*pi) q[4];\nu3(3.7312587159721415*pi,3.113431051211099*pi,1.3171676354384947*pi) q[5];\nu3(3.3942785019070523*pi,2.4163277466591344*pi,1.9709578880954635*pi) q[6];\nu3(3.8978860319278894*pi,3.414603341286325*pi,1.1207047558510654*pi) q[8];\nu3(3.388696600389289*pi,-0.041146299408572395*pi,0.9707797234342984*pi) q[10];\nu3(3.318917843104086*pi,0.002879589168608754*pi,0.9056882393387485*pi) q[11];\nu3(3.3615074605520707*pi,0.6383358936453616*pi,2.3111200904139717*pi) q[12];\nu3(3.2966468997665928*pi,2.5444919830034523*pi,1.0938318604428066*pi) q[13];\nu3(3.7368026348360126*pi,0.3278549318861521*pi,4.410436579332547*pi) q[14];\nu3(3.617675509383309*pi,0.329208351653107*pi,2.4688892821989716*pi) q[15];\nu3(3.494967145448529*pi,2.6316480061819867*pi,1.5509865814277515*pi) q[16];\nRxxyyzz(0.3702148483997894*pi,0.20172301018793695*pi,0.09017238694747366*pi) q[11],q[0];\nRxxyyzz(0.39896365906378023*pi,0.22125649667436423*pi,3.9233998095706397*pi) q[12],q[1];\nRxxyyzz(0.39312913348123013*pi,0.15910088898214395*pi,0.06245566596999437*pi) q[3],q[6];\nRxxyyzz(0.4354453206801041*pi,0.29622246853257544*pi,3.789246274008072*pi) q[8],q[4];\nRxxyyzz(0.4911905631624297*pi,0.18931707598072667*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4274210264019703*pi,0.32015498432711*pi,0.23136026006255497*pi) q[10],q[16];\nRxxyyzz(0.35920693181598995*pi,0.30892201994422575*pi,0.0*pi) q[13],q[14];\nu3(3.580461204309475*pi,2.0484258148405283*pi,3.996700551472995*pi) q[0];\nu3(3.0578563122272855*pi,-0.03722697362010252*pi,1.1006970081822252*pi) q[1];\nu3(3.676149168092156*pi,3.2138268056902617*pi,1.0061319010873313*pi) q[3];\nu3(3.377845386468529*pi,2.7377909758896593*pi,1.4127418465458685*pi) q[4];\nu3(3.7252038978721553*pi,2.4682999040247595*pi,0.7991942908616704*pi) q[5];\nu3(3.732182461719321*pi,2.880564414625592*pi,3.6471132835644715*pi) q[6];\nu3(3.4536225913153675*pi,3.161762309474672*pi,1.0698409420530788*pi) q[8];\nu3(3.0633721785864574*pi,-0.16931625302976228*pi,1.33541226370912*pi) q[10];\nu3(3.8546632080011305*pi,-0.40619828431032157*pi,4.236926460576036*pi) q[11];\nu3(3.5547277963386716*pi,2.3096181071346384*pi,1.2801688952627281*pi) q[12];\nu3(3.5022915473923235*pi,-0.33421685548644475*pi,1.229692398203294*pi) q[13];\nu3(3.6444192083117812*pi,0.785405793385884*pi,1.3549204424463925*pi) q[14];\nu3(3.6838273706060525*pi,0.2541484469711883*pi,1.6220428432165324*pi) q[15];\nu3(3.8810523977205156*pi,0.7054216803276239*pi,1.682258695870179*pi) q[16];\nRxxyyzz(0.42408744345376015*pi,0.31279406378050645*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.2919770206682494*pi,0.17562598921050343*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.33152457093957993*pi,0.24581229999374088*pi,3.90231725442783*pi) q[12],q[2];\nRxxyyzz(0.21827213295670944*pi,0.11069143275373705*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.44246568856226065*pi,0.244478553335994*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4336517302966594*pi,0.2920424172741676*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.44591304122426*pi,0.36638017981024973*pi,0.0*pi) q[9],q[14];\nu3(3.5439672631044794*pi,0.21363109213596299*pi,1.8344679408646567*pi) q[0];\nu3(3.1614200779133546*pi,-0.2076914697747081*pi,0.9442553761314194*pi) q[1];\nu3(3.192064449690179*pi,2.727051901333166*pi,0.8435781583685094*pi) q[2];\nu3(3.387660380177355*pi,3.124348664966781*pi,4.209126267273018*pi) q[3];\nu3(3.6708285060721795*pi,-0.44916668111894986*pi,1.5497309360668534*pi) q[5];\nu3(3.323066814966845*pi,0.8352990207760205*pi,1.4850634462263121*pi) q[6];\nu3(3.1709799181411578*pi,0.4446695058046476*pi,1.2675326567928122*pi) q[7];\nu3(3.4381845233035406*pi,0.6346008156041028*pi,3.8916351043690343*pi) q[9];\nu3(3.398598120340603*pi,-0.051085371986084815*pi,0.5160588137039261*pi) q[10];\nu3(3.4489246057305896*pi,-0.19036320434708465*pi,4.155739641901201*pi) q[11];\nu3(3.262330650442402*pi,3.153978016618278*pi,3.627884087307234*pi) q[12];\nu3(3.431322146308739*pi,-0.33038900320452635*pi,1.3815193849563854*pi) q[13];\nu3(3.214100694725018*pi,3.164274419437347*pi,1.7872353459719037*pi) q[14];\nu3(3.3822320988161194*pi,0.33752398701563746*pi,1.7704276575664712*pi) q[16];\nRxxyyzz(0.4577987217256393*pi,0.3069712230311685*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.3609772091675988*pi,0.30430847929465044*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4809891185981795*pi,0.22897426622774764*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4085675348137602*pi,0.21792677023194218*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.4310954560657604*pi,0.05200754079690206*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4645194778374968*pi,0.057777114922780926*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4137685186411597*pi,0.21805288989935379*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.40150017309489*pi,0.28384443737488907*pi,3.932142234840701*pi) q[13],q[15];\nu3(3.2703934484233694*pi,-0.3624545514575297*pi,1.8445335936648275*pi) q[0];\nu3(3.401788596132463*pi,-0.24753218431059937*pi,1.1842944077531588*pi) q[2];\nu3(3.8693984341379744*pi,1.030179695791137*pi,1.3294744173938466*pi) q[3];\nu3(3.7265904482953216*pi,3.020904278526876*pi,1.0497946331806025*pi) q[4];\nu3(3.293373937535925*pi,1.562465176541223*pi,1.4756648563827388*pi) q[5];\nu3(3.3449881634968346*pi,-0.43839518545763057*pi,1.1501832119108037*pi) q[6];\nu3(3.7417301217577608*pi,2.950176609333985*pi,1.2096002314899021*pi) q[7];\nu3(3.4121438695961794*pi,2.285380159368245*pi,2.2075548178278908*pi) q[8];\nu3(3.418088524489389*pi,-0.38795645926547095*pi,0.8492492290610294*pi) q[9];\nu3(3.1906668749601694*pi,0.4127793202033335*pi,1.6359518355387146*pi) q[10];\nu3(3.665451525897305*pi,1.2904290705564936*pi,1.6868083103269034*pi) q[11];\nu3(3.5876244916910873*pi,2.0943562113337877*pi,1.4028315406106753*pi) q[12];\nu3(3.2269408725382007*pi,0.11891528341147661*pi,2.2638101930482413*pi) q[13];\nu3(3.398390272554484*pi,-0.28566633339107395*pi,1.4319416341691398*pi) q[14];\nu3(3.7067563486549036*pi,-0.42444522454969447*pi,0.5780794741480739*pi) q[15];\nu3(3.6201723810427358*pi,3.482156502895599*pi,3.809731018863245*pi) q[16];\nRxxyyzz(0.3851594356350301*pi,0.17183330207804692*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4754043983486592*pi,0.3520690636316861*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.45873659705384*pi,0.22689935685985677*pi,3.84189365005311*pi) q[2],q[15];\nRxxyyzz(0.41465160176006866*pi,0.24651764039041624*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3118894006753601*pi,0.141178777997629*pi,3.9171126397417098*pi) q[6],q[9];\nRxxyyzz(0.40223721831181936*pi,0.28870222736869366*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.4257176148599598*pi,0.3196654648513097*pi,0.17342601215660206*pi) q[12],q[16];\nu3(3.6195788262326665*pi,0.4821499322560019*pi,1.0436192320382094*pi) q[0];\nu3(3.6270479308500576*pi,2.343391451679892*pi,0.9671834480650189*pi) q[1];\nu3(3.78439250005361*pi,-0.41063487917877867*pi,2.3812508035094986*pi) q[2];\nu3(3.6215088992902804*pi,3.40601172368641*pi,4.230027567166684*pi) q[4];\nu3(3.5623966443939312*pi,0.17154625406053736*pi,2.2090607699284153*pi) q[5];\nu3(3.5781031002435837*pi,0.15206027410960465*pi,1.1332683235173797*pi) q[6];\nu3(3.1267899054519197*pi,-0.4973128277815638*pi,3.56622099309734*pi) q[8];\nu3(3.7939942150099317*pi,0.11826271370236263*pi,1.1622751950949963*pi) q[9];\nu3(3.5434673953226086*pi,0.011406712812347175*pi,0.7022012929565333*pi) q[10];\nu3(3.7694921131215735*pi,2.8048016071187885*pi,0.5117396918168475*pi) q[11];\nu3(3.6032821396259633*pi,0.0029055853427049083*pi,3.67356280219612*pi) q[12];\nu3(3.57185251688532*pi,-0.044664103607255534*pi,2.219332463076414*pi) q[14];\nu3(3.62457047659418*pi,1.8256850964368625*pi,2.3374618055985734*pi) q[15];\nu3(3.74277725621955*pi,0.5420417256018888*pi,0.8113909714046827*pi) q[16];\nRxxyyzz(0.3842173246774099*pi,0.26714026282870895*pi,3.92619211076771*pi) q[13],q[1];\nRxxyyzz(0.3843106530762199*pi,0.06963778079903016*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4854804472643811*pi,0.3294645643713877*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.43890624835831016*pi,0.3744441710869939*pi,3.893910469691141*pi) q[5],q[8];\nRxxyyzz(0.43122065673104004*pi,0.18540829983805296*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.36076586966499946*pi,0.06814395741340373*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.39854205560209*pi,0.3458546131086351*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.45821419852260015*pi,0.3255796909889747*pi,0.13311734693463234*pi) q[15],q[10];\nu3(3.5176109618947167*pi,0.23602099317106995*pi,1.7542242636723246*pi) q[1];\nu3(3.652670075039817*pi,-0.477274018734933*pi,3.738428216186604*pi) q[2];\nu3(3.9059012669470095*pi,0.4431776556936692*pi,0.8600384887256766*pi) q[3];\nu3(3.3648926508217825*pi,3.221617618124457*pi,4.170884933554053*pi) q[4];\nu3(3.6403088134463903*pi,3.137689488013638*pi,1.6544060482542635*pi) q[5];\nu3(3.9437931390808663*pi,2.280535271616525*pi,2.123763117505539*pi) q[6];\nu3(3.410444407908648*pi,3.4150862367585315*pi,0.925523557869204*pi) q[7];\nu3(3.388968255981794*pi,-0.34639336968841383*pi,1.2131687561831117*pi) q[8];\nu3(3.167714315048933*pi,3.112958874222918*pi,0.7675820814254508*pi) q[9];\nu3(3.2306222294313347*pi,0.7421171043969057*pi,4.330199403542371*pi) q[10];\nu3(3.842302392936037*pi,-0.29676020259256763*pi,4.215932238161653*pi) q[11];\nu3(3.8226298254916147*pi,2.790015312426008*pi,0.646436295008975*pi) q[12];\nu3(3.132817546596585*pi,-0.3640171844728629*pi,1.4824796050258873*pi) q[13];\nu3(3.677300472462096*pi,2.481369368813094*pi,1.0627661126685675*pi) q[14];\nu3(3.088957728803647*pi,2.8733707617973607*pi,1.0878235876625872*pi) q[15];\nu3(3.356630555920975*pi,3.4880234104144465*pi,0.8343463048699966*pi) q[16];\nRxxyyzz(0.41928623043063956*pi,0.26430924612733314*pi,0.20441773684572134*pi) q[6],q[0];\nRxxyyzz(0.4098244007536903*pi,0.2216011727476166*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4754621929052799*pi,0.25010512530617834*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4233908292536901*pi,0.27304388210257435*pi,3.9041979414996946*pi) q[4],q[10];\nRxxyyzz(0.4634983168582498*pi,0.3631518307506019*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.37327634004835153*pi,0.2069329045183942*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.3862048749655696*pi,0.19579297710813545*pi,0.12407754596322437*pi) q[8],q[15];\nRxxyyzz(0.4027847552348698*pi,0.2697782011804144*pi,0.0*pi) q[12],q[13];\nu3(3.694176960226182*pi,2.8744447088869283*pi,0.5013582930847889*pi) q[0];\nu3(3.7181331936281135*pi,3.3173406017815275*pi,4.0908664051506385*pi) q[2];\nu3(3.2904730560297195*pi,3.473593481573795*pi,2.0683483629163337*pi) q[3];\nu3(3.6030400016138397*pi,0.12074938858722684*pi,1.5388240049023998*pi) q[4];\nu3(3.437360565479306*pi,-0.46276265804852995*pi,1.5169140030571135*pi) q[5];\nu3(3.1549412519672364*pi,0.15477249286663763*pi,4.361575198035483*pi) q[6];\nu3(3.5706188964552585*pi,3.340305681714424*pi,2.1154530709033175*pi) q[7];\nu3(3.196612863631265*pi,-0.13671375935143637*pi,4.406270211028149*pi) q[8];\nu3(3.591063172979114*pi,-0.0013768031245883772*pi,1.5527481691237854*pi) q[9];\nu3(3.3792570967464997*pi,2.5223134278995243*pi,2.235817864264212*pi) q[10];\nu3(3.616248671756571*pi,-0.29513451900139964*pi,1.8478963172274507*pi) q[11];\nu3(3.442272745585682*pi,-0.0414309863424398*pi,1.170300587125993*pi) q[12];\nu3(3.5289104164630425*pi,3.0823871128413645*pi,1.9971869190315898*pi) q[13];\nu3(3.109103811737715*pi,3.2985327538180895*pi,2.2598772621079846*pi) q[14];\nu3(3.754982063814339*pi,1.6221349770481912*pi,4.435368143647638*pi) q[15];\nu3(3.6253228675767093*pi,0.7132717313489438*pi,3.7701708957712046*pi) q[16];\nRxxyyzz(0.4037412532552703*pi,0.10203158402841206*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4270595909432995*pi,0.3764060461283192*pi,3.9033627195088503*pi) q[3],q[1];\nRxxyyzz(0.35323406844078065*pi,0.12159202752836995*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.23474913206561077*pi,0.13186927781058522*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.4014497660967399*pi,0.2314531001562341*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.46308991245286*pi,0.4054537295314354*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.38315090700746934*pi,0.30356987555033266*pi,0.0*pi) q[13],q[15];\nu3(3.869610448885865*pi,2.7440382826227188*pi,2.4298643362288206*pi) q[0];\nu3(3.5943015396913216*pi,2.813137864418569*pi,0.8637919329731073*pi) q[1];\nu3(3.714456568120448*pi,3.290264029217469*pi,1.520555938937399*pi) q[2];\nu3(3.429978040443202*pi,2.360899030762485*pi,0.6762329872464016*pi) q[3];\nu3(3.396483920113851*pi,-0.3655156088613209*pi,2.1975901375581186*pi) q[6];\nu3(3.5163657701993256*pi,0.46448242609650137*pi,1.0230361124596596*pi) q[7];\nu3(3.4364945134559957*pi,1.771354379619587*pi,1.306625539753496*pi) q[8];\nu3(3.7991103893758686*pi,-0.412475699994974*pi,1.6623842748142583*pi) q[9];\nu3(3.3281766799634855*pi,3.3021893353254446*pi,0.5039996884395452*pi) q[11];\nu3(3.2781071579430767*pi,-0.317843154807403*pi,3.5486501291336854*pi) q[12];\nu3(3.5192727689539116*pi,2.6059451399399114*pi,1.1489978284980507*pi) q[13];\nu3(3.920347324031557*pi,1.0366623209954415*pi,4.140908855512903*pi) q[14];\nu3(3.6416738658804033*pi,-0.2605299281870014*pi,0.9764333856489662*pi) q[15];\nu3(3.2958439398127855*pi,0.2911326293774341*pi,0.9703281553592225*pi) q[16];\nRxxyyzz(0.47163232840223857*pi,0.32108130083087616*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.4538742699468298*pi,0.08788042099050156*pi,3.9511873997512694*pi) q[16],q[1];\nRxxyyzz(0.2859789439298198*pi,0.22154738950153696*pi,0.14715749890439334*pi) q[3],q[10];\nRxxyyzz(0.4232200667492647*pi,0.26047387592992743*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.41129126158124985*pi,0.2107551372590928*pi,3.9012052605499097*pi) q[5],q[12];\nRxxyyzz(0.3872279032865399*pi,0.28793755733343784*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.49441312766805023*pi,0.18434015253552016*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.3762649672911088*pi,0.19102164863191404*pi,0.046344015376030556*pi) q[13],q[8];\nu3(3.5683618591937987*pi,0.8215541349392459*pi,0.5679893950177117*pi) q[0];\nu3(3.315523922967849*pi,1.9836370553568767*pi,2.2512821725188585*pi) q[1];\nu3(3.4137725863106185*pi,-0.48281120976319825*pi,1.1094501964041417*pi) q[2];\nu3(3.6353278605991295*pi,2.4537332423990748*pi,1.123017114049741*pi) q[3];\nu3(3.1100481991883857*pi,2.3923562725450918*pi,1.6918202155223636*pi) q[4];\nu3(3.578672806083223*pi,-0.18953694120848974*pi,0.782335464110858*pi) q[5];\nu3(3.7998823646299993*pi,2.096710449675313*pi,1.6435286307334638*pi) q[6];\nu3(3.6271894433867615*pi,0.7704963543402501*pi,1.2862218879490634*pi) q[7];\nu3(3.9514003007803264*pi,2.010885710932449*pi,0.6742829593939546*pi) q[8];\nu3(3.8838459740344446*pi,2.045401358190337*pi,1.2017573150088496*pi) q[9];\nu3(3.474183713743222*pi,0.14957964821428593*pi,0.6546066885418165*pi) q[10];\nu3(3.1447979584463432*pi,-0.13586209418155543*pi,1.2942264542843374*pi) q[12];\nu3(3.6158192268260247*pi,2.1577284092811597*pi,1.094179415814729*pi) q[13];\nu3(3.3382863091577146*pi,2.166639365581842*pi,2.0691577447110903*pi) q[14];\nu3(3.8560007351614765*pi,3.129497616315652*pi,1.0150817225044608*pi) q[15];\nu3(3.712590662458932*pi,2.388126748455461*pi,2.112516258912125*pi) q[16];\nmeasure q[0] -> c[2];\nRxxyyzz(0.4912280592937901*pi,0.3447044016681059*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4340224713941393*pi,0.3418398924342539*pi,3.95588580437222*pi) q[4],q[2];\nRxxyyzz(0.3501176457807293*pi,0.1602476984428205*pi,0.10218765321839918*pi) q[3],q[5];\nRxxyyzz(0.3425516185161299*pi,0.23897500132143534*pi,0.041073446119604284*pi) q[6],q[7];\nRxxyyzz(0.3579858016860583*pi,0.20206455665825518*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.41260060481822985*pi,0.30346453995094613*pi,0.07218511671606631*pi) q[13],q[11];\nRxxyyzz(0.44502741367882026*pi,0.3215870438685442*pi,0.13842452478612233*pi) q[14],q[12];\nRxxyyzz(0.30739153857000034*pi,0.14932473013640513*pi,3.9551701213933903*pi) q[16],q[15];\nu3(3.847013338535664*pi,-0.06485519728485167*pi,1.314673951426736*pi) q[1];\nu3(3.3943547121613076*pi,2.2737752178106834*pi,0.8158437274690433*pi) q[2];\nu3(1.702633118751023*pi,0.08069252566867047*pi,4.442622292990277*pi) q[3];\nu3(3.397770722715504*pi,1.2235920350977694*pi,1.3019331879136478*pi) q[4];\nu3(2.3203950381823173*pi,0.9280315647299464*pi,4.048366758478009*pi) q[5];\nu3(1.2317901771046693*pi,0.03276295737021839*pi,1.4185323253341293*pi) q[6];\nu3(2.5649984457101964*pi,-0.049430614873200385*pi,1.3055632629768406*pi) q[7];\nu3(0.6041641585534395*pi,3.1976532672413223*pi,4.412777953491788*pi) q[8];\nu3(3.40040832547673*pi,-0.13637750588516218*pi,1.2625242719002838*pi) q[9];\nu3(1.534982703389643*pi,-0.07046500222634539*pi,1.497509593862016*pi) q[10];\nu3(3.591906333386377*pi,0.4698125319402139*pi,3.3704574118279655*pi) q[11];\nu3(3.29745532158175*pi,3.00465348607852*pi,1.8199820984942665*pi) q[12];\nu3(3.4029871994218395*pi,2.89014324821041*pi,0.6572094997154647*pi) q[13];\nu3(3.536795589745025*pi,1.0654784360812946*pi,3.048193577240701*pi) q[14];\nu3(0.6068107120915569*pi,0.9402692647867297*pi,0.8478669438050133*pi) q[15];\nu3(1.4794294461318833*pi,1.0421756487542502*pi,0.7677850414880399*pi) q[16];\nmeasure q[6] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[9] -> c[3];\nmeasure q[16] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[1] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[11] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[15] -> c[13];\nmeasure q[4] -> c[14];\nmeasure q[8] -> c[15];\nmeasure q[2] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3740104810833627*pi,3.184759728798512*pi,0.5573981498880829*pi) q[0];\nu3(3.8038703628183943*pi,0.5176271664662251*pi,3.6555233565235348*pi) q[1];\nu3(3.36667640838255*pi,-0.4792130431688164*pi,3.5183098708763962*pi) q[2];\nu3(3.2828469175786346*pi,2.7665954961050216*pi,3.82114109614817*pi) q[3];\nu3(3.541484413375143*pi,3.193976231059152*pi,3.283757076090589*pi) q[4];\nu3(3.4769655555545356*pi,2.3686045913971396*pi,4.32521530872353*pi) q[5];\nu3(3.3403139562597226*pi,-0.2222332215235192*pi,2.23241837250365*pi) q[6];\nu3(3.2583662647127145*pi,-0.11553691010295886*pi,3.5868458511265713*pi) q[7];\nu3(3.6347730070904323*pi,3.374160027326564*pi,1.2266236343021808*pi) q[8];\nu3(3.8360684841061055*pi,2.3675021943222267*pi,2.430995642943818*pi) q[9];\nu3(3.5726055517712645*pi,0.8408046280064081*pi,3.713822287108183*pi) q[10];\nu3(3.4416144003454123*pi,0.25156150299302926*pi,3.990766378174927*pi) q[11];\nu3(3.1187816933423975*pi,0.4885195264008616*pi,2.1309983617852044*pi) q[12];\nu3(3.187571120668928*pi,3.0919131811388114*pi,3.805254511422009*pi) q[13];\nu3(3.4466638605849793*pi,0.9934822401420296*pi,1.6314008001712907*pi) q[14];\nu3(3.572997177710666*pi,-0.4422041894310845*pi,1.517655152988155*pi) q[15];\nu3(3.4540824587123216*pi,3.105780818773261*pi,1.450630195465676*pi) q[16];\nRxxyyzz(0.4526490703536199*pi,0.366207810500492*pi,3.82108659110914*pi) q[0],q[2];\nRxxyyzz(0.42867331674947984*pi,0.15636306025151292*pi,3.9522852568693505*pi) q[1],q[13];\nRxxyyzz(0.31577754890337956*pi,0.2773924257204339*pi,3.9383433473028995*pi) q[3],q[9];\nRxxyyzz(0.2735640538975894*pi,0.13397068985968819*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.27869800274299994*pi,0.1897932971564149*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.43113816787109016*pi,0.3716501938107952*pi,0.08711705392913416*pi) q[8],q[15];\nRxxyyzz(0.36255406134970936*pi,0.21104076966353577*pi,0.06391697491756598*pi) q[10],q[12];\nRxxyyzz(0.3715243668735102*pi,0.21698325839854604*pi,0.0*pi) q[11],q[16];\nu3(3.282414905566539*pi,2.7576040744786274*pi,1.0293201807180743*pi) q[0];\nu3(3.9682199536654186*pi,-0.22100358211898846*pi,2.483422804097831*pi) q[1];\nu3(3.268670241766342*pi,-0.2633636260106335*pi,1.5107369617927875*pi) q[2];\nu3(3.5961680126539357*pi,0.6097649697291205*pi,4.2323161413767005*pi) q[3];\nu3(3.7292981445357576*pi,0.7698075134016293*pi,2.1394759703103268*pi) q[4];\nu3(3.413270467880995*pi,0.3684220210580067*pi,2.106793788500845*pi) q[6];\nu3(3.5532369734058977*pi,3.294313302753854*pi,1.2343417247958262*pi) q[7];\nu3(3.6552940591528804*pi,-0.26090567071981385*pi,0.5467213543862253*pi) q[8];\nu3(3.707207934970875*pi,2.2637435249170927*pi,1.4547149830210202*pi) q[9];\nu3(3.4852811061665974*pi,1.595755826457347*pi,4.4150027464986055*pi) q[10];\nu3(3.7303517531217447*pi,1.4202809712484807*pi,1.3523195971428645*pi) q[11];\nu3(3.7762647857444667*pi,0.028484176699651753*pi,0.5844942253982399*pi) q[12];\nu3(3.2749831772747364*pi,2.523898366005331*pi,2.159068984734553*pi) q[13];\nu3(3.1568885449866695*pi,0.12676874583758713*pi,0.840022708086822*pi) q[14];\nu3(3.5278420889591007*pi,2.363133077174685*pi,4.096865279406146*pi) q[15];\nu3(3.691490890624777*pi,1.9869153510559636*pi,1.929433101173302*pi) q[16];\nRxxyyzz(0.3144579093392899*pi,0.27931923298227*pi,3.9046748613949003*pi) q[0],q[11];\nRxxyyzz(0.43002880805478916*pi,0.28917423523549673*pi,3.9438904163961994*pi) q[1],q[15];\nRxxyyzz(0.39106905437527956*pi,0.21206318773970617*pi,3.8706093982143615*pi) q[2],q[9];\nRxxyyzz(0.43392584340026985*pi,0.2862371047831993*pi,0.12040415661443742*pi) q[3],q[12];\nRxxyyzz(0.3733579960418797*pi,0.1427112817126608*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.3449974238632101*pi,0.2836906802371786*pi,0.07100085792897515*pi) q[7],q[16];\nRxxyyzz(0.29161541610754954*pi,0.21586113724010936*pi,3.8467987625489997*pi) q[8],q[14];\nRxxyyzz(0.41584996829685844*pi,0.2921987256369985*pi,3.941360100724422*pi) q[10],q[13];\nu3(3.1102973413541557*pi,0.9801975538822911*pi,0.9248134121182559*pi) q[0];\nu3(3.107988906781655*pi,3.374929579772573*pi,1.0199024646300878*pi) q[1];\nu3(3.6507915821657044*pi,3.434196929601524*pi,0.5484580011307614*pi) q[2];\nu3(3.2546668930772307*pi,0.10778372198213615*pi,3.2818012881955525*pi) q[3];\nu3(3.4321413234353058*pi,1.4896518112240744*pi,0.7176446904439986*pi) q[4];\nu3(3.4486541212924986*pi,2.0731801923737283*pi,1.8786714016768942*pi) q[5];\nu3(3.0402857087685042*pi,0.8762547370279772*pi,0.8577903432127177*pi) q[7];\nu3(3.939979064877619*pi,3.2107379194463546*pi,0.5241280543504565*pi) q[8];\nu3(3.159853370096055*pi,0.014508917112493469*pi,1.063122870991819*pi) q[9];\nu3(3.1363707739527733*pi,1.1098643178792922*pi,2.202796110730336*pi) q[10];\nu3(3.656228797235471*pi,0.11557949157810177*pi,0.6954309020618178*pi) q[11];\nu3(3.1892353394608763*pi,0.5303959504337101*pi,3.9218923506236814*pi) q[12];\nu3(3.889498656486564*pi,3.4928680960097407*pi,1.7675803179397214*pi) q[13];\nu3(3.314528595161156*pi,0.7930714901455058*pi,2.2032588695491504*pi) q[14];\nu3(3.5625312985687922*pi,-0.2806994275749451*pi,1.0003731204050026*pi) q[15];\nu3(3.7467716896495977*pi,3.443371390547381*pi,0.6894466754975797*pi) q[16];\nRxxyyzz(0.4242174388067296*pi,0.25873531279678935*pi,0.24287587942610334*pi) q[0],q[15];\nRxxyyzz(0.4003680032111001*pi,0.18617658292343497*pi,3.9126523038714702*pi) q[1],q[11];\nRxxyyzz(0.3483244807658593*pi,0.168696020072153*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3325393060918494*pi,0.22556339522025803*pi,0.19754494023259994*pi) q[5],q[14];\nRxxyyzz(0.4035044941325294*pi,0.10504071766262169*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4391835452605602*pi,0.2771218032737746*pi,3.9022715475793603*pi) q[8],q[12];\nRxxyyzz(0.4491224352249095*pi,0.24882456354305163*pi,0.07535263197774869*pi) q[9],q[16];\nu3(3.7062429682524067*pi,2.91718627525151*pi,3.5462615023125696*pi) q[0];\nu3(3.3385557301155573*pi,2.835060520896511*pi,2.0806600897553573*pi) q[1];\nu3(3.211993473129663*pi,0.36632718437665623*pi,0.6453615748940029*pi) q[2];\nu3(3.483110120499578*pi,3.4874331617933505*pi,0.5160269040856297*pi) q[4];\nu3(3.7633849019622554*pi,-0.4764881536594954*pi,3.7836359579973626*pi) q[5];\nu3(3.1528537150561315*pi,2.9522719160992277*pi,4.151904675884774*pi) q[6];\nu3(3.8760587999155693*pi,3.350724191752389*pi,0.7204725088626609*pi) q[7];\nu3(3.49272259436985*pi,-0.014568692964749053*pi,1.8096724191423676*pi) q[8];\nu3(3.131965052790077*pi,0.04910742187915662*pi,3.4974858076077835*pi) q[9];\nu3(3.8500509122771125*pi,2.1134907435210515*pi,1.026721543366814*pi) q[11];\nu3(3.7629040868320245*pi,1.6002899059788702*pi,1.9478843522118123*pi) q[12];\nu3(3.321613918547521*pi,0.34128578736638593*pi,4.152869945405422*pi) q[14];\nu3(3.4801569739698603*pi,-0.10373009725072518*pi,3.766711809589202*pi) q[15];\nu3(3.1915747217226857*pi,2.5443958275680405*pi,4.3712894363750205*pi) q[16];\nRxxyyzz(0.3490934344574997*pi,0.24317070653960204*pi,3.90138572440332*pi) q[0],q[12];\nRxxyyzz(0.2920405406924266*pi,0.22440494410863288*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3937426197051996*pi,0.2938178123635953*pi,0.11315377835663668*pi) q[2],q[3];\nRxxyyzz(0.45450652163569016*pi,0.2616066137761699*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.44685598336824*pi,0.2668333715532723*pi,0.10014260594353593*pi) q[6],q[10];\nRxxyyzz(0.36925983767874027*pi,0.1177011045320322*pi,0.0552486720436946*pi) q[7],q[11];\nRxxyyzz(0.40557202829552985*pi,0.25157711123146087*pi,3.9256189884715003*pi) q[9],q[15];\nRxxyyzz(0.45947270678452934*pi,0.39556695087275906*pi,3.854459259740621*pi) q[13],q[14];\nu3(3.459152417539657*pi,0.6912572025708263*pi,0.7440002997168305*pi) q[0];\nu3(3.6836497048857613*pi,-0.3487778265806336*pi,0.8833647392962192*pi) q[1];\nu3(3.1702283252900316*pi,-0.23781840963755596*pi,1.940333639254825*pi) q[2];\nu3(3.705444688481927*pi,2.888377149342813*pi,4.1792272676850635*pi) q[3];\nu3(3.2315137218021412*pi,2.6086061243537504*pi,1.4733163574545336*pi) q[4];\nu3(3.5275164997857407*pi,2.409654518693829*pi,1.2484965879502976*pi) q[5];\nu3(3.3452249629763804*pi,-0.2829918750160968*pi,0.7673472455245742*pi) q[6];\nu3(3.635327364800212*pi,1.9738153017509772*pi,0.5286776291492312*pi) q[7];\nu3(3.7361308336367367*pi,-0.07978847414104817*pi,1.7379243598550291*pi) q[8];\nu3(3.7228024376211866*pi,1.470011287054973*pi,2.2004377927271577*pi) q[9];\nu3(3.80958941324202*pi,2.508264912674748*pi,3.7381546475380683*pi) q[10];\nu3(3.4304448369213385*pi,1.3597101367445261*pi,4.439935606516648*pi) q[11];\nu3(3.425976565697183*pi,1.0095402953353543*pi,0.547687788006131*pi) q[12];\nu3(3.4122106474900233*pi,-0.09979713049257283*pi,2.4745917247070737*pi) q[13];\nu3(3.73841215087403*pi,2.5080508710423874*pi,1.7800345034805263*pi) q[14];\nu3(3.439370926591815*pi,0.4500403458238481*pi,2.4518744923588307*pi) q[15];\nRxxyyzz(0.39995397375966935*pi,0.27828297443191397*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4364238593885501*pi,0.2197334944482875*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3335999011191303*pi,0.23793492200650967*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4031868232182295*pi,0.26016490979318313*pi,0.11571005107541373*pi) q[5],q[3];\nRxxyyzz(0.41019963249027036*pi,0.285867121176284*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.36086569335364926*pi,0.13687524636328385*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4078559720192701*pi,0.2336604139535269*pi,3.8889509570624607*pi) q[8],q[13];\nRxxyyzz(0.4742576862668194*pi,0.28592339969632463*pi,0.0*pi) q[14],q[15];\nu3(3.860984908151342*pi,0.34458545738031465*pi,1.1824179196257818*pi) q[0];\nu3(3.164871450015896*pi,0.3857397030309826*pi,0.8571470097280434*pi) q[1];\nu3(3.922054383367483*pi,-0.17820551830718462*pi,0.7776863127622158*pi) q[2];\nu3(3.803785281808169*pi,0.4984095984231074*pi,3.613542968062797*pi) q[3];\nu3(3.7515614842413334*pi,-0.09340009293382112*pi,1.3618591405684424*pi) q[4];\nu3(3.173635712962686*pi,2.5680336875557943*pi,3.4755559341554*pi) q[5];\nu3(3.648456567650748*pi,2.0925192139731355*pi,1.3110521682602982*pi) q[6];\nu3(3.416051428597414*pi,-0.48175228155289107*pi,2.680350169933861*pi) q[7];\nu3(3.935089342118352*pi,2.279142888790248*pi,1.1735772884486342*pi) q[8];\nu3(3.6204867368787106*pi,0.666481071299357*pi,0.6297573814152404*pi) q[9];\nu3(3.898809746350198*pi,-0.4627928033927186*pi,2.0835368750656245*pi) q[10];\nu3(3.3570451944324446*pi,-0.3214652401832011*pi,1.9992423706196134*pi) q[12];\nu3(3.4661227174538336*pi,3.249681203691862*pi,2.147860557366804*pi) q[13];\nu3(3.9596790703121285*pi,2.491154483308481*pi,1.1392508578948337*pi) q[14];\nu3(3.349101039214408*pi,0.36157830790615597*pi,1.0809486006909754*pi) q[15];\nu3(3.8935303126442937*pi,3.2101211029051946*pi,1.4327239979650674*pi) q[16];\nRxxyyzz(0.42990619900439997*pi,0.2609138102263123*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.48880691411724075*pi,0.13372587274747094*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3085002107157303*pi,0.293052078530911*pi,0.1306532794578068*pi) q[3],q[16];\nRxxyyzz(0.4445275358840695*pi,0.24107484253974348*pi,3.911119767017981*pi) q[4],q[6];\nRxxyyzz(0.35447179016876007*pi,0.18321914748546608*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.29524438807427*pi,0.1947357443159714*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.2799436299422373*pi,0.16908914047423917*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.39829261720313003*pi,0.3722382345643602*pi,0.1654734176141961*pi) q[12],q[13];\nu3(3.5903635384584387*pi,3.1093712666055593*pi,4.4431838420916785*pi) q[0];\nu3(3.844360207503556*pi,-0.41259939178654603*pi,1.0015651834822847*pi) q[1];\nu3(3.2717502442345694*pi,3.36147087173517*pi,2.30997721531024*pi) q[3];\nu3(3.306312978349381*pi,0.819328161416998*pi,1.046999108294385*pi) q[4];\nu3(3.8154417362672004*pi,2.5181374010930213*pi,1.8776003726492347*pi) q[5];\nu3(3.2085133173964215*pi,3.341594388917981*pi,0.8799847182713698*pi) q[6];\nu3(3.556340700016984*pi,2.9764460580486247*pi,0.7565586660839694*pi) q[7];\nu3(3.4719383710292986*pi,2.424526037007027*pi,2.1955314099198313*pi) q[8];\nu3(3.7711536258480978*pi,0.9662154863642449*pi,1.2971555772630996*pi) q[9];\nu3(3.3886676228697037*pi,-0.41062955235204684*pi,0.5597031750136869*pi) q[10];\nu3(3.7430935479189595*pi,3.04628417098618*pi,4.31329835875449*pi) q[11];\nu3(3.6792064720672903*pi,2.9209700570149923*pi,4.231113380125798*pi) q[12];\nu3(3.6588009334528966*pi,2.8183456722215916*pi,3.678586822289356*pi) q[13];\nu3(3.265238215035942*pi,-0.03848932749752754*pi,3.9652419431986665*pi) q[14];\nu3(3.2361188601416813*pi,3.201950683313352*pi,0.7974400642846873*pi) q[15];\nu3(3.1326912194768344*pi,0.2618922245653338*pi,3.4215273458937707*pi) q[16];\nRxxyyzz(0.4005399172676889*pi,0.26520969482605605*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.45147279501247983*pi,0.21908333729048837*pi,3.9464394524098605*pi) q[5],q[1];\nRxxyyzz(0.4507326697835198*pi,0.15078325305992468*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.44030923032265024*pi,0.22537294577430533*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.38278256822373974*pi,0.2579925162635045*pi,3.86378026814634*pi) q[9],q[6];\nRxxyyzz(0.45265821468149964*pi,0.3238300431030252*pi,3.9176611992644403*pi) q[13],q[7];\nRxxyyzz(0.40794308679303015*pi,0.23664360871876106*pi,3.93796776686035*pi) q[15],q[12];\nRxxyyzz(0.3345903376855203*pi,0.27237673343789304*pi,3.9029778089736897*pi) q[14],q[16];\nu3(3.403131765348725*pi,2.8575699759955793*pi,0.778359236015814*pi) q[0];\nu3(3.48825294991622*pi,2.3996104837536802*pi,1.0739734172191433*pi) q[1];\nu3(3.744906886186885*pi,2.808046705388666*pi,1.025754557469236*pi) q[2];\nu3(3.30331191623367*pi,0.6250941179161713*pi,1.1718339878040507*pi) q[3];\nu3(3.704887552230822*pi,3.202556449323816*pi,1.9485791568708288*pi) q[4];\nu3(3.1620420947567744*pi,2.808543865952945*pi,0.8702146664248209*pi) q[5];\nu3(3.2681315303218037*pi,2.211652734261561*pi,1.044992144251686*pi) q[6];\nu3(3.8526467314653634*pi,0.4023794501365219*pi,1.5730926078801346*pi) q[7];\nu3(3.1286057969877943*pi,3.144525956142318*pi,2.0212654696470937*pi) q[8];\nu3(3.821114523945156*pi,1.7439427666217924*pi,2.488755498194139*pi) q[9];\nu3(3.595228304402919*pi,-0.3243086947765994*pi,3.9007292126261124*pi) q[10];\nu3(3.5023576854463503*pi,2.30472027973225*pi,1.964324763631937*pi) q[12];\nu3(3.833917299935198*pi,2.8626001106377172*pi,2.1761666276244553*pi) q[13];\nu3(3.446312057957679*pi,-0.34492852035948274*pi,4.0067083304484274*pi) q[14];\nu3(3.7097152228387653*pi,1.1185805822201365*pi,0.6170604999938583*pi) q[15];\nu3(3.3979789015949056*pi,2.879447994245615*pi,1.2805586927897803*pi) q[16];\nRxxyyzz(0.3551079217530395*pi,0.2541877448278962*pi,3.92727661096288*pi) q[1],q[6];\nRxxyyzz(0.39638076188768967*pi,0.2724522041146949*pi,0.22832859455305135*pi) q[2],q[16];\nRxxyyzz(0.37735194912867964*pi,0.16578786166397874*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.43462350630676927*pi,0.2819885924261652*pi,0.07587836070665356*pi) q[4],q[12];\nRxxyyzz(0.3570789497564699*pi,0.16003167418866493*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3304335667670698*pi,0.21411321722010035*pi,0.06454994106462131*pi) q[9],q[11];\nRxxyyzz(0.4319598431017998*pi,0.3413591216131097*pi,0.15495640934858998*pi) q[10],q[13];\nu3(3.4889591278938203*pi,2.8949789075808336*pi,2.0875880676244467*pi) q[1];\nu3(3.2920755565574504*pi,3.0247010526465017*pi,3.75716442736201*pi) q[2];\nu3(3.805257770516433*pi,0.5682891514351667*pi,1.0159893435662473*pi) q[3];\nu3(3.188138449777032*pi,-0.3192533755824803*pi,1.67032137477965*pi) q[4];\nu3(3.7743576690401714*pi,0.016458644319110705*pi,4.232322448805805*pi) q[5];\nu3(3.404294466573892*pi,3.151644703114261*pi,1.3373628403615645*pi) q[6];\nu3(3.5048868240338615*pi,-0.17529567704074656*pi,4.023348994883951*pi) q[9];\nu3(3.4224218595887557*pi,-0.3926591899632989*pi,1.352381446159055*pi) q[10];\nu3(3.2824042915923535*pi,0.037343323238744786*pi,0.6566313749672645*pi) q[11];\nu3(3.617034606750315*pi,0.6122150188088524*pi,1.1832076658335322*pi) q[12];\nu3(3.683992697927132*pi,0.0032664252334067*pi,1.93473143852465*pi) q[13];\nu3(3.6584105547135413*pi,2.8594845751010673*pi,2.487379738645006*pi) q[14];\nu3(3.5381605873210895*pi,0.15489567136316973*pi,0.5225688510208295*pi) q[15];\nu3(3.796878839886967*pi,3.3066277516683114*pi,4.085750710271632*pi) q[16];\nRxxyyzz(0.4365602315114798*pi,0.1589100534259093*pi,3.91793550204798*pi) q[0],q[13];\nRxxyyzz(0.443349667577677*pi,0.11141707799439393*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.45235589749790966*pi,0.2541009970646733*pi,3.9394482765203804*pi) q[2],q[6];\nRxxyyzz(0.4369654905178395*pi,0.37785333256112796*pi,3.890042200748241*pi) q[8],q[4];\nRxxyyzz(0.42382314174902025*pi,0.21470095468395733*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4409874681212801*pi,0.32325847748909015*pi,0.05514731080326525*pi) q[14],q[7];\nRxxyyzz(0.34663494681044016*pi,0.18358052260158297*pi,3.8740167382162394*pi) q[16],q[9];\nRxxyyzz(0.32177419287191983*pi,0.26439441968396604*pi,3.9203057369388503*pi) q[10],q[11];\nu3(3.6067356554292394*pi,0.9140518491152034*pi,0.813823517966318*pi) q[0];\nu3(3.962072286109158*pi,1.8367059591182988*pi,1.421347193377477*pi) q[1];\nu3(3.549112233410831*pi,3.4392274376479857*pi,1.3101733581909074*pi) q[2];\nu3(3.505863848613586*pi,-0.45534044300080967*pi,3.602643316483813*pi) q[3];\nu3(3.5497370282964162*pi,3.4041996223090054*pi,0.5908495424005293*pi) q[4];\nu3(3.4523689654737333*pi,-0.09797335384536882*pi,2.0608318260159546*pi) q[5];\nu3(3.3466955750209593*pi,0.6255574022692438*pi,1.0924590835023245*pi) q[6];\nu3(3.7207462590405873*pi,-0.4150490680110712*pi,0.6743221259102603*pi) q[7];\nu3(3.878703260093035*pi,2.586699134685162*pi,1.8106609014921*pi) q[8];\nu3(3.4090555793773367*pi,-0.36980938993012524*pi,2.328780672994843*pi) q[9];\nu3(3.4487493969171394*pi,0.22657564031956878*pi,1.7240200925589177*pi) q[10];\nu3(3.3108167830966297*pi,3.0640390798939197*pi,0.8443520149318341*pi) q[11];\nu3(3.320705043225402*pi,2.595522098717147*pi,1.1960777923311356*pi) q[13];\nu3(3.8749780172560566*pi,3.265678462704984*pi,3.3565366105977015*pi) q[14];\nu3(3.417259449298944*pi,1.1468392990133083*pi,1.433995001428383*pi) q[15];\nu3(3.6370872838575785*pi,0.05981215662731776*pi,1.6513628935569147*pi) q[16];\nRxxyyzz(0.3467837859590501*pi,0.22310880717220627*pi,3.9221925854602997*pi) q[0],q[6];\nRxxyyzz(0.4325136844671995*pi,0.3647389648852536*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.35468525386195005*pi,0.19882327062922356*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3792933194818334*pi,0.26605349016299507*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.33554515881994906*pi,0.21405423957084102*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.3782866077290499*pi,0.2747000266941271*pi,0.1618053750054233*pi) q[14],q[11];\nRxxyyzz(0.43583204958095934*pi,0.39302285238848167*pi,0.0*pi) q[16],q[13];\nu3(3.892330896297601*pi,0.879376586773891*pi,0.7476690767826214*pi) q[0];\nu3(3.850534748842296*pi,3.1485866257922934*pi,1.3622881677761915*pi) q[1];\nu3(3.5552781396940145*pi,2.5454511608210604*pi,1.6296850070604254*pi) q[2];\nu3(3.7924341539162687*pi,0.42621142595320693*pi,0.7735219625977664*pi) q[3];\nu3(3.490858098788827*pi,1.690599736950567*pi,1.488997381584219*pi) q[5];\nu3(3.2857160505182876*pi,3.423697823840441*pi,1.5370914295729783*pi) q[6];\nu3(3.600155671026045*pi,-0.3927907710784543*pi,4.4167770922327065*pi) q[7];\nu3(3.740731028042256*pi,-0.27128468131694994*pi,0.814036242748067*pi) q[9];\nu3(3.566619194199279*pi,-0.19847774574501964*pi,1.5169958856951369*pi) q[11];\nu3(3.3260048094124164*pi,3.264119363503176*pi,1.970686142899631*pi) q[12];\nu3(3.4957407637569755*pi,0.2883937017072077*pi,1.5271698052254332*pi) q[13];\nu3(3.8877477566889613*pi,3.148467262756509*pi,3.6965717881796216*pi) q[14];\nu3(3.714476707854862*pi,3.1538343372385604*pi,3.0626049321724667*pi) q[15];\nu3(3.6535265754733803*pi,3.31278979559696*pi,1.3088698632345421*pi) q[16];\nRxxyyzz(0.44985771948442993*pi,0.25085905754594373*pi,3.95975822156299*pi) q[1],q[13];\nRxxyyzz(0.3558314337026103*pi,0.26010582756683753*pi,0.06549102275599594*pi) q[2],q[11];\nRxxyyzz(0.4291390496967399*pi,0.2423884610031419*pi,0.10431096984603234*pi) q[4],q[3];\nRxxyyzz(0.45484897590912976*pi,0.30448896527478014*pi,0.15250503896563208*pi) q[15],q[5];\nRxxyyzz(0.45060386013122944*pi,0.30369078090160423*pi,0.06899359907335927*pi) q[8],q[6];\nRxxyyzz(0.45497411471506993*pi,0.30199617695628844*pi,3.876891971707801*pi) q[7],q[16];\nRxxyyzz(0.3749053175952325*pi,0.047454304482758225*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.40676626392792936*pi,0.30843915858298765*pi,0.0*pi) q[14],q[12];\nu3(3.3502074752165854*pi,3.4690594885624892*pi,0.765693404791147*pi) q[1];\nu3(3.807572886642756*pi,2.076125230792443*pi,0.5152288631432629*pi) q[2];\nu3(3.5924187613762077*pi,-0.3176883108391234*pi,3.1224155845508172*pi) q[3];\nu3(3.4162614826410813*pi,0.13137565421359454*pi,4.387640863847857*pi) q[4];\nu3(3.238777216390277*pi,-0.4442996523363725*pi,2.8043990728014645*pi) q[5];\nu3(3.4254278309871857*pi,2.9550843700987115*pi,1.6509034875353654*pi) q[6];\nu3(3.2454124517156493*pi,-0.16997657693145873*pi,1.6377337762016813*pi) q[7];\nu3(3.282942523094166*pi,0.4762699110336781*pi,1.272589763614986*pi) q[8];\nu3(3.651547745691337*pi,-0.19392419841497222*pi,4.112443379194939*pi) q[9];\nu3(3.65026879469714*pi,-0.05871065617413895*pi,2.2954430879085512*pi) q[10];\nu3(3.755143944164639*pi,2.698911274696779*pi,4.11979079178429*pi) q[11];\nu3(3.2319012542299586*pi,2.5049847777196943*pi,2.370927568006549*pi) q[12];\nu3(3.2564327145842342*pi,3.366020653853741*pi,0.9482679627062272*pi) q[13];\nu3(3.58793421225274*pi,0.5785303101682966*pi,1.2510329743747193*pi) q[14];\nu3(3.542151535231459*pi,2.5595730074534115*pi,3.9030097976329827*pi) q[15];\nu3(3.3837424435472467*pi,0.8565796740825786*pi,2.414649054932445*pi) q[16];\nRxxyyzz(0.4385633242316178*pi,0.2187072075799508*pi,3.898091468903886*pi) q[15],q[0];\nRxxyyzz(0.4443067981547397*pi,0.14143032817879608*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.44302417040066994*pi,0.23194127755977018*pi,0.1803564886308774*pi) q[2],q[13];\nRxxyyzz(0.4100117363442499*pi,0.19133140294339188*pi,0.06445270710774137*pi) q[4],q[5];\nRxxyyzz(0.4549416884798907*pi,0.28142603260485544*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4705515274910782*pi,0.08708542744314762*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4541468770289434*pi,0.16366702547928613*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.3910436855576299*pi,0.3121227617640986*pi,0.0*pi) q[14],q[16];\nu3(3.7371451719085247*pi,0.8151569875882421*pi,1.9713196106715851*pi) q[0];\nu3(3.4175359726397367*pi,0.2146854089236141*pi,1.361186665618205*pi) q[1];\nu3(3.279728650654445*pi,0.5904193479461302*pi,3.6466924501469515*pi) q[2];\nu3(3.309703197972718*pi,3.3120921904749894*pi,4.46489100160832*pi) q[3];\nu3(3.3801791113113926*pi,1.9503448373404946*pi,4.068743769217056*pi) q[4];\nu3(3.2578935428543407*pi,1.8711665851951738*pi,3.5909286939197362*pi) q[5];\nu3(3.0894930661120577*pi,2.242253994329057*pi,1.7988455707480209*pi) q[7];\nu3(3.1436830678041776*pi,3.161981219936428*pi,1.8589474063542881*pi) q[8];\nu3(3.842192261134449*pi,-0.32681845199233606*pi,4.320651887379577*pi) q[9];\nu3(3.709048799177075*pi,-0.3884863046813143*pi,3.773780424514262*pi) q[10];\nu3(3.559553085711492*pi,0.6260821080247565*pi,1.1049182681934973*pi) q[11];\nu3(3.6415533721561455*pi,-0.4170310254543539*pi,0.8692682985893048*pi) q[12];\nu3(3.696926349132687*pi,-0.10228015080832908*pi,2.024352039709276*pi) q[13];\nu3(3.4459090887786967*pi,3.17758287373613*pi,1.6598960540273149*pi) q[14];\nu3(3.215329184233495*pi,1.0199829206362494*pi,0.875941942071905*pi) q[15];\nu3(3.7162064151329695*pi,3.268978531004862*pi,1.485724407828609*pi) q[16];\nRxxyyzz(0.42874214766148006*pi,0.284057055840274*pi,3.9509585830323406*pi) q[1],q[6];\nRxxyyzz(0.4316695994901668*pi,0.23617222111378466*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4197366511770997*pi,0.32138856936794596*pi,0.15313524669813794*pi) q[3],q[9];\nRxxyyzz(0.3334320079801128*pi,0.2258724523850928*pi,0.04558468443773922*pi) q[13],q[5];\nRxxyyzz(0.39664746988727295*pi,0.19826257203028416*pi,3.816457461925597*pi) q[7],q[11];\nRxxyyzz(0.4432639962726395*pi,0.19747259405369721*pi,0.100725393059404*pi) q[10],q[16];\nu3(3.537460547932091*pi,0.2424270284096578*pi,0.9325286727403626*pi) q[1];\nu3(3.2869536420202676*pi,2.8088304150236727*pi,1.724522675700727*pi) q[2];\nu3(3.5445581437248173*pi,2.18727986750468*pi,4.248116891166699*pi) q[3];\nu3(3.236519243425117*pi,2.824645617795187*pi,1.0086069422347084*pi) q[5];\nu3(3.446247052108136*pi,0.07701209025503952*pi,1.8085482968649687*pi) q[6];\nu3(3.4385961316164737*pi,0.09409370178998977*pi,1.0859275845887697*pi) q[7];\nu3(3.4406770091893395*pi,0.49573902316616836*pi,3.5013892867153644*pi) q[9];\nu3(3.3328248589632903*pi,-0.3081403193769794*pi,4.424713483666424*pi) q[10];\nu3(3.3178540074688936*pi,3.4717643836522702*pi,0.7648868413804717*pi) q[11];\nu3(3.639103318057167*pi,3.3451718835912283*pi,0.6596691721333219*pi) q[13];\nu3(3.7060725430196855*pi,-0.2521625140111926*pi,3.9731055873152212*pi) q[14];\nu3(3.166521220645388*pi,3.3373566621477186*pi,2.8586171635516306*pi) q[16];\nRxxyyzz(0.3786900785868992*pi,0.150686342490975*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.2876166871038103*pi,0.154217423550723*pi,3.91579906811125*pi) q[1],q[5];\nRxxyyzz(0.4463081931977198*pi,0.3589725992061292*pi,3.9294273235586346*pi) q[8],q[3];\nRxxyyzz(0.32363223698733024*pi,0.17588302674277*pi,3.940703008594781*pi) q[4],q[10];\nRxxyyzz(0.4669260069842598*pi,0.30835223763136455*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.4155913186773136*pi,0.15348063525152522*pi,0.0*pi) q[16],q[12];\nu3(3.4377832253469824*pi,0.11589590652886872*pi,0.7763249178057734*pi) q[0];\nu3(3.7837645420516264*pi,2.8542040732892118*pi,2.0762698139762454*pi) q[1];\nu3(3.143062110630179*pi,0.7715121092610255*pi,2.2057135147595446*pi) q[3];\nu3(3.6106620933072238*pi,-0.43077755365781367*pi,2.1480125618229184*pi) q[4];\nu3(3.8542819728436917*pi,-0.45697206276994384*pi,1.2297325005212953*pi) q[5];\nu3(3.5874149539872375*pi,-0.1701715652362164*pi,0.6298624663504717*pi) q[6];\nu3(3.208384665686337*pi,2.6625105574758203*pi,1.8630031405710081*pi) q[8];\nu3(3.285846229949138*pi,0.4421928581384045*pi,1.824355001630916*pi) q[9];\nu3(3.2043224506443595*pi,3.414637092009119*pi,0.8771320332595796*pi) q[10];\nu3(3.426310384960679*pi,3.0802657415818695*pi,1.3495604472015388*pi) q[12];\nu3(3.5505353408371443*pi,3.2034342419591173*pi,1.9907642228466231*pi) q[15];\nu3(3.274988887516914*pi,2.9719995161919184*pi,1.9972499379984434*pi) q[16];\nRxxyyzz(0.41727678107239996*pi,0.24846060826112315*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.3826556742059598*pi,0.24879173864983706*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4209621352850499*pi,0.27883640701683365*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4769708770273008*pi,0.20324582395668944*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.42962585394619*pi,0.23026331857667304*pi,3.9470744443931007*pi) q[11],q[16];\nRxxyyzz(0.3337453279715098*pi,0.12578671129312147*pi,0.0*pi) q[13],q[12];\nu3(3.258691700526327*pi,-0.4942161165677418*pi,1.120707638858022*pi) q[2];\nu3(3.585624745247608*pi,3.484002546146489*pi,0.7975299319375839*pi) q[4];\nu3(3.372924004290639*pi,2.7947769798239905*pi,0.5739698017065997*pi) q[6];\nu3(3.377304358512177*pi,0.6325793803214077*pi,0.9852595638837645*pi) q[7];\nu3(3.5616705143068588*pi,2.6809311867147843*pi,0.6964937599770105*pi) q[9];\nu3(3.540811267493278*pi,-0.2611340896582448*pi,3.9733037161025844*pi) q[10];\nu3(3.4038674649796916*pi,3.371320409259839*pi,1.4026091244776517*pi) q[11];\nu3(3.797658609137406*pi,3.439615776989395*pi,3.614171250253844*pi) q[12];\nu3(3.4059858681298945*pi,2.221065954058064*pi,0.9551757443720903*pi) q[13];\nu3(3.4039517743390557*pi,0.8868235598434087*pi,1.5680832959368753*pi) q[14];\nu3(3.2431326171770527*pi,-0.0802436252537605*pi,0.5523337606379588*pi) q[15];\nu3(3.7919276351833293*pi,0.11522544320164174*pi,0.7834324091139737*pi) q[16];\nRxxyyzz(0.3694378099854*pi,0.25551538872050594*pi,3.95345475470441*pi) q[2],q[0];\nRxxyyzz(0.4091787561101601*pi,0.2510560055162163*pi,0.12780747918449992*pi) q[1],q[16];\nRxxyyzz(0.30774627663455967*pi,0.2519096745503441*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.4243624215757601*pi,0.28943482845635293*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.36773425709465024*pi,0.18724051313453105*pi,0.057933878166785406*pi) q[9],q[5];\nRxxyyzz(0.34821821528227975*pi,0.23523898047611302*pi,0.1948053901676179*pi) q[8],q[14];\nRxxyyzz(0.4186756401088397*pi,0.2421010572235058*pi,0.1261545563803386*pi) q[10],q[12];\nRxxyyzz(0.32296720207198926*pi,0.2998618035862166*pi,0.0*pi) q[13],q[11];\nu3(3.6772911250784475*pi,1.0198238359315197*pi,0.516048640483131*pi) q[0];\nu3(3.624323620696422*pi,2.487746543338856*pi,4.0767437156218085*pi) q[1];\nu3(3.507262558148948*pi,-0.1372883951189422*pi,1.1809761446975764*pi) q[2];\nu3(3.2315996253750523*pi,0.4038019097253456*pi,0.8074372255940403*pi) q[3];\nu3(3.4014233731008923*pi,0.43548894686074435*pi,1.1109704841888695*pi) q[4];\nu3(3.3927128115467573*pi,3.149884346905625*pi,1.1172486751320199*pi) q[5];\nu3(3.2702455286320116*pi,3.417507317827365*pi,0.8068937529280394*pi) q[7];\nu3(3.3719049454604084*pi,0.20219566503430686*pi,0.6738223405499733*pi) q[8];\nu3(3.77305428768194*pi,1.530118884129672*pi,4.491867743720105*pi) q[9];\nu3(3.458719221417024*pi,1.6415922575287376*pi,4.45322938689913*pi) q[10];\nu3(3.761255793881454*pi,1.3581630297230163*pi,1.903440879076676*pi) q[11];\nu3(3.7898474517753744*pi,-0.0393902336267728*pi,3.0852005706143943*pi) q[12];\nu3(3.1722960163293403*pi,0.12632383648890655*pi,4.240918783104137*pi) q[13];\nu3(3.1671942721717574*pi,2.9178074138061376*pi,3.9367092150793477*pi) q[14];\nu3(3.4878496267753656*pi,3.393975980404912*pi,1.0231509374091141*pi) q[15];\nu3(3.7093773147547724*pi,-0.2604370974024377*pi,2.155944977073206*pi) q[16];\nmeasure q[4] -> c[12];\nRxxyyzz(0.49384749263618033*pi,0.31597478095587483*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4238443180471892*pi,0.14279549540635914*pi,0.1245927992637534*pi) q[1],q[10];\nRxxyyzz(0.3923213899848299*pi,0.279274032059715*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.2517239885449696*pi,0.1965410181967383*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4549299701306901*pi,0.3366040691644181*pi,0.08411255946467798*pi) q[5],q[6];\nRxxyyzz(0.4586883053826796*pi,0.22553419877795833*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.40871937743811926*pi,0.13188446801838516*pi,0.0*pi) q[15],q[12];\nRxxyyzz(0.41162402008218035*pi,0.3536517395619192*pi,0.0*pi) q[13],q[16];\nu3(3.552386292206107*pi,3.0804142561871988*pi,2.305720105019513*pi) q[0];\nu3(3.5341034267931803*pi,1.1033560244445062*pi,3.39295522574886*pi) q[1];\nu3(3.5704835788252134*pi,0.6695240303397227*pi,1.68176919994549*pi) q[2];\nu3(0.17653947726991936*pi,-0.3476292151558102*pi,0.7864126781803416*pi) q[3];\nu3(3.485889710891766*pi,1.0710035380677407*pi,0.5141728032863878*pi) q[5];\nu3(3.157472762832555*pi,-0.45421718733033334*pi,3.253336692495158*pi) q[6];\nu3(3.5584385193370798*pi,-0.11429314211751684*pi,1.3621587303231881*pi) q[7];\nu3(3.122921666203934*pi,1.207785268285024*pi,4.47449273116554*pi) q[8];\nu3(3.161416854971633*pi,0.4361640063901926*pi,1.7849889197420592*pi) q[9];\nu3(3.651014532805366*pi,0.8418352222811363*pi,3.03110124597235*pi) q[10];\nu3(3.3464654853716214*pi,3.1743280166293926*pi,2.2628671725002585*pi) q[11];\nu3(3.173921213341009*pi,0.3879228229447791*pi,1.2154193405651974*pi) q[12];\nu3(3.2160566105824255*pi,1.276727887732701*pi,1.2846211329633297*pi) q[13];\nu3(3.43585149335537*pi,0.48186458984674996*pi,4.385440244363793*pi) q[14];\nu3(3.7493465018672567*pi,-0.17898167226697076*pi,0.9876019070521043*pi) q[15];\nu3(3.659475305315007*pi,1.1517247266003539*pi,1.6724037401063458*pi) q[16];\nmeasure q[8] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[0] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[15] -> c[13];\nmeasure q[16] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[6] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.571238728706855*pi,0.8068283007472692*pi,0.8451931522408933*pi) q[0];\nu3(3.4500494605358862*pi,2.600692820399116*pi,2.9441854523965745*pi) q[1];\nu3(3.299700988916382*pi,2.412221351449377*pi,1.1582722729386203*pi) q[2];\nu3(3.692948023652371*pi,-0.39196053105408196*pi,4.309165567633352*pi) q[3];\nu3(3.843446447504165*pi,3.109790145995337*pi,2.9965224992259856*pi) q[4];\nu3(3.894488522302871*pi,2.3890391806732207*pi,4.381487421457762*pi) q[5];\nu3(3.2098827221798665*pi,3.4358389177466773*pi,1.4504610693923636*pi) q[6];\nu3(3.466979077424402*pi,2.1569206042343123*pi,1.004049381041476*pi) q[7];\nu3(3.4044852716524607*pi,-0.21048245875353888*pi,0.93291099576913*pi) q[8];\nu3(3.415415830663796*pi,2.234162007663147*pi,2.695341363035098*pi) q[9];\nu3(3.698607127594691*pi,2.7298691958147385*pi,1.6631684944969716*pi) q[10];\nu3(3.85937088511097*pi,2.6880549828266678*pi,2.837218822662399*pi) q[11];\nu3(3.2934171945209694*pi,-0.3757673371384298*pi,0.6177984543823507*pi) q[12];\nu3(3.64634407549147*pi,3.171043157024103*pi,4.207224229070917*pi) q[13];\nu3(3.163300766030228*pi,-0.2875774792227463*pi,1.7141900979576643*pi) q[14];\nu3(3.502724618305424*pi,3.355817297762446*pi,1.3380071132636222*pi) q[15];\nu3(3.977679007381355*pi,0.15425121556050114*pi,3.6798682878723152*pi) q[16];\nRxxyyzz(0.43126577217232953*pi,0.11639931681599533*pi,3.9593810096532795*pi) q[0],q[16];\nRxxyyzz(0.43921722950362957*pi,0.2729143073732181*pi,0.04859484822556752*pi) q[1],q[13];\nRxxyyzz(0.3556249929237198*pi,0.07630910459334173*pi,3.9311219856771*pi) q[2],q[12];\nRxxyyzz(0.4958945958984686*pi,0.451006212511798*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.41477177991342007*pi,0.05842475313912676*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4075760229159995*pi,0.16603174064077378*pi,0.055502424908810535*pi) q[5],q[15];\nRxxyyzz(0.46823956004595024*pi,0.23310101808726724*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.45575978905267944*pi,0.18989650846905828*pi,0.1320538413033584*pi) q[8],q[11];\nu3(3.773344565387353*pi,2.2463142602421646*pi,1.7573298787785572*pi) q[0];\nu3(3.558512756428159*pi,0.09994073967585138*pi,3.444862261300933*pi) q[1];\nu3(3.376261501019541*pi,-0.4251111867892988*pi,0.6512765542042471*pi) q[2];\nu3(3.590143104644867*pi,0.2728618652193989*pi,1.5035693212334091*pi) q[3];\nu3(3.464794621768004*pi,3.3638617346631*pi,2.0180789319847006*pi) q[4];\nu3(3.3146824444647427*pi,0.9254529212160465*pi,0.686098083317911*pi) q[5];\nu3(3.774280135156568*pi,2.4839063053540023*pi,1.4838116969748025*pi) q[6];\nu3(3.814615894556237*pi,1.1657152159989863*pi,1.2553232364123104*pi) q[8];\nu3(3.7532349761256647*pi,3.305115949010609*pi,2.058662763367792*pi) q[9];\nu3(3.3326449690897197*pi,2.589616415474855*pi,0.9848890461504127*pi) q[10];\nu3(3.6505805967677065*pi,0.4074565867952933*pi,0.6727621915629078*pi) q[11];\nu3(3.231094770134055*pi,2.326345598085867*pi,1.4986187626070644*pi) q[12];\nu3(3.122445269384572*pi,3.3425804937281938*pi,1.4000662616988584*pi) q[13];\nu3(3.105968480356774*pi,2.292961813532257*pi,1.9432540024535019*pi) q[14];\nu3(3.734701820835931*pi,0.6477645014671474*pi,3.933047451386351*pi) q[15];\nu3(3.4593481693628387*pi,0.18695759114686172*pi,1.5595894755874022*pi) q[16];\nRxxyyzz(0.45533388923816964*pi,0.23644416337399046*pi,3.8614208663260006*pi) q[0],q[14];\nRxxyyzz(0.4170870311755097*pi,0.24041124801659786*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3762321316120997*pi,0.27171269596925607*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.41868004970598005*pi,0.2418338578894642*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.33573645145252984*pi,0.07493376617136915*pi,0.046658980979733755*pi) q[6],q[8];\nRxxyyzz(0.38663897440991*pi,0.18593034517133503*pi,3.9156264078388596*pi) q[10],q[9];\nRxxyyzz(0.44999715580708965*pi,0.37197783309823174*pi,0.03981443348046776*pi) q[11],q[16];\nRxxyyzz(0.4198470393591338*pi,0.19975864666474497*pi,0.0*pi) q[13],q[15];\nu3(3.314577511956969*pi,2.8628885438200946*pi,1.8030116073549862*pi) q[0];\nu3(3.442058531143752*pi,3.472042243832751*pi,0.8971565207446868*pi) q[1];\nu3(3.434930157146441*pi,2.180625184451248*pi,1.516022086212896*pi) q[2];\nu3(3.354463722661559*pi,2.779337158119026*pi,4.471065399987846*pi) q[3];\nu3(3.438433254780434*pi,0.6235095825357808*pi,2.104480333729663*pi) q[4];\nu3(3.292849486615894*pi,3.221544111006194*pi,1.537687115736773*pi) q[5];\nu3(3.5615384302977477*pi,2.854725626837829*pi,1.9200536874529008*pi) q[6];\nu3(3.4189140987948456*pi,-0.1746774406682466*pi,2.04944487459482*pi) q[7];\nu3(3.7232264089246456*pi,-0.2956958212164044*pi,0.5757615100135145*pi) q[8];\nu3(3.2439181360246194*pi,2.5924961532100967*pi,1.094750806027461*pi) q[9];\nu3(3.3620645281582298*pi,3.3695326068438116*pi,2.071644047077336*pi) q[10];\nu3(3.5768484856982625*pi,0.38192924342005674*pi,0.785277918886158*pi) q[11];\nu3(3.5685878714370163*pi,0.8389111250357937*pi,2.123266579919422*pi) q[13];\nu3(3.5162025434569673*pi,-0.3827042107818327*pi,1.7801952027972572*pi) q[14];\nu3(3.499574288734686*pi,0.18642494316736136*pi,2.210827014709726*pi) q[15];\nu3(3.5826499915464556*pi,0.2788076946063577*pi,0.5210180721314406*pi) q[16];\nRxxyyzz(0.4045334173307202*pi,0.24227588818167503*pi,3.946564717278001*pi) q[0],q[4];\nRxxyyzz(0.4403225657336698*pi,0.3826694125422132*pi,0.11177323142752549*pi) q[2],q[9];\nRxxyyzz(0.33843951261367966*pi,0.24220243661467777*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3261607454667299*pi,0.17780626119713627*pi,0.07902848732490853*pi) q[5],q[11];\nRxxyyzz(0.42465213210350033*pi,0.3319458661462453*pi,0.05947333537143396*pi) q[6],q[7];\nRxxyyzz(0.3836420576369602*pi,0.19266968083222077*pi,3.90537459398535*pi) q[8],q[13];\nRxxyyzz(0.4474568091686363*pi,0.1354643825424413*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.41815988679818317*pi,0.26164249678463114*pi,0.0*pi) q[15],q[14];\nu3(3.3126735419112743*pi,-0.21089661647055724*pi,1.129290293319862*pi) q[0];\nu3(3.5870846963425778*pi,-0.4879594318101406*pi,2.351708065097206*pi) q[2];\nu3(3.550991029258882*pi,0.9585939404461765*pi,1.4192682050413103*pi) q[3];\nu3(3.307818661372685*pi,0.39372089981788705*pi,1.558409617434191*pi) q[4];\nu3(3.4188977405600793*pi,0.3932764979959358*pi,1.6886817436494024*pi) q[5];\nu3(3.8984537242976582*pi,2.3218865540535685*pi,4.230578722182755*pi) q[6];\nu3(3.2601398026514565*pi,0.15967179332609516*pi,1.095384794183833*pi) q[7];\nu3(3.203584905871671*pi,0.40431424993459575*pi,2.196294579659742*pi) q[8];\nu3(3.5268040856580263*pi,0.25666207525889084*pi,1.4677388311200368*pi) q[9];\nu3(3.6306220899706307*pi,-0.41461150854276146*pi,0.83325187612126*pi) q[10];\nu3(3.631186205788339*pi,3.2454624790210174*pi,3.7927298094937636*pi) q[11];\nu3(3.722922855655504*pi,-0.0036287930049527795*pi,2.2967771090624685*pi) q[12];\nu3(3.506312387702165*pi,0.2516447737143487*pi,2.3743536796177525*pi) q[13];\nu3(3.4138562236485286*pi,-0.1763872486821324*pi,0.9092425494423133*pi) q[14];\nu3(3.6178523704301204*pi,0.8967524614068667*pi,2.0605362744680438*pi) q[15];\nu3(3.4525293041999614*pi,0.0159792043911533*pi,1.0745285200401065*pi) q[16];\nRxxyyzz(0.425438501675033*pi,0.2542613956696056*pi,3.8925774111656875*pi) q[0],q[11];\nRxxyyzz(0.4502987151830098*pi,0.28417452324719605*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3017000615063993*pi,0.23680117308176585*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.28768187172001625*pi,0.18737127967897482*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.47356041974633*pi,0.1768157388627012*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.2732772932936999*pi,0.19855478302078533*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.42478049704534937*pi,0.28874829691478254*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.35975248858795983*pi,0.19512168049290868*pi,0.0*pi) q[14],q[13];\nu3(3.5762656093392238*pi,0.9625933381146909*pi,0.5498008250004252*pi) q[0];\nu3(3.0595561870078223*pi,-0.21862203054703427*pi,4.424503062499628*pi) q[1];\nu3(3.5688331811628924*pi,0.6887418590175729*pi,0.7304252247735229*pi) q[2];\nu3(3.5865719434732197*pi,0.17664153994767517*pi,1.5250418527888687*pi) q[3];\nu3(3.7796272552359698*pi,2.5024018014953224*pi,1.514712654988943*pi) q[4];\nu3(3.6766697821890046*pi,3.4296982476528894*pi,0.9782424842157471*pi) q[5];\nu3(3.262278846075644*pi,2.9429069134925343*pi,0.8652731450680045*pi) q[6];\nu3(3.620319034490829*pi,0.16214074817823154*pi,2.160861628112266*pi) q[7];\nu3(3.4610047653558325*pi,-0.08256149800058776*pi,0.844782343868208*pi) q[8];\nu3(3.0794858926936666*pi,0.2464441714893495*pi,4.432936648977519*pi) q[10];\nu3(3.1831455516677063*pi,3.0735457705424767*pi,1.1782832846508615*pi) q[11];\nu3(3.7843521072079387*pi,3.470810635182918*pi,1.5605221054237115*pi) q[12];\nu3(3.4171632121208595*pi,0.7676758163379143*pi,0.8696664349026619*pi) q[13];\nu3(3.4571197874802664*pi,0.9806223816487365*pi,1.3204539711551564*pi) q[14];\nu3(3.7257269916165434*pi,2.964702022375131*pi,0.8695079017269237*pi) q[15];\nu3(3.263627710001911*pi,-0.4725300813056805*pi,1.4437014182006767*pi) q[16];\nRxxyyzz(0.37562789700545973*pi,0.26817797388707376*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.49196234614898005*pi,0.147664588160343*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.34447025419416033*pi,0.23667209658888*pi,0.13095689354399198*pi) q[16],q[3];\nRxxyyzz(0.36396712848222024*pi,0.18352430989085722*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.35218590633389013*pi,0.0708050068257009*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.37749172061646963*pi,0.3213169588389086*pi,0.17040319700808315*pi) q[13],q[15];\nu3(3.751217105560779*pi,-0.40786564981654594*pi,4.3657814795364835*pi) q[1];\nu3(3.6792685486768*pi,2.144328700846769*pi,1.9547499900849603*pi) q[2];\nu3(3.706183679811084*pi,3.24841618184504*pi,0.7033284127595587*pi) q[3];\nu3(3.715042850557627*pi,0.5894751400224947*pi,0.8579119088055147*pi) q[4];\nu3(3.411015062068054*pi,2.02063718235859*pi,1.312104155032101*pi) q[5];\nu3(3.3184944570715547*pi,0.21458904794292644*pi,1.7083411451552533*pi) q[7];\nu3(3.53355799640858*pi,0.5920755570464717*pi,1.4404526158386168*pi) q[9];\nu3(3.3987938492349583*pi,0.8327176074358988*pi,1.8522126187837589*pi) q[10];\nu3(3.676218218392273*pi,-0.45486913381865346*pi,2.828671869345472*pi) q[13];\nu3(3.1454789135484105*pi,3.187862220048903*pi,2.2678622576521468*pi) q[14];\nu3(3.444524765630822*pi,1.8965798157924487*pi,0.7037427824821014*pi) q[15];\nu3(3.0946394985174814*pi,3.1203239086580767*pi,3.6052299190238166*pi) q[16];\nRxxyyzz(0.4749553511258001*pi,0.29488941807866453*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.36920954855308963*pi,0.10400074223059719*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.39431575996610957*pi,0.20756605001057693*pi,0.04895022762903528*pi) q[2],q[13];\nRxxyyzz(0.3380493633711828*pi,0.24195596376800577*pi,3.9182897173916906*pi) q[3],q[6];\nRxxyyzz(0.34881959023527986*pi,0.18072241304322745*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.3291421227244494*pi,0.2264739443404321*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4585038290412642*pi,0.28253889104770136*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.4248779902247506*pi,0.3901783202970615*pi,0.0*pi) q[11],q[10];\nu3(3.0785755167824806*pi,3.4592651607688163*pi,4.485668619540788*pi) q[0];\nu3(3.591956730214157*pi,3.017303823372116*pi,1.2237221725684466*pi) q[1];\nu3(3.570464263273092*pi,2.649968142365936*pi,0.8813815239040564*pi) q[2];\nu3(3.7109701418898386*pi,0.08279006286316215*pi,4.211114580442719*pi) q[3];\nu3(3.319007923263018*pi,2.4584007308841516*pi,3.7052795107518666*pi) q[4];\nu3(3.5525467294889257*pi,3.1189137870003902*pi,1.486516692522858*pi) q[5];\nu3(3.3323569931828145*pi,0.47364798372399597*pi,0.8697077878883526*pi) q[6];\nu3(3.6830355340544756*pi,2.6463487682886973*pi,1.5831849759560537*pi) q[7];\nu3(3.2169964909497843*pi,2.294940644015384*pi,2.1023724690719847*pi) q[8];\nu3(3.561017020980888*pi,0.07972325948531933*pi,1.2089608841573272*pi) q[9];\nu3(3.8139093479782935*pi,3.4030288949346006*pi,3.1515972175535603*pi) q[10];\nu3(3.7858622960199733*pi,2.031883398715954*pi,4.064610511611871*pi) q[11];\nu3(3.6230515811738186*pi,-0.023620360117135586*pi,0.6989922656529906*pi) q[12];\nu3(3.575217305293799*pi,3.0124799749101365*pi,3.3337448333247632*pi) q[13];\nu3(3.7281965766379352*pi,3.1278901070072687*pi,2.15808101542352*pi) q[15];\nu3(3.4409542274109555*pi,3.0098542134886266*pi,1.505668935449198*pi) q[16];\nRxxyyzz(0.36591190068358526*pi,0.2414665923843231*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.29355992838801115*pi,0.2249901372148262*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.2862711855432204*pi,0.2086941303314731*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.2532800247249294*pi,0.17046032957036283*pi,0.039828043408517644*pi) q[12],q[4];\nRxxyyzz(0.39447817383775924*pi,0.24737479091384398*pi,3.9299786766641898*pi) q[9],q[5];\nRxxyyzz(0.3947499432600202*pi,0.22091493251982064*pi,0.0*pi) q[15],q[11];\nRxxyyzz(0.32267388057978985*pi,0.20249834811917644*pi,3.8927844421566*pi) q[13],q[14];\nu3(3.821129757593245*pi,2.9380903315067526*pi,4.400445898464124*pi) q[0];\nu3(3.522678402909464*pi,3.444238374822672*pi,1.3410905595640625*pi) q[1];\nu3(3.8538291002115606*pi,3.2514764428466583*pi,4.407855378681371*pi) q[2];\nu3(3.313684008560986*pi,-0.02679212172443829*pi,1.6218909576697191*pi) q[4];\nu3(3.5433071456549543*pi,2.9541185607733254*pi,1.091140603320353*pi) q[5];\nu3(3.317483504162035*pi,-0.17993332429623055*pi,1.604436040013439*pi) q[8];\nu3(3.3442906894214444*pi,2.4601762774208558*pi,1.3355271074810817*pi) q[9];\nu3(3.1924089395150745*pi,0.6240576716724515*pi,1.5022071585178256*pi) q[10];\nu3(3.1832440887163753*pi,2.738856944532915*pi,1.6135048024807062*pi) q[11];\nu3(3.8365655283882627*pi,3.263613307653915*pi,1.5552895281796741*pi) q[12];\nu3(3.686458502540047*pi,1.931745151767648*pi,0.886417311592995*pi) q[13];\nu3(3.5254292782126186*pi,1.9419520507590358*pi,1.3759638053542682*pi) q[14];\nu3(3.422780449305282*pi,-0.14393224127754234*pi,1.405945800530814*pi) q[15];\nu3(3.270958548492717*pi,0.31832329363696577*pi,1.824936216921208*pi) q[16];\nRxxyyzz(0.45646307024993954*pi,0.26740452819827915*pi,0.058178092286697194*pi) q[9],q[0];\nRxxyyzz(0.41260331092076985*pi,0.3228941207691798*pi,3.68460167306916*pi) q[10],q[1];\nRxxyyzz(0.4223692016189605*pi,0.21779382427838456*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.42557846810109906*pi,0.17921962892196092*pi,3.8783762979502505*pi) q[3],q[8];\nRxxyyzz(0.2535452567016899*pi,0.03901673073799472*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.2639684483780702*pi,0.2063244494302865*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.43267873501404974*pi,0.11577928247297653*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.37165999417811946*pi,0.27748126359453057*pi,0.04025441792060015*pi) q[16],q[13];\nu3(3.325303081245779*pi,3.053340917778022*pi,1.6725970328276691*pi) q[0];\nu3(3.8704511548973337*pi,1.9855707390344728*pi,0.8597878655653934*pi) q[1];\nu3(3.2495288448988378*pi,2.081698402681368*pi,1.6409439710901403*pi) q[2];\nu3(3.3907562466018235*pi,2.188562792103026*pi,0.9447983759522978*pi) q[3];\nu3(3.6645637179525985*pi,-0.07537898349147498*pi,0.728245905123424*pi) q[4];\nu3(3.260158370048226*pi,2.2669149401283235*pi,1.284370167702413*pi) q[5];\nu3(3.430655714241884*pi,2.787397167811332*pi,0.6698157798389255*pi) q[6];\nu3(3.605330742406018*pi,-0.12522121437775413*pi,1.8112986922833887*pi) q[8];\nu3(3.191481855694896*pi,-0.16210359585434836*pi,0.9631467147125208*pi) q[9];\nu3(3.8965958027728482*pi,2.265538025165193*pi,1.6107471091282999*pi) q[10];\nu3(3.6701038385457516*pi,-0.4812427321902275*pi,1.1432197323744209*pi) q[11];\nu3(3.467461292134014*pi,2.356706986861478*pi,2.0234916585919653*pi) q[12];\nu3(3.189446783340615*pi,-0.3350491714104228*pi,2.3040460568024432*pi) q[13];\nu3(3.44733445808691*pi,2.6207381179170612*pi,0.5332140293462562*pi) q[14];\nu3(3.493062002864799*pi,2.2059117649849704*pi,1.6205881147033314*pi) q[15];\nu3(3.3964896673462057*pi,3.3100527404667512*pi,1.00832921183383*pi) q[16];\nRxxyyzz(0.3965829727231611*pi,0.22829940431172568*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.21231413711233937*pi,0.14353860614081304*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.44930534359173*pi,0.17026143492737986*pi,0.04333468135199288*pi) q[2],q[11];\nRxxyyzz(0.353793443006131*pi,0.18700022146220996*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.35672034313299017*pi,0.23954723308548964*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.41780528279214973*pi,0.25414912373514004*pi,3.92706718191973*pi) q[7],q[5];\nRxxyyzz(0.4584589258138303*pi,0.23741362089338977*pi,3.7872589975385296*pi) q[12],q[6];\nRxxyyzz(0.48383127223652966*pi,0.34542561101417*pi,0.0*pi) q[9],q[14];\nu3(3.2735852804201775*pi,2.2802695582595147*pi,2.188776087054836*pi) q[0];\nu3(3.4868922411686136*pi,3.1804835268783584*pi,0.5954793659646871*pi) q[1];\nu3(3.605223046833165*pi,0.6375885359588547*pi,1.1074298585512636*pi) q[2];\nu3(3.55186597921915*pi,-0.2340233891730501*pi,1.1453834548593846*pi) q[3];\nu3(3.742689736551528*pi,2.4231503827180756*pi,2.036212803856273*pi) q[4];\nu3(3.4376126472496615*pi,3.2804877264361227*pi,1.5221120403318043*pi) q[5];\nu3(3.7250873144862866*pi,2.932147511592057*pi,1.6320923371591765*pi) q[6];\nu3(3.6546877272774596*pi,2.5558085786301756*pi,2.4345446944860916*pi) q[7];\nu3(3.738210263141891*pi,0.17477953991944628*pi,1.5921003176914825*pi) q[8];\nu3(3.339568790495851*pi,3.2459890115348102*pi,1.967264475182759*pi) q[9];\nu3(3.7877193946665426*pi,3.047486569863109*pi,0.8474130236260524*pi) q[10];\nu3(3.750626420785791*pi,2.978509961181735*pi,1.737076894414825*pi) q[11];\nu3(3.462407046777484*pi,0.07071147681452361*pi,0.9049466625171774*pi) q[12];\nu3(3.4787594479176183*pi,3.11114313349302*pi,1.6812461992527583*pi) q[13];\nu3(3.067041390221423*pi,1.1868136568556937*pi,1.765385634429697*pi) q[14];\nu3(3.227004889360912*pi,3.4224597047843557*pi,1.2555302571540947*pi) q[16];\nRxxyyzz(0.3820747445118098*pi,0.31076164801440376*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.34751836520186075*pi,0.11992478924026218*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4206442708057798*pi,0.27540176243496933*pi,3.8481503977519402*pi) q[3],q[11];\nRxxyyzz(0.39265981804037137*pi,0.26327503512240913*pi,0.049750292279020204*pi) q[5],q[14];\nRxxyyzz(0.3356237118014499*pi,0.31399924761954967*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4307609334271998*pi,0.16356398182585075*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.3562628106062401*pi,0.2551736727440552*pi,3.9432123427255696*pi) q[10],q[13];\nu3(3.265696786794827*pi,-0.09702215963665067*pi,1.0119842146762137*pi) q[0];\nu3(3.5966928329191328*pi,0.08017740841854226*pi,0.7550196723426157*pi) q[2];\nu3(3.5341709145795615*pi,2.3975055649836*pi,2.2813381478380714*pi) q[3];\nu3(3.8631605764170436*pi,2.8367924542256135*pi,1.7826153996896958*pi) q[4];\nu3(3.280278467995502*pi,-0.2856707769136051*pi,3.9199473078049856*pi) q[5];\nu3(3.380304019125342*pi,0.2920109729854382*pi,1.407374128906751*pi) q[6];\nu3(3.44717058783902*pi,2.824370123546129*pi,4.18127814427964*pi) q[7];\nu3(3.7932585423563854*pi,0.051164562914714606*pi,1.757787400155835*pi) q[10];\nu3(3.0816366717292487*pi,1.789838842850982*pi,2.263181791285152*pi) q[11];\nu3(3.645532958632292*pi,3.0662019058593493*pi,4.2555884203967285*pi) q[12];\nu3(3.528199010296213*pi,0.8153902735180885*pi,1.3865041594341212*pi) q[13];\nu3(3.2765907949278845*pi,1.7066713605712485*pi,0.6749541281565947*pi) q[14];\nu3(3.287119565088234*pi,0.5373059728093004*pi,1.6638798458967352*pi) q[15];\nu3(3.6498722756315005*pi,-0.4208875000115019*pi,3.2440383936766732*pi) q[16];\nRxxyyzz(0.4510211126057496*pi,0.16434073872088292*pi,3.9223376991284997*pi) q[0],q[6];\nRxxyyzz(0.46024707527513004*pi,0.2804507171779774*pi,3.911942615161399*pi) q[1],q[14];\nRxxyyzz(0.3620467357225261*pi,0.24672098417184263*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.44450909286785933*pi,0.1998415765657211*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.3251065098900705*pi,0.22560495065218422*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.4403779698590701*pi,0.2672337978259023*pi,3.75510991601924*pi) q[11],q[12];\nRxxyyzz(0.35174347032273967*pi,0.15402211919044984*pi,0.0*pi) q[15],q[13];\nu3(3.5397356366756347*pi,0.03747197220012466*pi,1.1061094217223157*pi) q[0];\nu3(3.5825622199761575*pi,0.9131072727199752*pi,2.1450554978478933*pi) q[1];\nu3(3.9210330150071186*pi,3.123292711449926*pi,1.373373934821098*pi) q[3];\nu3(3.471091663583068*pi,0.24832983147858156*pi,2.364693551910999*pi) q[6];\nu3(3.3061364950501275*pi,-0.16976710629995972*pi,3.8861943817723352*pi) q[7];\nu3(3.8178772860997623*pi,0.9727527124204296*pi,1.106885611103967*pi) q[8];\nu3(3.57551019895661*pi,-0.26246693181920716*pi,0.5094583001869477*pi) q[9];\nu3(3.67405028135628*pi,0.49392397642382413*pi,0.7536401547812077*pi) q[10];\nu3(3.4929058677633913*pi,2.6538687589379233*pi,1.5167502869877287*pi) q[11];\nu3(3.458685852560143*pi,2.883420141182782*pi,0.889313896909186*pi) q[12];\nu3(3.626086327436382*pi,0.10163927559319963*pi,4.270891352600572*pi) q[13];\nu3(3.156969730977461*pi,-0.2510670673103492*pi,1.953601905196711*pi) q[14];\nu3(3.353175509961075*pi,3.3716923159362384*pi,2.373263663016891*pi) q[15];\nu3(3.719133904235241*pi,0.823774550720072*pi,4.396501353835464*pi) q[16];\nRxxyyzz(0.4660269665953499*pi,0.23163722220043914*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.37957150817834984*pi,0.14137481498647286*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.41282399088501*pi,0.2700930265577203*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.44198130955235015*pi,0.2548092731267661*pi,3.95100185816567*pi) q[7],q[8];\nRxxyyzz(0.4578702887056899*pi,0.24671946265567035*pi,3.9590699372925595*pi) q[9],q[16];\nRxxyyzz(0.472987479122431*pi,0.2600234823926364*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.40911680965165076*pi,0.23710249090155724*pi,3.8702664503778603*pi) q[15],q[12];\nu3(3.5505703865945706*pi,0.6956487479551279*pi,1.1695742323696807*pi) q[0];\nu3(3.812282873166631*pi,3.2871552569369253*pi,4.3467442051575915*pi) q[1];\nu3(3.5481298235919976*pi,2.556394325849352*pi,1.9492036553875818*pi) q[3];\nu3(3.745001491339704*pi,2.809661301106395*pi,0.5506274285154679*pi) q[4];\nu3(3.8475895053236906*pi,-0.1445351499297723*pi,1.8069036121078887*pi) q[5];\nu3(3.186756502965767*pi,0.21899947195040326*pi,1.4793087475643023*pi) q[7];\nu3(3.259021170749735*pi,1.9742689022487006*pi,0.7902791764130672*pi) q[8];\nu3(3.8435248993742586*pi,0.02753311997667951*pi,1.8590794393839438*pi) q[9];\nu3(3.41035379748883*pi,2.0829440858417216*pi,1.5148964512279741*pi) q[10];\nu3(3.76191094348468*pi,-0.2389951752488791*pi,2.298466765467778*pi) q[11];\nu3(3.801233345504336*pi,0.7052486472324704*pi,2.4917718610167237*pi) q[12];\nu3(3.579771129920787*pi,-0.1398969953143031*pi,0.6715730077961632*pi) q[13];\nu3(3.86945952619199*pi,3.1825475523396216*pi,1.7833808708598085*pi) q[15];\nu3(3.654566403547904*pi,0.02842357771081805*pi,1.6084953547907235*pi) q[16];\nRxxyyzz(0.4026022561603796*pi,0.16691371696286095*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4350194389894606*pi,0.30405058732894297*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.40107726622829587*pi,0.29133319111528966*pi,0.15603621051811245*pi) q[3],q[11];\nRxxyyzz(0.4457700309514693*pi,0.28360169916588396*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.45242059288346026*pi,0.14946987192063307*pi,0.08938613655205273*pi) q[6],q[10];\nRxxyyzz(0.33257123163184943*pi,0.16726742821604923*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.26647019037752967*pi,0.20622480975981983*pi,3.935135169185971*pi) q[13],q[12];\nu3(3.6788443038445937*pi,0.7659979102411121*pi,1.7658691126343393*pi) q[0];\nu3(3.607768410452264*pi,1.8965409197086918*pi,1.5232075871713642*pi) q[2];\nu3(3.440427489251486*pi,0.054560054495486066*pi,0.6545944965485644*pi) q[3];\nu3(3.2371366394185124*pi,2.0708584460469126*pi,1.5761385725161272*pi) q[5];\nu3(3.4147796401192383*pi,0.452546057472629*pi,3.941089476239716*pi) q[6];\nu3(3.221335671255275*pi,-0.27984375491798275*pi,1.3425420352908968*pi) q[7];\nu3(3.4412131851353664*pi,0.4556882143473412*pi,1.5571458001841147*pi) q[8];\nu3(3.473465544107082*pi,3.2382115445443183*pi,4.202291827842545*pi) q[9];\nu3(3.6180518955303933*pi,1.8344130480268226*pi,0.5643777813655583*pi) q[10];\nu3(3.641811952014329*pi,-0.45031416807034086*pi,4.304122580574969*pi) q[11];\nu3(3.2845446474018365*pi,3.4011371241625277*pi,1.3642290335254441*pi) q[12];\nu3(3.355793559962836*pi,0.06969980122708197*pi,1.4531492868953837*pi) q[13];\nu3(3.1260690880913957*pi,0.3023803462229069*pi,1.1495800671729668*pi) q[15];\nu3(3.7934364589466236*pi,2.8620389090852427*pi,1.8897570141154973*pi) q[16];\nRxxyyzz(0.4242439612791197*pi,0.2860497246361897*pi,3.8760013214440807*pi) q[0],q[15];\nRxxyyzz(0.4069641563534502*pi,0.12518265527607753*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.42561313590834*pi,0.3333990702395719*pi,3.9015365516066396*pi) q[9],q[2];\nRxxyyzz(0.4544412450775349*pi,0.23391545243618728*pi,0.06488058711249202*pi) q[5],q[10];\nRxxyyzz(0.40874579506634984*pi,0.21746705635379518*pi,3.8846134068965696*pi) q[6],q[12];\nRxxyyzz(0.3568106279714719*pi,0.24789792176977699*pi,3.9504150728844856*pi) q[8],q[14];\nRxxyyzz(0.3863067851123799*pi,0.26218669939522987*pi,3.9348677130415695*pi) q[13],q[16];\nu3(3.2331534576019063*pi,1.7096862387071963*pi,0.701107506443821*pi) q[0];\nu3(3.8676529480087933*pi,2.2281139279128546*pi,1.450849531525112*pi) q[1];\nu3(3.7058353084408027*pi,3.053045238417203*pi,0.9110590899259825*pi) q[2];\nu3(3.4057648283260327*pi,0.22753492803705822*pi,3.6976827892781854*pi) q[5];\nu3(3.7743188928570066*pi,3.3132067865326524*pi,1.5734559445798268*pi) q[6];\nu3(3.3619712742834045*pi,0.7551331520604332*pi,2.1133906614110005*pi) q[7];\nu3(3.4709537591937525*pi,0.1839183270429131*pi,0.5804983686791357*pi) q[8];\nu3(3.7781010030578055*pi,2.3068882107526205*pi,1.272031193218142*pi) q[9];\nu3(3.3475552158061137*pi,3.223243454093314*pi,0.7843685540621868*pi) q[10];\nu3(3.4694196813731164*pi,0.6902865898074126*pi,1.811017179044228*pi) q[12];\nu3(3.4505600837297905*pi,0.6208465242234675*pi,1.0454293636566194*pi) q[13];\nu3(3.3697598587756787*pi,2.5494579528223498*pi,1.6315740038421596*pi) q[14];\nu3(3.5416892525566097*pi,2.712563306117117*pi,1.6334512927136702*pi) q[15];\nu3(3.125381639717432*pi,3.3417430036410503*pi,2.3299038059970485*pi) q[16];\nRxxyyzz(0.4557364411420099*pi,0.17824231014564307*pi,3.9424848603354903*pi) q[0],q[12];\nRxxyyzz(0.3468222306989199*pi,0.258179183038759*pi,0.07766738516090266*pi) q[1],q[6];\nRxxyyzz(0.42304141344865004*pi,0.30476595778115995*pi,0.076260158018506*pi) q[2],q[11];\nRxxyyzz(0.47577140071815016*pi,0.3437044041936217*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.36737096361471255*pi,0.28089149157193616*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.43406250349158004*pi,0.2988516566419749*pi,3.8697963414903302*pi) q[9],q[15];\nu3(3.48264224313599*pi,2.3009625321540623*pi,0.5191532494599054*pi) q[0];\nu3(3.786513309343754*pi,0.40615078351911305*pi,2.001072071219509*pi) q[1];\nu3(3.266695898406608*pi,0.934168251251039*pi,0.5798438778810968*pi) q[2];\nu3(3.57126798354545*pi,0.17682336774660778*pi,0.7414974930052927*pi) q[3];\nu3(3.5388865332158326*pi,0.29517869799512797*pi,1.1354984727323565*pi) q[4];\nu3(3.762597062286042*pi,2.777139046253192*pi,4.432630490058528*pi) q[6];\nu3(3.3638232121856677*pi,2.3888234344088257*pi,2.1626065277337756*pi) q[7];\nu3(3.1974747951456144*pi,3.1673724407491806*pi,1.8406871262972766*pi) q[9];\nu3(3.706720943632318*pi,-0.4047120603020141*pi,3.3866856470107365*pi) q[11];\nu3(3.462381695662014*pi,0.04367087982913276*pi,1.6515221712553476*pi) q[12];\nu3(3.6702212931790776*pi,2.2984046246136915*pi,1.746886388726538*pi) q[15];\nu3(3.524787557490662*pi,3.015668978941305*pi,2.131441446953195*pi) q[16];\nRxxyyzz(0.3796710840348797*pi,0.22658580888989097*pi,3.922128870448081*pi) q[0],q[5];\nRxxyyzz(0.4537759394010499*pi,0.24743684023892243*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.45482167637501003*pi,0.298895893739505*pi,3.891102220513171*pi) q[2],q[14];\nRxxyyzz(0.47147187714903527*pi,0.30667298233124907*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4245342301648801*pi,0.2356198342696012*pi,0.12219475113974457*pi) q[4],q[6];\nRxxyyzz(0.4505613664113859*pi,0.1447450378492109*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4048588502151701*pi,0.30671806388058087*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.4389251061651098*pi,0.22690056562378536*pi,0.0*pi) q[16],q[12];\nu3(3.276056854607356*pi,-0.31231347960773925*pi,0.951401829403105*pi) q[0];\nu3(3.340092192500094*pi,-0.385892768364214*pi,2.1403598688051346*pi) q[1];\nu3(3.47144935252167*pi,2.9658543394856194*pi,1.3658383029297319*pi) q[2];\nu3(3.777340533467521*pi,2.9674040683275993*pi,0.5181434318564535*pi) q[3];\nu3(3.432309498320233*pi,0.3215877846647923*pi,3.662473712637622*pi) q[4];\nu3(3.364911851382608*pi,2.518882450416835*pi,1.0189657903867317*pi) q[5];\nu3(3.2989114535928623*pi,0.03779379701906249*pi,3.607602148814843*pi) q[6];\nu3(3.50508174788495*pi,2.9146482157215203*pi,2.4441489712645588*pi) q[7];\nu3(3.3402253386036613*pi,-0.1733772019919243*pi,0.5052489188346477*pi) q[8];\nu3(3.659906550236096*pi,-0.4022645291674431*pi,0.5708593916153903*pi) q[9];\nu3(3.366782994198194*pi,3.2661937107498433*pi,0.844657629812926*pi) q[10];\nu3(3.403136445832048*pi,0.7213096231170959*pi,1.8541581887779062*pi) q[11];\nu3(3.3331048412367528*pi,0.11555023253597618*pi,1.5692623848747214*pi) q[12];\nu3(3.082399837586879*pi,1.6595996074029928*pi,1.6428200947200704*pi) q[13];\nu3(3.340630594995633*pi,2.0386946613794437*pi,0.5834598213648219*pi) q[14];\nu3(3.6212030138036018*pi,-0.3520134019609211*pi,1.7416050623396673*pi) q[16];\nmeasure q[12] -> c[13];\nRxxyyzz(0.44137332275201024*pi,0.2684418623952496*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.2598122745629401*pi,0.1617817022329754*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.2913580540083101*pi,0.21522615751058716*pi,0.1349204373898254*pi) q[2],q[3];\nRxxyyzz(0.44033228958348936*pi,0.3946158481963282*pi,0.27106278099262415*pi) q[4],q[9];\nRxxyyzz(0.423137794187849*pi,0.19251120842640113*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.4520317763292101*pi,0.24129435958817624*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.43269903128827014*pi,0.31126054661097546*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4211040148766801*pi,0.3406670959932638*pi,0.11570900266818786*pi) q[15],q[14];\nu3(3.5017986980740003*pi,0.23825518160474268*pi,4.098542469242145*pi) q[0];\nu3(0.689423625183712*pi,1.1672083666850954*pi,1.734398971226942*pi) q[1];\nu3(1.4742538976521806*pi,0.7174230824896715*pi,0.5532259431236123*pi) q[2];\nu3(2.4278399277431233*pi,-0.30941982959980907*pi,0.5453614590557009*pi) q[3];\nu3(3.855096923915656*pi,0.28739716578274155*pi,2.4725490613060392*pi) q[4];\nu3(3.598301804205139*pi,0.1635068216417519*pi,1.3091680744733067*pi) q[5];\nu3(3.5563586254601134*pi,1.8053709054561047*pi,1.6883732568862164*pi) q[6];\nu3(3.327701717130108*pi,2.3765363656892906*pi,1.8307791599798022*pi) q[7];\nu3(3.265770437481372*pi,1.4694490998205847*pi,4.041897250976603*pi) q[8];\nu3(3.0896787733910447*pi,-0.10765008998124487*pi,3.028112667796444*pi) q[9];\nu3(3.762573667468044*pi,3.2923145641128473*pi,2.3786352873714*pi) q[10];\nu3(1.5973991849301281*pi,2.477355423578663*pi,1.1539280838755392*pi) q[11];\nu3(3.44932297017091*pi,0.33744047087057494*pi,1.477976859387307*pi) q[13];\nu3(3.726079160301703*pi,2.9326713674493905*pi,1.3778099744178367*pi) q[14];\nu3(3.5486653383805407*pi,2.9547956449110524*pi,1.7223267062532757*pi) q[15];\nu3(3.1944451650197707*pi,2.374841654179524*pi,1.6235840808853705*pi) q[16];\nmeasure q[16] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[13] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[9] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[15] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[10] -> c[14];\nmeasure q[1] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5952173816764907*pi,3.1531077384983965*pi,2.2426369981689134*pi) q[0];\nu3(3.66293811713074*pi,2.6895015646296008*pi,2.7689174479988434*pi) q[1];\nu3(3.8713372693343313*pi,2.699968603788841*pi,1.01681591112129*pi) q[2];\nu3(3.4291947663491733*pi,0.13912133646988334*pi,4.222615835590478*pi) q[3];\nu3(3.291670962818854*pi,0.945678273837514*pi,1.3744644017151129*pi) q[4];\nu3(3.3067285425738153*pi,-0.025530299924395816*pi,4.369401978759208*pi) q[5];\nu3(3.4887611639427663*pi,3.065610215212903*pi,1.0123235145068286*pi) q[6];\nu3(3.650853722313203*pi,3.0705536078655706*pi,2.000051213668481*pi) q[7];\nu3(3.52402015357947*pi,0.07241289622150782*pi,1.8917270077140431*pi) q[8];\nu3(3.3787178840169005*pi,3.1288612570050645*pi,3.468248218338458*pi) q[9];\nu3(3.8125307531866013*pi,3.260742842369189*pi,3.8805891168416293*pi) q[10];\nu3(3.5809732091678894*pi,0.04605522861399669*pi,0.9504362029089771*pi) q[11];\nu3(3.816504622483099*pi,-0.27065293577328214*pi,3.370769728397791*pi) q[12];\nu3(3.1458121436118565*pi,3.440147566346879*pi,4.198470616741746*pi) q[13];\nu3(3.7609534922692047*pi,0.570322493752049*pi,1.1428824654425582*pi) q[14];\nu3(3.462058569568261*pi,2.216925082270238*pi,4.461688969466822*pi) q[15];\nu3(3.362986663290002*pi,2.1181976274336627*pi,1.8121377081192822*pi) q[16];\nRxxyyzz(0.39152021155094013*pi,0.13482656611125782*pi,0.0878656575457076*pi) q[0],q[2];\nRxxyyzz(0.38272440067686975*pi,0.17826939707878486*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.40728034338116903*pi,0.34847919536380084*pi,3.9520610542520807*pi) q[3],q[13];\nRxxyyzz(0.36758595971871955*pi,0.17482095944754994*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4321025971896606*pi,0.18185235480976236*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.40369713694513*pi,0.2673477251739502*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.38800433400634005*pi,0.216989919742143*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.45179017404817934*pi,0.34542412146239115*pi,3.91452613978823*pi) q[12],q[14];\nu3(3.5476989891704616*pi,2.756273244365171*pi,4.008391503219859*pi) q[0];\nu3(3.524352072537115*pi,2.0597214905358547*pi,1.7696542684077285*pi) q[1];\nu3(3.8918175813530085*pi,2.4389352387918652*pi,4.39385721344452*pi) q[2];\nu3(3.506702427523655*pi,2.148092356780362*pi,0.7509267350304212*pi) q[3];\nu3(3.704765903175858*pi,2.367702812289416*pi,1.545939762988171*pi) q[4];\nu3(3.2788182789393305*pi,-0.4971143778160635*pi,3.8763474075694644*pi) q[5];\nu3(3.3064127396166803*pi,2.375008791868834*pi,2.0458999154988318*pi) q[7];\nu3(3.6384256139283395*pi,2.5024375891547477*pi,1.4050523144973543*pi) q[8];\nu3(3.6041451051358537*pi,2.6868213872620874*pi,1.6172213829927085*pi) q[9];\nu3(3.5110440340424445*pi,3.3049451376848555*pi,2.485300609532084*pi) q[10];\nu3(3.3059368449573308*pi,2.4434982405491876*pi,1.122927700646969*pi) q[11];\nu3(3.4158639721254422*pi,2.4015910259473974*pi,1.0056776127977516*pi) q[12];\nu3(3.556084117935616*pi,2.0074492092404927*pi,1.9959755584909904*pi) q[13];\nu3(3.6795426004056844*pi,1.875048179742656*pi,2.4548196672111033*pi) q[14];\nu3(3.7931881308355075*pi,3.3140173924492404*pi,1.287727353221191*pi) q[15];\nu3(3.7333140916203966*pi,2.0756621851005512*pi,1.2722146280658315*pi) q[16];\nRxxyyzz(0.3793405571425188*pi,0.22331655305661013*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.42759584109997995*pi,0.14872429451781294*pi,3.8653657925497598*pi) q[2],q[7];\nRxxyyzz(0.4426610531491608*pi,0.3674713550580761*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.4143788412241405*pi,0.19010392606558413*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.44056839438617956*pi,0.2693669936284117*pi,0.11510074878224548*pi) q[6],q[14];\nRxxyyzz(0.44355424316322034*pi,0.18758935159498613*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3749563172981576*pi,0.12663917105181133*pi,0.0*pi) q[10],q[12];\nu3(3.3354214993999696*pi,-0.1403112629702356*pi,2.383543384692813*pi) q[1];\nu3(3.5239437254198576*pi,-0.2537646627657824*pi,1.4635918844010387*pi) q[2];\nu3(3.592883638115743*pi,0.16240065736550324*pi,1.1652510446835522*pi) q[3];\nu3(3.467200804350427*pi,-0.14197640648806908*pi,0.9083677838382207*pi) q[5];\nu3(3.567135571462103*pi,1.779882085621555*pi,0.6878710609414828*pi) q[6];\nu3(3.3409165461571346*pi,-0.2804808554997068*pi,2.268634943617371*pi) q[7];\nu3(3.890589165135601*pi,0.3722939430507447*pi,2.1233440750322634*pi) q[8];\nu3(3.688801046916484*pi,0.08248090092748217*pi,1.9585686987654716*pi) q[9];\nu3(3.241806261317167*pi,0.4951517514324564*pi,1.3321287755191518*pi) q[10];\nu3(3.966875832667917*pi,2.2465346472332994*pi,1.0830383012668625*pi) q[12];\nu3(3.1432658091720267*pi,0.1927475235216496*pi,0.560808344447373*pi) q[13];\nu3(3.504616417779501*pi,1.4153788591792964*pi,0.6629023241314937*pi) q[14];\nu3(3.3771658054483815*pi,0.342866483401593*pi,4.475388972682998*pi) q[15];\nu3(3.5615085461837164*pi,1.8329395535684863*pi,0.539331093722104*pi) q[16];\nRxxyyzz(0.2505264231317202*pi,0.16411394911623223*pi,0.1027955221565815*pi) q[0],q[14];\nRxxyyzz(0.43543365553273994*pi,0.21777371028781556*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.29230904786412026*pi,0.2196829847562941*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.37257648630740026*pi,0.25086620122273917*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.36497821639345945*pi,0.3466877268822462*pi,3.94890462641969*pi) q[16],q[4];\nRxxyyzz(0.37290465755465985*pi,0.24726900744682292*pi,0.0924814663286719*pi) q[5],q[9];\nRxxyyzz(0.4531459122729604*pi,0.23230532392145398*pi,0.0*pi) q[8],q[11];\nu3(3.788096053703144*pi,3.134654599215424*pi,2.029069570372749*pi) q[0];\nu3(3.5087479481377812*pi,3.4105699021269125*pi,0.7220123722324783*pi) q[1];\nu3(3.5540297934663827*pi,-0.05791043081556935*pi,3.2275439180558556*pi) q[2];\nu3(3.3893945884669456*pi,0.9627779515527191*pi,1.6968828394502213*pi) q[3];\nu3(3.7569946041418576*pi,0.47786931684774303*pi,1.094101426361977*pi) q[4];\nu3(3.467301628712279*pi,2.4593750629036837*pi,4.311975841466804*pi) q[5];\nu3(3.5977194424650594*pi,0.3872423164465816*pi,4.271418188841645*pi) q[6];\nu3(3.2493230208949995*pi,3.4092494742218435*pi,0.7105094727227961*pi) q[8];\nu3(3.415633919470319*pi,1.3937792658360337*pi,4.410046189109944*pi) q[9];\nu3(3.5795695757759423*pi,0.12009770262924757*pi,1.6706943712845288*pi) q[11];\nu3(3.519696170119361*pi,3.4144423364267142*pi,3.9010888568257798*pi) q[13];\nu3(3.877936970743924*pi,2.952006656131337*pi,4.149561512060165*pi) q[14];\nu3(3.451324172134905*pi,1.91017353826255*pi,1.8702391749362839*pi) q[15];\nu3(3.416135175203476*pi,0.4667344087094175*pi,0.5048656329115175*pi) q[16];\nRxxyyzz(0.4316991240243101*pi,0.25047821682905447*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4739757910734166*pi,0.29954442448745433*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.37795548880188956*pi,0.25334704766555133*pi,3.7891132718283895*pi) q[2],q[4];\nRxxyyzz(0.4357674296214401*pi,0.1628327735723113*pi,3.93000470886293*pi) q[3],q[12];\nRxxyyzz(0.47166975719697035*pi,0.36121757871434473*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.261558297451292*pi,0.1467775024003748*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.39137590708009995*pi,0.2726276307519242*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.40467355224772006*pi,0.25036867518053896*pi,0.0*pi) q[9],q[14];\nu3(3.6685797731631364*pi,3.383106093106079*pi,0.7289293738431244*pi) q[0];\nu3(3.224185109360255*pi,2.949952081117175*pi,1.4693783311076416*pi) q[1];\nu3(3.549343126777762*pi,1.624872198616957*pi,2.446351686159766*pi) q[2];\nu3(3.411375831598689*pi,-0.2809288230413558*pi,1.7740287873038936*pi) q[3];\nu3(3.613035494440769*pi,2.2298345113292823*pi,0.5023879609707809*pi) q[4];\nu3(3.775914776825919*pi,-0.1297516738825082*pi,0.7181698246627526*pi) q[5];\nu3(3.8493203954904907*pi,2.6714399589921727*pi,2.3293563490348497*pi) q[6];\nu3(3.797923645860245*pi,0.47166927968692995*pi,1.7633350461842467*pi) q[7];\nu3(3.2514052737852053*pi,2.708003698508733*pi,2.3639091501061658*pi) q[9];\nu3(3.8793783386233076*pi,0.4820970227618723*pi,3.9544096845615884*pi) q[10];\nu3(3.5798365051889447*pi,0.9818596580419965*pi,1.5980855645551328*pi) q[11];\nu3(3.7766999134838657*pi,3.1229053527602946*pi,1.323827868495889*pi) q[12];\nu3(3.89379887437741*pi,0.396262559501517*pi,0.9509177165050164*pi) q[13];\nu3(3.8264773287925506*pi,0.5404353379697937*pi,1.544621260698021*pi) q[14];\nu3(3.667665908521264*pi,-0.39016075430508335*pi,1.869029001384848*pi) q[15];\nu3(3.401038047856787*pi,0.008607245764891691*pi,1.932753563305965*pi) q[16];\nRxxyyzz(0.358083958485477*pi,0.1537470601789931*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4509516119104*pi,0.3879339178849044*pi,0.11075263241202471*pi) q[12],q[1];\nRxxyyzz(0.4441782200600305*pi,0.28757251629698033*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.4155477301372129*pi,0.1467991788411851*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.40322063074698006*pi,0.3115112554400241*pi,3.8924918959915704*pi) q[4],q[9];\nRxxyyzz(0.2972136690216597*pi,0.14352545624771373*pi,3.9092421384098*pi) q[7],q[10];\nRxxyyzz(0.3453925301626307*pi,0.20036337706176077*pi,0.11127062329699555*pi) q[8],q[15];\nRxxyyzz(0.45324364150463925*pi,0.19396623573370594*pi,3.914126397316977*pi) q[11],q[14];\nu3(3.933132625836116*pi,2.4892564508045263*pi,1.3588101933703611*pi) q[0];\nu3(3.8220385360805054*pi,-0.31900276122075555*pi,1.8923107120388565*pi) q[1];\nu3(3.329756366330951*pi,2.944248846808878*pi,2.25529232778797*pi) q[2];\nu3(3.7533281938060896*pi,2.9101062666406374*pi,0.979877125547443*pi) q[3];\nu3(3.6224093823463335*pi,0.47714344744460613*pi,1.094365497734442*pi) q[4];\nu3(3.7949095893087015*pi,-0.467119684996668*pi,2.366839346252545*pi) q[5];\nu3(3.472435279053682*pi,-0.006985534392453363*pi,1.9099563692704227*pi) q[6];\nu3(3.0840588627549907*pi,3.464298876994732*pi,0.5064399604683456*pi) q[7];\nu3(3.31561766437527*pi,1.9674806810143202*pi,0.563113453750999*pi) q[8];\nu3(3.5004564794759903*pi,-0.48331659229894536*pi,0.7822805292149875*pi) q[9];\nu3(3.174115978858598*pi,0.602740511956722*pi,1.0191160551253065*pi) q[10];\nu3(3.7744170374827464*pi,3.110781234404187*pi,1.6925240096699188*pi) q[11];\nu3(3.557546042383451*pi,0.37086640402104987*pi,2.292256659118264*pi) q[12];\nu3(3.1428924532980775*pi,-0.23869828101186213*pi,1.7617707902245452*pi) q[13];\nu3(3.548184574366224*pi,3.3461148625930828*pi,1.008104840505117*pi) q[14];\nu3(3.264501557091089*pi,2.982144815917063*pi,1.5778545655040892*pi) q[15];\nRxxyyzz(0.40983762583729*pi,0.23417438364560905*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.43854010781737984*pi,0.28340508345707627*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4605688653508498*pi,0.30998953781398875*pi,3.9178693882890507*pi) q[2],q[10];\nRxxyyzz(0.47250403168003774*pi,0.16892666127001466*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4154692240555403*pi,0.08597276946913635*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.41653083109330025*pi,0.15834321775932292*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3688279961361298*pi,0.2520996095149264*pi,0.0*pi) q[16],q[7];\nu3(3.104027526237347*pi,0.055463665476356505*pi,4.255275090970821*pi) q[0];\nu3(3.2676531145655443*pi,2.3832680247720943*pi,1.620586832535647*pi) q[1];\nu3(3.775608952236896*pi,3.0184659224367008*pi,0.6245601679578816*pi) q[2];\nu3(3.8154371118682566*pi,-0.24446457197485905*pi,1.9435478837805065*pi) q[3];\nu3(3.4919871348692917*pi,2.86274028103192*pi,2.413237616186942*pi) q[4];\nu3(3.346910776780537*pi,0.2939145991246068*pi,2.0343104868888933*pi) q[5];\nu3(3.306235742817578*pi,0.48239668102971467*pi,2.3304922829724584*pi) q[6];\nu3(3.2375665621721836*pi,0.4399877438275195*pi,1.5018385903629676*pi) q[7];\nu3(3.277349580409309*pi,2.433708922413885*pi,1.6848050406713995*pi) q[8];\nu3(3.205792120148528*pi,0.7846685400762468*pi,1.2324373359255762*pi) q[9];\nu3(3.3496248219307625*pi,3.492953212420039*pi,1.2500758072837914*pi) q[10];\nu3(3.3413180993718954*pi,-0.10173202726018604*pi,1.6149224228260082*pi) q[12];\nu3(3.0512129735915847*pi,-0.02967288911936583*pi,1.4436719145461265*pi) q[13];\nu3(3.0876143458333716*pi,-0.2653118311986223*pi,0.6333180121770554*pi) q[16];\nRxxyyzz(0.36112300523873453*pi,0.21415191201681005*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.3936111176713404*pi,0.31906614772742525*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4288328261102099*pi,0.3084757822321196*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.24884973724069007*pi,0.1765584905827513*pi,0.11003436363016217*pi) q[5],q[3];\nRxxyyzz(0.45805999459405966*pi,0.35651589349482876*pi,0.12576454913912535*pi) q[4],q[12];\nRxxyyzz(0.47490836022179006*pi,0.13601343444216007*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4649296378878299*pi,0.2451408469781886*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.38177820445018995*pi,0.1223638053260061*pi,0.0*pi) q[9],q[11];\nu3(3.5819517406241648*pi,3.2751212341491915*pi,3.8711452767404424*pi) q[0];\nu3(3.4664874975544073*pi,0.0996055024871324*pi,2.4312532255531343*pi) q[1];\nu3(3.6667091381683004*pi,0.10744985824981756*pi,2.0077967435195765*pi) q[2];\nu3(3.572681174770993*pi,3.2145845427771897*pi,1.6204939524941953*pi) q[3];\nu3(3.329676693682786*pi,3.128171247600968*pi,1.9476458936981498*pi) q[4];\nu3(3.489287091877277*pi,2.532578143943516*pi,1.9611764790732467*pi) q[5];\nu3(3.3408265335134057*pi,3.067374410610425*pi,4.321684415719091*pi) q[6];\nu3(3.6648855331139503*pi,2.8727634244367506*pi,0.6321675885627887*pi) q[8];\nu3(3.543842357348283*pi,0.8115761859199524*pi,0.8976039368099001*pi) q[9];\nu3(3.7269403188382277*pi,2.957731094159484*pi,0.8133261198658577*pi) q[10];\nu3(3.4736248046959286*pi,-0.39229073259381675*pi,2.370306377029427*pi) q[11];\nu3(3.406048682475334*pi,3.259506664985855*pi,1.5442084507683587*pi) q[12];\nu3(3.203744086787484*pi,2.0658137389848537*pi,1.9474700720059188*pi) q[13];\nu3(3.7876847763662274*pi,0.6167665306686343*pi,2.011288874809111*pi) q[14];\nu3(3.11372788742897*pi,3.0744771367102666*pi,2.2261223285896*pi) q[15];\nu3(3.596437864873569*pi,2.056453032662927*pi,1.3044001898281081*pi) q[16];\nRxxyyzz(0.4910005982226302*pi,0.22096252631498114*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.3561679316773899*pi,0.14690049988879317*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.47941969206419077*pi,0.33543591537987316*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.45936354772759014*pi,0.36109117187111517*pi,0.12339835776266828*pi) q[5],q[11];\nRxxyyzz(0.40416722151072976*pi,0.31894994634075696*pi,0.0947617274080882*pi) q[6],q[14];\nRxxyyzz(0.38445866194031975*pi,0.1526714881631186*pi,0.09038890793825596*pi) q[7],q[10];\nRxxyyzz(0.3955585670290902*pi,0.1685295174897652*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.3483099658277701*pi,0.20786833924941472*pi,3.8961556423816894*pi) q[16],q[13];\nu3(3.560080251845875*pi,3.219731870701553*pi,0.5268502051242215*pi) q[0];\nu3(3.311038625510365*pi,2.5220191346133136*pi,1.3236172371298192*pi) q[1];\nu3(3.516086050497318*pi,1.83635468290447*pi,1.6320046241068602*pi) q[2];\nu3(3.8555072360084766*pi,3.439452702302258*pi,1.289567541119553*pi) q[3];\nu3(3.3411384211750352*pi,3.027109060990056*pi,1.7574713279754037*pi) q[5];\nu3(3.6937694090587314*pi,-0.4202210073245147*pi,4.428080163747863*pi) q[6];\nu3(3.169745444596088*pi,1.9456581440361909*pi,0.6586923278570308*pi) q[7];\nu3(3.7133749977775743*pi,1.9988280282278073*pi,1.5960077961564894*pi) q[8];\nu3(3.4544233814346215*pi,1.8843526468699965*pi,1.3153673860813706*pi) q[9];\nu3(3.3600083114839903*pi,0.47435683009197804*pi,3.894919973310289*pi) q[10];\nu3(3.8319400948662383*pi,1.9430842189713755*pi,0.7540250924165394*pi) q[11];\nu3(3.447333534514049*pi,-0.4625390476089343*pi,0.9662047802609088*pi) q[12];\nu3(3.533633472399535*pi,2.6796651398378466*pi,4.499397281620436*pi) q[13];\nu3(3.14061389007721*pi,2.6343047603510468*pi,3.9922310052325063*pi) q[14];\nu3(3.4193920069482533*pi,0.588408194680029*pi,1.0570622510673775*pi) q[15];\nu3(3.2420613913328076*pi,0.7042989121077754*pi,0.989340260129367*pi) q[16];\nRxxyyzz(0.3945647470416098*pi,0.3343071252119308*pi,3.9546015055814205*pi) q[0],q[14];\nRxxyyzz(0.4585625379297884*pi,0.21549379433763094*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.38601126944891995*pi,0.19320738733784273*pi,3.947294182457*pi) q[8],q[2];\nRxxyyzz(0.4070791172143804*pi,0.20146674706647616*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3897676313995101*pi,0.21781608946784425*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.45454899709877994*pi,0.23493058338511652*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4204043727833794*pi,0.12807445409995943*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.376982373181789*pi,0.14447308897459626*pi,3.92796070894191*pi) q[16],q[12];\nu3(3.2407870462562824*pi,3.013672971522768*pi,1.4250294860189872*pi) q[0];\nu3(3.3071581979096476*pi,1.8967442422991105*pi,1.3385947747021643*pi) q[1];\nu3(3.544622930933327*pi,-0.37534110245295804*pi,1.1367810868750858*pi) q[2];\nu3(3.7360791200207877*pi,0.8214383625562869*pi,1.0876906431329394*pi) q[3];\nu3(3.61895516590513*pi,3.127703511462913*pi,1.965857081312794*pi) q[4];\nu3(3.8112322887133865*pi,3.1255945132359915*pi,0.6176768126980648*pi) q[5];\nu3(3.103760091947571*pi,3.4967100100704203*pi,0.9730135280880603*pi) q[6];\nu3(3.499547460579813*pi,0.6758642941132202*pi,1.5816115250749414*pi) q[7];\nu3(3.7408612969752952*pi,2.2067544143537905*pi,2.479993232852679*pi) q[8];\nu3(3.541571670655274*pi,0.5273971269486308*pi,1.0041302213525194*pi) q[9];\nu3(3.607034811765118*pi,2.3205291400812245*pi,0.9689969620029721*pi) q[11];\nu3(3.945582358346517*pi,0.16159897078244345*pi,1.2896247892575272*pi) q[12];\nu3(3.4530774526962436*pi,-0.3218678089239244*pi,4.277875559605207*pi) q[13];\nu3(3.4103007440731115*pi,-0.0930428327390107*pi,2.403376727240159*pi) q[14];\nu3(3.7009428429215765*pi,-0.16332183747592277*pi,4.105709326834659*pi) q[15];\nu3(3.6295615100618135*pi,-0.03390471333025097*pi,2.474836369316113*pi) q[16];\nRxxyyzz(0.45437561988548003*pi,0.374370105285906*pi,0.12403775142281148*pi) q[4],q[0];\nRxxyyzz(0.3583170810275492*pi,0.20993760818137208*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.44897927594583015*pi,0.2818958335139095*pi,0.07741545482159394*pi) q[5],q[7];\nRxxyyzz(0.3577438703225636*pi,0.2723475877099748*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3941068083159598*pi,0.22028345903898705*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.45362485635586947*pi,0.2796413156201641*pi,0.05693764443379139*pi) q[13],q[9];\nRxxyyzz(0.4711824900301398*pi,0.25113418573257396*pi,0.0*pi) q[12],q[10];\nu3(3.536993574443955*pi,1.723423624492344*pi,0.6523258297532878*pi) q[0];\nu3(3.448615242423183*pi,3.0163932357145624*pi,0.6527754496220406*pi) q[2];\nu3(3.772428417480082*pi,3.1484716861559785*pi,1.1401733184554024*pi) q[3];\nu3(3.098431232750347*pi,-0.1983669935774932*pi,0.8304915242696724*pi) q[4];\nu3(3.9387946275152887*pi,2.2201046895112153*pi,3.9323453725843844*pi) q[5];\nu3(3.5951125703598468*pi,2.0206773939367837*pi,0.8257619142851378*pi) q[6];\nu3(3.598492936106124*pi,-0.12026574134352558*pi,3.246890441986772*pi) q[7];\nu3(3.627163980788238*pi,2.2053750379227224*pi,1.43195111689199*pi) q[8];\nu3(3.282141540658143*pi,-0.06805381174289293*pi,1.4522776841054301*pi) q[9];\nu3(3.066427914312686*pi,-0.3416440794794139*pi,1.099447255529424*pi) q[10];\nu3(3.1942416117623424*pi,0.07286895705014196*pi,4.188991931917364*pi) q[12];\nu3(3.4982851389173346*pi,2.1181572263086075*pi,4.2320214597060115*pi) q[13];\nu3(3.7645759108971495*pi,-0.27923494447743324*pi,0.870638011286395*pi) q[14];\nu3(3.35027700753577*pi,0.9261273878644114*pi,1.418748961093966*pi) q[16];\nRxxyyzz(0.44206434541111017*pi,0.29551713850745825*pi,0.14424085429338526*pi) q[11],q[0];\nRxxyyzz(0.42816198570002983*pi,0.3990235973165115*pi,0.17976222189258373*pi) q[1],q[13];\nRxxyyzz(0.43785456105375964*pi,0.2435648321892261*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.4596403179548699*pi,0.22704376529523793*pi,0.1158306925526361*pi) q[7],q[3];\nRxxyyzz(0.43848299441727967*pi,0.38512653502518696*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.3232717705159597*pi,0.2651649649443535*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.34930922520037994*pi,0.26426700129021485*pi,3.897377625239681*pi) q[14],q[8];\nRxxyyzz(0.40780804150403027*pi,0.21038418820359653*pi,3.95345029651022*pi) q[10],q[9];\nu3(3.2156464479015883*pi,2.6707632777129646*pi,1.6541897648246773*pi) q[0];\nu3(3.6644599829094986*pi,2.1225077163670907*pi,0.5562099094132205*pi) q[1];\nu3(3.699872814078647*pi,3.4762941026254777*pi,3.8565606955000895*pi) q[2];\nu3(3.278003854251813*pi,3.1506210276984477*pi,0.7098270809895373*pi) q[3];\nu3(3.2311110826551386*pi,2.565588234293272*pi,1.3432695006888837*pi) q[4];\nu3(3.8210319906753805*pi,-0.3920027819364892*pi,1.842450808563867*pi) q[5];\nu3(3.575976992090085*pi,2.916862766722782*pi,1.0815401257203578*pi) q[6];\nu3(3.5208007426030936*pi,3.388800719883669*pi,2.054324914140115*pi) q[7];\nu3(3.4022902495105005*pi,2.469820087307901*pi,1.8333066917307528*pi) q[8];\nu3(3.6668509868112595*pi,-0.4420936861638909*pi,1.1967589481877212*pi) q[9];\nu3(3.67235080357877*pi,1.2123423703488985*pi,2.430378859218413*pi) q[10];\nu3(3.3237276229868313*pi,-0.45203986409630903*pi,0.7896244524814775*pi) q[11];\nu3(3.922264056626689*pi,3.4650893602416666*pi,3.052294774080836*pi) q[13];\nu3(3.542899125003367*pi,3.4994258785206513*pi,3.1855350542317393*pi) q[14];\nu3(3.780284054150167*pi,-0.4197516902695527*pi,1.2513816519756364*pi) q[15];\nu3(3.3184247829849043*pi,0.06242907745334059*pi,4.254027398196407*pi) q[16];\nRxxyyzz(0.4023200040386399*pi,0.24215349140328524*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.3831558606319798*pi,0.31401213991400717*pi,3.825461752101651*pi) q[2],q[7];\nRxxyyzz(0.4421516582991396*pi,0.1847023954610143*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.36679582732661997*pi,0.09130530700730877*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3969368785149695*pi,0.18396194063601534*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.29800428278459906*pi,0.23771427816223722*pi,3.9320571542539895*pi) q[13],q[9];\nRxxyyzz(0.47666369261479236*pi,0.21343296778721754*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.37561864319293425*pi,0.14840202928626933*pi,0.0*pi) q[11],q[16];\nu3(3.5787941557418557*pi,3.1646657406870227*pi,1.3651586111981957*pi) q[0];\nu3(3.148881242765871*pi,2.4635969827312527*pi,1.0135631596802739*pi) q[2];\nu3(3.299507800258662*pi,-0.23085144584431605*pi,0.58567669361134*pi) q[3];\nu3(3.4628636476028323*pi,3.0141984448269543*pi,1.5907188636777962*pi) q[4];\nu3(3.3577485855302953*pi,-0.25258751453702455*pi,0.829137463370369*pi) q[5];\nu3(3.8136667470151897*pi,-0.24137258908327042*pi,1.1522155501401015*pi) q[6];\nu3(3.1560115092093914*pi,-0.004317521246404943*pi,1.1268319855454516*pi) q[7];\nu3(3.377602361513356*pi,2.7142506916361153*pi,2.406178487753777*pi) q[8];\nu3(3.255914418203921*pi,0.21101242325501568*pi,2.42800281567205*pi) q[9];\nu3(3.542722542251896*pi,-0.06182258718825401*pi,0.5659939894468193*pi) q[10];\nu3(3.8313311752394275*pi,3.0169266074771808*pi,4.475952367632988*pi) q[11];\nu3(3.8877848649615085*pi,2.477800666105825*pi,1.8106367654998534*pi) q[12];\nu3(3.42018566418733*pi,0.17727344792381272*pi,2.0111231281748276*pi) q[13];\nu3(3.8172430598822538*pi,2.531145577034917*pi,1.972038142618072*pi) q[14];\nu3(3.784364290947114*pi,0.7597328820082709*pi,1.9768026079215795*pi) q[15];\nu3(3.693728373846116*pi,0.2342828776992545*pi,1.6040263955002627*pi) q[16];\nRxxyyzz(0.4507671879571902*pi,0.1876796109784639*pi,3.9440156187319904*pi) q[9],q[0];\nRxxyyzz(0.3002261485097799*pi,0.10746168990504223*pi,3.936373576868929*pi) q[1],q[15];\nRxxyyzz(0.32486607414008*pi,0.19298533223071113*pi,0.043592589730588216*pi) q[14],q[3];\nRxxyyzz(0.48761582657967006*pi,0.2937777766356986*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4358831926273299*pi,0.40508050574826315*pi,3.8188826472431394*pi) q[8],q[6];\nRxxyyzz(0.43013516450950023*pi,0.30848090407772094*pi,0.0880576571125867*pi) q[10],q[7];\nRxxyyzz(0.3645519765349388*pi,0.29180310216221494*pi,3.83393738371292*pi) q[13],q[12];\nu3(3.2976424902434243*pi,2.8621636831468664*pi,1.6578730354811508*pi) q[0];\nu3(3.735446920698127*pi,2.6247504217374606*pi,4.271969512101682*pi) q[1];\nu3(3.10765298752204*pi,-0.24201518516999432*pi,3.286651851428761*pi) q[3];\nu3(3.8215078112204197*pi,0.5387921115942857*pi,1.763532160779674*pi) q[4];\nu3(3.265328096481955*pi,0.14116987657030777*pi,2.1484211579695*pi) q[5];\nu3(3.221395886371924*pi,2.273205067159882*pi,1.334586170482466*pi) q[6];\nu3(3.894681925420229*pi,0.8898563198659475*pi,0.8415660721844894*pi) q[7];\nu3(3.8643797829573914*pi,3.4119116918159533*pi,0.5805600382319005*pi) q[8];\nu3(3.5372170639560707*pi,-0.04346153443322287*pi,2.1835916613933373*pi) q[9];\nu3(3.479443996654032*pi,-0.24546217651178898*pi,1.2019308008737377*pi) q[10];\nu3(3.392626866041175*pi,2.605769275815375*pi,1.2341014974372664*pi) q[12];\nu3(3.4664723442801226*pi,2.499832637525547*pi,2.2512549320512303*pi) q[13];\nu3(3.3345929139974895*pi,-0.031766016554731435*pi,0.8755563571371296*pi) q[14];\nu3(3.5383595406975656*pi,2.5345225338005153*pi,2.0441952276306057*pi) q[15];\nRxxyyzz(0.4416609218608095*pi,0.1968464874025614*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4044361301897199*pi,0.1838460321667128*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.23067185707583276*pi,0.20640481865888605*pi,3.914289939954492*pi) q[2],q[6];\nRxxyyzz(0.4097022777823902*pi,0.248379277292484*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4573579669892297*pi,0.2742479804277924*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.3987785512667297*pi,0.2691391021879119*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4101430844897037*pi,0.20540570952269166*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.40001350627674936*pi,0.059849351746723234*pi,0.0*pi) q[15],q[16];\nu3(3.707558203777632*pi,-0.1762090044499966*pi,2.3151987800861615*pi) q[0];\nu3(3.8154416026124784*pi,2.834335489495632*pi,4.271738725393262*pi) q[1];\nu3(3.7319425106887767*pi,2.1521458491508323*pi,3.7934967812236358*pi) q[2];\nu3(3.612145762781507*pi,0.0018816372661333292*pi,2.3122698182877546*pi) q[3];\nu3(3.978923201099604*pi,3.107991261955897*pi,0.8579062648405378*pi) q[4];\nu3(3.4876506301613883*pi,2.5559277536778*pi,1.5862892176367487*pi) q[5];\nu3(3.6022719224673936*pi,3.2947187782027045*pi,1.4565868872878194*pi) q[6];\nu3(3.5432146203724013*pi,0.1777594073261557*pi,0.9698296023120183*pi) q[7];\nu3(3.9395843866638156*pi,2.4796063506191586*pi,2.0337443595432836*pi) q[8];\nu3(3.2889833309380885*pi,0.6391180698486554*pi,1.2087736745173245*pi) q[9];\nu3(3.586632351385862*pi,-0.4180857355723808*pi,0.9437544579331254*pi) q[10];\nu3(3.4001226003613105*pi,1.1043463491482464*pi,1.4261087711697022*pi) q[12];\nu3(3.560290680394225*pi,2.9606586860023447*pi,4.0993301661466415*pi) q[13];\nu3(3.6838872860166036*pi,3.4838634083786824*pi,0.746359499599317*pi) q[14];\nu3(3.4622569336805626*pi,-0.3340777121048776*pi,2.2598965625125316*pi) q[15];\nu3(3.36607052456582*pi,2.0576363987816846*pi,1.7409398615189478*pi) q[16];\nRxxyyzz(0.36964913537183014*pi,0.24068361554886944*pi,3.782171708347109*pi) q[5],q[0];\nRxxyyzz(0.42044439210373025*pi,0.28782674880970704*pi,0.18004488953854286*pi) q[4],q[1];\nRxxyyzz(0.4503893976633902*pi,0.2540139310644542*pi,3.8208474272910906*pi) q[13],q[3];\nRxxyyzz(0.4012764758963332*pi,0.2122818283732616*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.41413976756821*pi,0.18099601892106598*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.44516351977329016*pi,0.2781388549052064*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4581410975047312*pi,0.30322027161853704*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.42857040667921004*pi,0.21480854491268325*pi,3.9194819890610404*pi) q[12],q[11];\nu3(3.4939563216949763*pi,2.092202220343232*pi,0.9714728843680542*pi) q[0];\nu3(3.431757344145745*pi,-0.0810245724224144*pi,3.1616695142484668*pi) q[1];\nu3(3.270608295682834*pi,0.6463764215585517*pi,1.0696999777340763*pi) q[3];\nu3(3.2637565986872925*pi,2.5574859308778066*pi,1.5517406312154887*pi) q[4];\nu3(3.6426926631250947*pi,0.704893522523776*pi,2.4188699598048364*pi) q[5];\nu3(3.4938038786000805*pi,0.07633503490728133*pi,4.195953269301151*pi) q[6];\nu3(3.6638802503308523*pi,2.881086628692658*pi,4.43229599078767*pi) q[7];\nu3(3.8848571459653094*pi,-0.45022112961798455*pi,4.245444656856321*pi) q[8];\nu3(3.7618514708562807*pi,-0.41135674876991823*pi,1.095628638523805*pi) q[9];\nu3(3.837442350254187*pi,0.0665122591276649*pi,4.0972521296893385*pi) q[10];\nu3(3.2858585153598883*pi,1.7187769219895452*pi,2.4264618924077723*pi) q[11];\nu3(3.3269624008706367*pi,2.4072788269408694*pi,0.6283437427211047*pi) q[12];\nu3(3.9847138787235172*pi,0.2162664333998412*pi,0.5538231359952985*pi) q[13];\nu3(3.6304140265767546*pi,3.427402086960087*pi,3.7708346002160362*pi) q[14];\nu3(3.5064441598100324*pi,0.22057701887761383*pi,2.2732604871928386*pi) q[15];\nu3(3.6502052517593433*pi,3.3924114845819138*pi,1.0400311957320945*pi) q[16];\nRxxyyzz(0.3859871047969*pi,0.23353548096882748*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.45822136855044*pi,0.3027939717886045*pi,0.2157364187525452*pi) q[1],q[12];\nRxxyyzz(0.3194603717678496*pi,0.18635736688554294*pi,0.14274991746422216*pi) q[5],q[2];\nRxxyyzz(0.3735032427972494*pi,0.1824962276670998*pi,0.17108304805983102*pi) q[7],q[3];\nRxxyyzz(0.3749910406794902*pi,0.269044625005169*pi,3.93681281825019*pi) q[8],q[11];\nRxxyyzz(0.467036490114071*pi,0.2031886503818262*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.4392214530909894*pi,0.2706242771392511*pi,0.08454879066864038*pi) q[14],q[16];\nu3(3.421251110526164*pi,2.21326387004085*pi,2.186755236471642*pi) q[0];\nu3(3.287269447750452*pi,2.7515772274421857*pi,0.5727159766876759*pi) q[1];\nu3(3.64986045431188*pi,0.2447516272401069*pi,1.242632854677018*pi) q[2];\nu3(3.637278308757107*pi,2.0500691028542044*pi,1.0765707483032823*pi) q[3];\nu3(3.4483628940551987*pi,0.9433275330909632*pi,1.1838192405402779*pi) q[4];\nu3(3.2224426589100648*pi,-0.3280615049392649*pi,1.5301595882460628*pi) q[5];\nu3(3.7274550465226066*pi,3.3615497036655047*pi,2.6700892640531286*pi) q[7];\nu3(3.285961900916875*pi,-0.1154336701373222*pi,1.0497510069707463*pi) q[8];\nu3(3.420954898544041*pi,2.8552079790805873*pi,1.01469477229538*pi) q[9];\nu3(3.883356080648336*pi,2.233065780259511*pi,2.3511102757865583*pi) q[11];\nu3(3.1328256597563016*pi,2.963603878635518*pi,3.2431387356793633*pi) q[12];\nu3(3.185802519236318*pi,0.35389622414678823*pi,0.8399260091144063*pi) q[13];\nu3(3.4217664853954317*pi,2.5100379618049224*pi,1.809503880804522*pi) q[14];\nu3(3.446154799935709*pi,3.431700185163657*pi,4.240555979673937*pi) q[16];\nmeasure q[14] -> c[10];\nRxxyyzz(0.43294361611109006*pi,0.21105700431378568*pi,3.93623946343017*pi) q[0],q[2];\nRxxyyzz(0.3136912353413295*pi,0.18937956266473144*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3321886898235592*pi,0.22756861856869648*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4010662900161007*pi,0.2522071041482701*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.3562521418787391*pi,0.06755734496604493*pi,0.0392446840159133*pi) q[5],q[8];\nRxxyyzz(0.2223212949553075*pi,0.10758232270941104*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4290691957736498*pi,0.34596803915670526*pi,0.08850097120657693*pi) q[9],q[10];\nRxxyyzz(0.4367503037728202*pi,0.3531680260117698*pi,0.0*pi) q[12],q[11];\nu3(3.263786498012721*pi,-0.010582322220731633*pi,1.3245741433784743*pi) q[0];\nu3(0.4394794502025316*pi,3.128249053440247*pi,1.4480598346221791*pi) q[1];\nu3(3.6387982797608256*pi,2.4236449498888524*pi,0.7674695335292832*pi) q[2];\nu3(3.731864874389408*pi,0.12523316167312437*pi,2.343515818917931*pi) q[3];\nu3(3.354737844536105*pi,1.4134088328674719*pi,1.5283536234507331*pi) q[4];\nu3(1.451822542752607*pi,3.2987296962233326*pi,4.203954046852211*pi) q[5];\nu3(3.7444572625255823*pi,3.0151766128868798*pi,1.214988209054846*pi) q[6];\nu3(0.2700114106002236*pi,-0.09515949293309389*pi,0.5492672828227878*pi) q[7];\nu3(2.2866528893673426*pi,3.1811600928626893*pi,0.525900022325928*pi) q[8];\nu3(3.5393047659448285*pi,0.32573619237801066*pi,3.330084757848048*pi) q[9];\nu3(3.0664914315174334*pi,2.2789075620136563*pi,0.8006891256629811*pi) q[10];\nu3(3.2974444250996044*pi,1.7323060129293784*pi,1.7736335089168294*pi) q[11];\nu3(3.3043845569200303*pi,0.8564379491174465*pi,4.238042860353096*pi) q[12];\nu3(0.4722488927676428*pi,0.009960492788089303*pi,0.6321528994547614*pi) q[13];\nu3(1.7915530663467956*pi,3.0825574962177305*pi,1.6098898786831881*pi) q[15];\nu3(3.789516280645637*pi,0.26511996181450026*pi,1.4679700880209925*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[16] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[11] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[6] -> c[13];\nmeasure q[15] -> c[14];\nmeasure q[7] -> c[15];\nmeasure q[10] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5585981003564684*pi,0.9860612784981828*pi,4.110850476932187*pi) q[0];\nu3(3.3603360695339637*pi,-0.16506839023657083*pi,1.44168203963864*pi) q[1];\nu3(3.3863575247694664*pi,2.5247718777052697*pi,2.732316003352963*pi) q[2];\nu3(3.5050568786547487*pi,3.4779303223463693*pi,1.9330277648801726*pi) q[3];\nu3(3.723018425175815*pi,1.3036133703330002*pi,4.11483615102353*pi) q[4];\nu3(3.3958215191095724*pi,3.476633661268961*pi,2.349492363447207*pi) q[5];\nu3(3.3065332290684877*pi,2.5635401597142944*pi,4.0045864100448325*pi) q[6];\nu3(3.8682638869486565*pi,-0.44028907856536637*pi,3.6936945358195024*pi) q[7];\nu3(3.2454907013215726*pi,2.65159036114664*pi,2.2471317535291515*pi) q[8];\nu3(3.3165896764400804*pi,2.714654893791441*pi,1.7452705003089521*pi) q[9];\nu3(3.181869194161601*pi,-0.0699657515878147*pi,3.3368702237682615*pi) q[10];\nu3(3.622664196910903*pi,0.7034520107198414*pi,1.4655118732383043*pi) q[11];\nu3(3.446150091259211*pi,2.9583581577950957*pi,0.5321631722544533*pi) q[12];\nu3(3.439928377935259*pi,0.4289942805453839*pi,4.227577116725392*pi) q[13];\nu3(3.483388727187565*pi,2.3717439458602927*pi,1.7757917884589873*pi) q[14];\nu3(3.7238255755918868*pi,3.4810227119399233*pi,2.191863837115652*pi) q[15];\nu3(3.7194082960353425*pi,2.472270352918968*pi,1.4062889774249672*pi) q[16];\nRxxyyzz(0.4365209363651101*pi,0.2819936162604981*pi,0.05492088644242219*pi) q[0],q[16];\nRxxyyzz(0.3192913619707297*pi,0.19077127972753205*pi,0.061182332736297695*pi) q[1],q[4];\nRxxyyzz(0.3805659679227299*pi,0.29666083503614527*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.47787511971913965*pi,0.15152024128131725*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4216313367321396*pi,0.38675765720613253*pi,0.09873634690676436*pi) q[6],q[15];\nRxxyyzz(0.42463422288408964*pi,0.3043122422825654*pi,0.12029570404346482*pi) q[8],q[9];\nRxxyyzz(0.41773452704974035*pi,0.28226666124520805*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4305173193843698*pi,0.22653408736535*pi,0.06687041379869797*pi) q[11],q[12];\nu3(3.387120511245266*pi,2.019539088500211*pi,0.8721156805905214*pi) q[0];\nu3(3.884877100697865*pi,2.1199813251074757*pi,0.8031990426039611*pi) q[1];\nu3(3.6153973150982233*pi,-0.43572923347545395*pi,2.2492796687681316*pi) q[2];\nu3(3.7284957529773854*pi,2.819127823159859*pi,0.5634411013167252*pi) q[3];\nu3(3.518560046642075*pi,-0.32307235945200036*pi,0.9694517737409234*pi) q[4];\nu3(3.978053150258007*pi,2.9814920586388345*pi,1.154574889773901*pi) q[6];\nu3(3.7185936101200667*pi,0.7166405642978335*pi,1.599331510710498*pi) q[7];\nu3(3.5473472251036795*pi,3.114057045954053*pi,3.413122719105171*pi) q[8];\nu3(3.316546712032407*pi,-0.3939866620519374*pi,3.898087498350323*pi) q[9];\nu3(3.2392826859050747*pi,2.9231758042361466*pi,0.8561178250685906*pi) q[10];\nu3(3.919247598437807*pi,2.125460394587614*pi,4.175066920955692*pi) q[11];\nu3(3.648291628295037*pi,0.5662857251641353*pi,1.063284324765703*pi) q[12];\nu3(3.6068115614864404*pi,3.4472927014995216*pi,2.406277085408337*pi) q[13];\nu3(3.8449645684638507*pi,2.7301857268011283*pi,2.28759036950397*pi) q[14];\nu3(3.5568655710479224*pi,3.21989718457325*pi,2.0551039929777124*pi) q[15];\nu3(3.1441356582466207*pi,3.4317839562000048*pi,1.8667521311576638*pi) q[16];\nRxxyyzz(0.28751470685410985*pi,0.20183643642677407*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.43204335366932967*pi,0.1713751008081763*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.40846109624472965*pi,0.251965568922132*pi,3.853697100280959*pi) q[3],q[6];\nRxxyyzz(0.38492547975246416*pi,0.19604015505240402*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.37675480973916026*pi,0.15602555710361715*pi,3.938163166986099*pi) q[5],q[16];\nRxxyyzz(0.4602318051318735*pi,0.21557473802439325*pi,3.912395293371995*pi) q[7],q[12];\nRxxyyzz(0.4380294206993691*pi,0.10853626341923395*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.28469103184428957*pi,0.05146195802390374*pi,0.0*pi) q[13],q[14];\nu3(3.4245475169914243*pi,0.30375306109789957*pi,3.743679254521255*pi) q[1];\nu3(3.536134672081167*pi,0.25243270166311205*pi,1.2108950766435358*pi) q[2];\nu3(3.358358716181815*pi,1.2723337143536007*pi,0.666706570546836*pi) q[3];\nu3(3.675224705090935*pi,2.0494717271458405*pi,1.3462720758687898*pi) q[4];\nu3(3.231115172690364*pi,2.1893918288659666*pi,2.2737679763649483*pi) q[5];\nu3(3.7309550135186633*pi,3.073482806696508*pi,0.8645530097117637*pi) q[6];\nu3(3.608548042511357*pi,0.17624706366454013*pi,1.3044195210942464*pi) q[7];\nu3(3.483206745441052*pi,3.0744439853540246*pi,2.2511790829827785*pi) q[8];\nu3(3.522614048898585*pi,1.2973112899531114*pi,1.5904747516420832*pi) q[9];\nu3(3.6300947339924305*pi,0.553172468424475*pi,2.1212113673146633*pi) q[10];\nu3(3.3250062824686926*pi,0.6553156171419099*pi,1.1954853799606675*pi) q[11];\nu3(3.8015962064111166*pi,2.4310441281548587*pi,1.983624908970765*pi) q[12];\nu3(3.7967613606424373*pi,0.7157552921144377*pi,1.5470965621379111*pi) q[13];\nu3(3.457878663221754*pi,1.030612396491809*pi,0.6350702902768814*pi) q[14];\nu3(3.457286969564126*pi,0.5723925237343135*pi,1.2219234908905277*pi) q[15];\nu3(3.390521871395544*pi,2.1756473003139076*pi,2.0520080040311255*pi) q[16];\nRxxyyzz(0.4363379882608806*pi,0.31855602900599567*pi,3.9283126811460694*pi) q[0],q[3];\nRxxyyzz(0.3609650796437101*pi,0.259736784515534*pi,0.06438081182305176*pi) q[15],q[1];\nRxxyyzz(0.4507687349623098*pi,0.25646087147307617*pi,3.9431136750900695*pi) q[2],q[16];\nRxxyyzz(0.38315805037964645*pi,0.24525777805882676*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.3352763188083201*pi,0.13130777372161895*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3985372849738598*pi,0.21066355484891275*pi,3.92522270107707*pi) q[8],q[9];\nu3(3.705189934969106*pi,0.05080043470592144*pi,2.0349797143882737*pi) q[0];\nu3(3.252574119386616*pi,1.957608129636259*pi,0.6936606530152792*pi) q[1];\nu3(3.622295330941889*pi,-0.4629310458250822*pi,1.5056234713195713*pi) q[2];\nu3(3.6224811689335787*pi,2.7357291433511923*pi,0.7894240195615398*pi) q[3];\nu3(3.686349950457304*pi,0.05336148498158999*pi,2.4812944465234317*pi) q[5];\nu3(3.3898120089713983*pi,2.9247741670888825*pi,2.331152715196859*pi) q[6];\nu3(3.2429811333054164*pi,2.214482260150961*pi,1.0047787827086787*pi) q[8];\nu3(3.7683573675598896*pi,2.3623285425083247*pi,0.8757188311183133*pi) q[9];\nu3(3.6189521447007382*pi,0.25336208796737736*pi,2.3957690498274777*pi) q[10];\nu3(3.3944896894940113*pi,2.251466974017192*pi,4.37876167146803*pi) q[14];\nu3(3.5186940955583417*pi,2.924880028722471*pi,3.1711892305229044*pi) q[15];\nu3(3.8181290944242203*pi,2.7847848753872224*pi,1.9652871306784956*pi) q[16];\nRxxyyzz(0.44120262628876006*pi,0.2331707377465322*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.354810247758397*pi,0.25537764474314084*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.40099310225328033*pi,0.18088319441676615*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.47744309238358007*pi,0.2965816078048953*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.366236404788599*pi,0.2483096170458341*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.44074403069799983*pi,0.21672062602572018*pi,3.89478391639586*pi) q[6],q[15];\nRxxyyzz(0.15635247963126936*pi,0.10806467577893253*pi,0.06445777342142911*pi) q[12],q[14];\nRxxyyzz(0.4678720464612899*pi,0.27336686646881625*pi,0.0*pi) q[13],q[16];\nu3(3.809918039420577*pi,3.0425646153130366*pi,0.6112142638478043*pi) q[0];\nu3(3.726652216704054*pi,2.5551265608971905*pi,2.2852762812128415*pi) q[1];\nu3(3.3947839277186005*pi,-0.2537498623668407*pi,3.9590414954338304*pi) q[2];\nu3(3.2071855606608923*pi,3.3096969843548445*pi,0.5028740139442345*pi) q[3];\nu3(3.9099352821298368*pi,-0.10521683505533364*pi,2.3178380830003817*pi) q[4];\nu3(3.649610046188874*pi,-0.08424571154523325*pi,2.0113458292441013*pi) q[5];\nu3(3.1289034991522238*pi,1.3543176746057224*pi,2.4439385390724664*pi) q[6];\nu3(3.3533990527780952*pi,0.10889778593911326*pi,4.003692828198023*pi) q[7];\nu3(3.148135081535662*pi,-0.3290125594700033*pi,2.447888288379419*pi) q[8];\nu3(3.6754311125373644*pi,-0.43941755808536154*pi,1.428395665038779*pi) q[9];\nu3(3.6391069239129337*pi,3.1903060874036377*pi,4.480837000624762*pi) q[10];\nu3(3.6569300274258127*pi,3.0487439151547977*pi,1.3129718364760063*pi) q[12];\nu3(3.46760898682017*pi,1.9212996740773254*pi,1.8990720148444167*pi) q[13];\nu3(3.59029170689195*pi,-0.468494753838463*pi,0.7709188104011717*pi) q[14];\nu3(3.596549753287277*pi,2.1637986556031183*pi,1.7154190187501348*pi) q[15];\nu3(3.6475271106317795*pi,2.6407514433548287*pi,2.4725288455747396*pi) q[16];\nRxxyyzz(0.44030011194091007*pi,0.22206255398484853*pi,0.11948677086365742*pi) q[0],q[3];\nRxxyyzz(0.36614534189634884*pi,0.22664474023445358*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.44003802630331*pi,0.1781414533552499*pi,0.12706318801491895*pi) q[2],q[13];\nRxxyyzz(0.4832312681447499*pi,0.2482939796031084*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.40142505520518956*pi,0.15753976213981347*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4562191781831697*pi,0.2532259002074311*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.45266210226559966*pi,0.3147121654863932*pi,3.74200713434588*pi) q[8],q[7];\nRxxyyzz(0.4078252076661606*pi,0.3142061167382595*pi,0.0*pi) q[12],q[16];\nu3(3.177032628288969*pi,0.24185225934975396*pi,1.2838552771453036*pi) q[0];\nu3(3.594963777129265*pi,2.5477787527793145*pi,2.315727165083649*pi) q[1];\nu3(3.5285434150709616*pi,2.9873295669515603*pi,3.047038114830257*pi) q[2];\nu3(3.6076285201142055*pi,3.4926152552112*pi,3.504862922264695*pi) q[3];\nu3(3.5440979483242994*pi,2.390142440750671*pi,0.7510429255424584*pi) q[4];\nu3(3.790919771730697*pi,3.141480393404376*pi,1.0255202129198486*pi) q[5];\nu3(3.6462250735276296*pi,2.9525458247624305*pi,1.58191499593763*pi) q[6];\nu3(3.4561537753460017*pi,0.5184816917192288*pi,1.5038015358380228*pi) q[7];\nu3(3.9124102873374604*pi,3.2959748524973635*pi,2.297550201007494*pi) q[8];\nu3(3.811124728520768*pi,3.420786396172254*pi,0.7661138114306798*pi) q[9];\nu3(3.7798600322691107*pi,3.0810547217897932*pi,1.5101602345902994*pi) q[10];\nu3(3.7336583344080063*pi,0.6580138697014806*pi,0.8675105258065432*pi) q[11];\nu3(3.443227182528873*pi,2.956385790447067*pi,1.9942912248708389*pi) q[12];\nu3(3.29295309201378*pi,-0.49329481674992465*pi,1.2549756909208318*pi) q[13];\nu3(3.611482576105303*pi,3.39192262900258*pi,1.2312275464840057*pi) q[14];\nu3(3.567686413927151*pi,0.2574454785544509*pi,1.8975317872668946*pi) q[16];\nRxxyyzz(0.46600391836447985*pi,0.21330982991094338*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4632166790186498*pi,0.22572471285896634*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.43430263525329993*pi,0.14624615868655685*pi,3.9564572503336404*pi) q[2],q[11];\nRxxyyzz(0.4528549120386395*pi,0.2888639316983266*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.40886103151885006*pi,0.3006126849071123*pi,0.1445756460831517*pi) q[4],q[13];\nRxxyyzz(0.4276436924519597*pi,0.337601868144358*pi,0.23714578113108287*pi) q[8],q[5];\nRxxyyzz(0.3082531529126294*pi,0.21672037777384512*pi,0.07465654976508684*pi) q[6],q[15];\nRxxyyzz(0.40865643310888944*pi,0.20355219139243186*pi,3.958597043241701*pi) q[7],q[9];\nu3(3.3651943363817907*pi,-0.4096792195757426*pi,0.6236884810184463*pi) q[0];\nu3(3.4314487365552027*pi,1.1783154632200232*pi,1.5733140176295217*pi) q[1];\nu3(3.651579336456348*pi,2.942025298381669*pi,2.443934308101614*pi) q[2];\nu3(3.3950779564023206*pi,3.0709077740174404*pi,1.6626613345177383*pi) q[3];\nu3(3.4830446441596368*pi,2.9360912347241883*pi,1.7560769005668657*pi) q[4];\nu3(3.685348075637398*pi,0.8507989678944101*pi,1.294390581814855*pi) q[5];\nu3(3.764642714249779*pi,3.2862247243193776*pi,1.856397004941837*pi) q[6];\nu3(3.30341157041848*pi,1.6256108942796335*pi,2.4907559121004494*pi) q[7];\nu3(3.5589107530351023*pi,2.7832599872021695*pi,0.5342890487491969*pi) q[8];\nu3(3.5935609929121104*pi,2.1855367987585472*pi,2.127141030454783*pi) q[9];\nu3(3.347989669484529*pi,-0.4587065055472339*pi,4.153757218282112*pi) q[10];\nu3(3.8543111707050053*pi,0.49751708823014307*pi,0.7767775821312486*pi) q[11];\nu3(3.58264743131687*pi,3.1053708253577694*pi,0.5666426519535119*pi) q[12];\nu3(3.6786865081794926*pi,2.5677926101048154*pi,4.028708201637332*pi) q[13];\nu3(3.7251533239145074*pi,2.748344211958975*pi,0.8709730906623494*pi) q[14];\nu3(3.447108263690568*pi,2.820338714533997*pi,4.378640401393848*pi) q[15];\nRxxyyzz(0.46021164003120996*pi,0.18317433743653844*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3856605263276896*pi,0.34393069056202746*pi,3.8229264012626*pi) q[7],q[1];\nRxxyyzz(0.3570697820523894*pi,0.16649372545653307*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.45918755389165*pi,0.2730818299935063*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.46116551731993194*pi,0.2957573474169717*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.4883271621676306*pi,0.16940097685949063*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4603670976080796*pi,0.13583159207596673*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.31445154688243004*pi,0.14362078628479225*pi,3.8812543404943494*pi) q[11],q[15];\nu3(3.797063941228204*pi,-0.04720963820395996*pi,0.6268050138534307*pi) q[0];\nu3(3.848407206905754*pi,-0.09492610129797541*pi,1.0321758773754752*pi) q[1];\nu3(3.6305505179249944*pi,0.6400108627999872*pi,0.9585120486527797*pi) q[2];\nu3(3.7021654443949066*pi,-0.3783468015059118*pi,0.724327023427904*pi) q[3];\nu3(3.2419325892802084*pi,0.0914270097924691*pi,2.436961077424764*pi) q[4];\nu3(3.2247995732593475*pi,3.3468384262142337*pi,1.8125193384850462*pi) q[5];\nu3(3.3389512281056377*pi,3.1880950223685627*pi,1.1298062414048244*pi) q[6];\nu3(3.8309193376936093*pi,1.3005319787628284*pi,0.6735507081996639*pi) q[7];\nu3(3.664076273425829*pi,0.5392005699741269*pi,1.5554786041754254*pi) q[8];\nu3(3.90541074532259*pi,0.05186142077181177*pi,1.8423933296366535*pi) q[9];\nu3(3.1853454305115774*pi,2.9923134093237715*pi,2.4337772727147824*pi) q[10];\nu3(3.8417442241841187*pi,1.254262477973739*pi,1.1164259412482473*pi) q[11];\nu3(3.6827187090421525*pi,1.409990153938768*pi,0.9402015167078366*pi) q[12];\nu3(3.152768472450048*pi,2.1250382184371097*pi,2.038679786915039*pi) q[14];\nu3(3.9433565604959955*pi,3.022483834910986*pi,0.506611608613742*pi) q[15];\nu3(3.122527384505333*pi,0.5176501479308722*pi,0.8635813644302452*pi) q[16];\nRxxyyzz(0.40003715743616997*pi,0.21426195106629342*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3833728412319398*pi,0.3001889890055694*pi,3.9178505378434902*pi) q[11],q[1];\nRxxyyzz(0.40616742923585003*pi,0.2734936279378175*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4565612982432601*pi,0.2769624740552732*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.2474964512106761*pi,0.07187290014158687*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.34167296864286995*pi,0.16967794332418196*pi,3.94487396880106*pi) q[8],q[9];\nRxxyyzz(0.45833199391915647*pi,0.3414286878132371*pi,0.0*pi) q[10],q[16];\nu3(3.3748665918084675*pi,3.0994161570016625*pi,0.5393494941512507*pi) q[0];\nu3(3.5108062500439443*pi,2.6107511927459406*pi,1.6822458676414629*pi) q[1];\nu3(3.2534985962616694*pi,2.971109573472318*pi,2.014221994471502*pi) q[3];\nu3(3.0570474514353707*pi,2.514368099105993*pi,1.2764130110551193*pi) q[4];\nu3(3.636998761827627*pi,-0.09454916063029484*pi,4.034528658066078*pi) q[5];\nu3(3.665303802955341*pi,0.8504119276296591*pi,1.7016051698015602*pi) q[6];\nu3(3.657426331814411*pi,-0.3076429658891947*pi,0.7343541898246565*pi) q[8];\nu3(3.380753919878222*pi,-0.18088385487529973*pi,1.4586560819009144*pi) q[9];\nu3(3.5058059299901667*pi,2.9750116362578973*pi,0.8999728761906569*pi) q[10];\nu3(3.2473921917773887*pi,3.017958702778348*pi,1.1850136151001454*pi) q[11];\nu3(3.5433002566978993*pi,2.9727970732264826*pi,1.411488593651003*pi) q[12];\nu3(3.684897354179606*pi,-0.014507789096137702*pi,0.527001032228338*pi) q[13];\nu3(3.5859590498787637*pi,2.411426535160333*pi,1.8740859800553071*pi) q[15];\nu3(3.5996360479118117*pi,3.313217773929135*pi,4.236791170169997*pi) q[16];\nRxxyyzz(0.31308660990745363*pi,0.08676383385054975*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4278356226774803*pi,0.3013708737415959*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3588207968850101*pi,0.2670987587957896*pi,0.051729664370230743*pi) q[3],q[11];\nRxxyyzz(0.4143682935803633*pi,0.20437529939678578*pi,0.06961343785313522*pi) q[15],q[6];\nRxxyyzz(0.4435595065469302*pi,0.36871311311704424*pi,0.060310000446191836*pi) q[7],q[9];\nRxxyyzz(0.28911910925544015*pi,0.2451473404521225*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.4270189485098591*pi,0.2554325677313188*pi,3.8004153764095303*pi) q[16],q[12];\nRxxyyzz(0.4331840281820698*pi,0.13136525310041416*pi,0.09730004685677857*pi) q[14],q[13];\nu3(3.1582482229296276*pi,3.2005595279137715*pi,1.525225490201695*pi) q[0];\nu3(3.6081506824027914*pi,3.490602067344633*pi,1.091545798806595*pi) q[1];\nu3(3.340111208255473*pi,2.14127225593737*pi,2.1143588361551267*pi) q[2];\nu3(3.0664261199133054*pi,2.1503822735929194*pi,1.2344386085921601*pi) q[3];\nu3(3.6876944444181836*pi,2.781188930088317*pi,1.623752031861246*pi) q[5];\nu3(3.5883131638721344*pi,0.7810839749157921*pi,3.9520208896811395*pi) q[6];\nu3(3.323283554763799*pi,2.820922211834127*pi,2.016480882926505*pi) q[7];\nu3(3.773139999753218*pi,3.3763954984662927*pi,2.0994597475510743*pi) q[8];\nu3(3.2714548834582624*pi,0.8196306502179502*pi,0.5880083912644*pi) q[9];\nu3(3.0730304626901943*pi,0.6661664728523009*pi,1.04439576552113*pi) q[10];\nu3(3.666889983520193*pi,2.683729144885964*pi,1.0152366019148422*pi) q[11];\nu3(3.810559160378103*pi,-0.4651135381302548*pi,2.3945877945328506*pi) q[12];\nu3(3.575218672534629*pi,-0.39217701375434477*pi,3.1852192878266345*pi) q[13];\nu3(3.5569431868453405*pi,0.31470350045846096*pi,3.969655577616785*pi) q[14];\nu3(3.5421406117478407*pi,3.217479114308499*pi,3.698511714568639*pi) q[15];\nu3(3.73341151247184*pi,-0.06447731440603471*pi,0.8514465884260325*pi) q[16];\nRxxyyzz(0.43177180691606765*pi,0.38062847106568803*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.45805872830166106*pi,0.3713109055925516*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.40822871115900006*pi,0.29910023111744904*pi,3.9585610032565306*pi) q[4],q[12];\nRxxyyzz(0.34956056302138944*pi,0.092370255849763*pi,3.9537339235023907*pi) q[16],q[5];\nRxxyyzz(0.3031142314634324*pi,0.20825442866524402*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.40747271819460973*pi,0.29735383924353354*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.43206037698959954*pi,0.3180289392965703*pi,0.0*pi) q[11],q[13];\nu3(3.061810626224754*pi,3.2098068195215728*pi,0.5352529053065843*pi) q[2];\nu3(3.5779337177689734*pi,2.9310133756518213*pi,3.0703144640025584*pi) q[3];\nu3(3.647620169391994*pi,3.198383075967237*pi,0.7151954899275745*pi) q[4];\nu3(3.2845164532315*pi,3.01374795967665*pi,2.149491626754953*pi) q[5];\nu3(3.187984604708365*pi,0.1816911404354029*pi,0.5946313271788624*pi) q[6];\nu3(3.325761205396377*pi,0.017202646600433358*pi,1.596554309180493*pi) q[7];\nu3(3.163821963664292*pi,2.364527316018461*pi,1.3175442481561395*pi) q[8];\nu3(3.931077679477975*pi,-0.06076652742173355*pi,0.6885440680148038*pi) q[9];\nu3(3.458462726458401*pi,1.2557378555831122*pi,2.222706224723004*pi) q[10];\nu3(3.6208709712697065*pi,-0.2718567316110663*pi,0.8999125561215413*pi) q[11];\nu3(3.3254075236980327*pi,2.2754749177183156*pi,0.8152763559816032*pi) q[12];\nu3(3.563758688697322*pi,2.435891663228011*pi,1.8150501944456843*pi) q[13];\nu3(3.5666741454144137*pi,3.1077383936566285*pi,1.9238097582942646*pi) q[14];\nu3(3.1671648860602026*pi,3.489686393203545*pi,3.8478968925071553*pi) q[16];\nRxxyyzz(0.4228149778401198*pi,0.2236583301288011*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.44280443723893936*pi,0.29659491057496234*pi,0.11369260622055459*pi) q[1],q[12];\nRxxyyzz(0.34813817307551*pi,0.31767367428282445*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.45384580535287*pi,0.23928873093360714*pi,0.07208166874865966*pi) q[7],q[5];\nRxxyyzz(0.39527981467213924*pi,0.3436472668293622*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.3471892030051098*pi,0.24842186657051624*pi,3.8713053420310595*pi) q[14],q[13];\nRxxyyzz(0.37530358242480005*pi,0.28253167224549725*pi,0.09735689297079694*pi) q[16],q[15];\nu3(3.359260807851614*pi,3.2214707145677846*pi,0.6732733775466127*pi) q[0];\nu3(3.246107659165618*pi,0.12284154136785563*pi,1.3288660162903643*pi) q[1];\nu3(3.512124010161762*pi,3.291177654909339*pi,0.8729438842436118*pi) q[2];\nu3(3.7709882918246977*pi,2.667588860215544*pi,0.6906757477592143*pi) q[4];\nu3(3.830199534363918*pi,-0.11786065800318701*pi,1.5886989090223775*pi) q[5];\nu3(3.2524281974929172*pi,2.94639055820123*pi,1.2451048860491716*pi) q[7];\nu3(3.5408208694643855*pi,0.25178729349415585*pi,2.035987823324934*pi) q[9];\nu3(3.3653380751432973*pi,2.371158591989177*pi,2.050291601244123*pi) q[10];\nu3(3.2752034292993693*pi,2.799701193545196*pi,1.7286505693406196*pi) q[11];\nu3(3.4364361377425663*pi,3.3000600239149844*pi,2.202634430116941*pi) q[12];\nu3(3.367674508374088*pi,3.449532437392005*pi,1.5909858368724403*pi) q[13];\nu3(3.040789014182635*pi,0.8727565350824766*pi,1.3145362101719702*pi) q[14];\nu3(3.130337434017064*pi,-0.2857892876674518*pi,1.6776621898440225*pi) q[15];\nu3(3.4863092195235157*pi,3.437568183523265*pi,2.420364221928591*pi) q[16];\nRxxyyzz(0.44072583774814955*pi,0.3725881949702554*pi,3.8877195640503004*pi) q[0],q[12];\nRxxyyzz(0.4615951013505799*pi,0.08095598355212497*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.46648953447626396*pi,0.07882719312279474*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.27356635417642033*pi,0.22866242146595805*pi,3.9174739165456605*pi) q[8],q[4];\nRxxyyzz(0.34074359832838985*pi,0.15467813019596344*pi,0.11834170911528386*pi) q[6],q[5];\nRxxyyzz(0.45138093282503444*pi,0.34926067759906776*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.3522017077865399*pi,0.10320387152186594*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.4248324006096791*pi,0.24223163917921697*pi,0.07909126640453722*pi) q[11],q[13];\nu3(3.53569984460367*pi,1.9782875183860282*pi,1.6576407056466278*pi) q[0];\nu3(3.6223257788078964*pi,-0.03231513555182303*pi,0.7250930136170819*pi) q[1];\nu3(3.4175374065198563*pi,2.3736071023678003*pi,1.901545316628234*pi) q[2];\nu3(3.1845824795117936*pi,2.4635821119223764*pi,2.2722164686871986*pi) q[3];\nu3(3.1670403390740067*pi,-0.3435659137822542*pi,0.954011777872646*pi) q[4];\nu3(3.329437333883038*pi,3.4863454257061774*pi,4.180436201019161*pi) q[5];\nu3(3.559804092015079*pi,3.3474953907327203*pi,3.6079466141195424*pi) q[6];\nu3(3.482746781144889*pi,0.33440150264252666*pi,1.5694075054981602*pi) q[7];\nu3(3.739788388884189*pi,0.424348865973479*pi,1.0599510378445678*pi) q[8];\nu3(3.7107316837679427*pi,3.0234419112661572*pi,1.7575677291037457*pi) q[9];\nu3(3.482280991884287*pi,-0.42638929256964336*pi,0.5318553627274691*pi) q[10];\nu3(3.4670184319943917*pi,-0.015313592183345492*pi,1.7218288242698732*pi) q[11];\nu3(3.094514635466208*pi,2.8371119207220543*pi,1.1239040871121828*pi) q[12];\nu3(3.8649933952373035*pi,-0.31612434487541746*pi,3.635562402439466*pi) q[13];\nu3(3.6539592910618217*pi,2.163817971136411*pi,1.1264970538554255*pi) q[15];\nu3(3.283818899394179*pi,1.2507129957228638*pi,1.5404257605427145*pi) q[16];\nRxxyyzz(0.4233060221569592*pi,0.278634223648897*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4265707454995*pi,0.2790817979838891*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.3957768731817056*pi,0.28361337827009026*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.35353554909463025*pi,0.24087655240937345*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.42217895793398574*pi,0.22218320265466596*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.44215122966601944*pi,0.3267136492800815*pi,3.8479096341644503*pi) q[10],q[13];\nRxxyyzz(0.4408397462102701*pi,0.19664742226790521*pi,0.0*pi) q[12],q[15];\nu3(3.7552801704126555*pi,1.500853061219333*pi,1.828746786999245*pi) q[0];\nu3(3.082327998029571*pi,0.3188487588593767*pi,0.7253596925994537*pi) q[2];\nu3(3.748488688847758*pi,0.30699117049520885*pi,4.3373492232420405*pi) q[4];\nu3(3.5307427468850667*pi,-0.32227846621061307*pi,4.13028032608997*pi) q[5];\nu3(3.503522836926612*pi,1.7215441401636915*pi,1.5627503273950785*pi) q[6];\nu3(3.166724318192265*pi,2.2699897433983423*pi,2.1681301962414294*pi) q[7];\nu3(3.408547130071228*pi,3.4665678076086124*pi,1.1502035623274534*pi) q[8];\nu3(3.6202445676456816*pi,2.1625975945647244*pi,0.8377515549129599*pi) q[9];\nu3(3.700467394012023*pi,-0.0645841196213624*pi,1.3591883167980083*pi) q[10];\nu3(3.151943659907841*pi,2.7870026645012365*pi,1.4912899180532788*pi) q[11];\nu3(3.6507302471684953*pi,2.946831846055759*pi,1.386348003536384*pi) q[12];\nu3(3.17921260058878*pi,2.0969024374378806*pi,2.2175440914392204*pi) q[13];\nu3(3.3537291761938466*pi,2.2362954210630424*pi,2.220919661543486*pi) q[14];\nu3(3.8269767811297326*pi,2.751314623450443*pi,1.7493941525954009*pi) q[15];\nRxxyyzz(0.3352699962274297*pi,0.23872543741611008*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.36648846879707975*pi,0.17890731398503495*pi,3.9426439014283794*pi) q[1],q[7];\nRxxyyzz(0.4530882170979492*pi,0.21179462102472296*pi,3.8900226129935707*pi) q[14],q[2];\nRxxyyzz(0.46687136444747*pi,0.25249128708512736*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3589460107466297*pi,0.15001086485778403*pi,0.08414487138388438*pi) q[4],q[15];\nRxxyyzz(0.44278254122657756*pi,0.23677830257439525*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.47848878834224307*pi,0.41885166953803843*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4295965670776899*pi,0.28719699458938425*pi,0.19498663887848663*pi) q[11],q[13];\nu3(3.3121941592055455*pi,-0.02365872169415445*pi,4.067348942502517*pi) q[0];\nu3(3.380168486457398*pi,2.729132044684773*pi,2.3060867653887183*pi) q[1];\nu3(3.5102425060516804*pi,0.05559982046245959*pi,1.4973693677363786*pi) q[2];\nu3(3.950209087831904*pi,3.1355172790997567*pi,2.126482394486722*pi) q[3];\nu3(3.209462323152815*pi,2.811548758304763*pi,1.3043147486763091*pi) q[4];\nu3(3.693373340391972*pi,0.6507404043441558*pi,0.7642396773122064*pi) q[5];\nu3(3.7287296041575013*pi,-0.09148461849788514*pi,0.7464876788560971*pi) q[6];\nu3(3.3222829276371835*pi,2.9154288728669395*pi,1.3502152055682533*pi) q[7];\nu3(3.573810685707473*pi,3.1182776212780974*pi,0.8808137187589125*pi) q[8];\nu3(3.1890246075493316*pi,3.0477812018314534*pi,1.9331300525601516*pi) q[9];\nu3(3.686670211986169*pi,3.2036686199741977*pi,2.4788332327215654*pi) q[10];\nu3(3.3351884654246855*pi,3.4884081510996503*pi,2.8554951375147364*pi) q[11];\nu3(3.5634640668217106*pi,-0.30996997924788294*pi,3.3067260745178633*pi) q[13];\nu3(3.6865071453843097*pi,3.2970917942638587*pi,1.4374460033172802*pi) q[14];\nu3(3.3394174246477073*pi,3.0211899455719546*pi,3.625454260770113*pi) q[15];\nu3(3.803033475279869*pi,-0.24741787995593734*pi,2.058959854589354*pi) q[16];\nRxxyyzz(0.4528976927748599*pi,0.18040596564277722*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4606543338804898*pi,0.4027372731860799*pi,3.8821478630586306*pi) q[1],q[2];\nRxxyyzz(0.36425640819661986*pi,0.2988941117589552*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.35315191878883045*pi,0.24458074218518644*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3785927935977895*pi,0.3268317228654145*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4231773755367377*pi,0.1283070718875519*pi,0.07416092319534624*pi) q[10],q[13];\nRxxyyzz(0.4574340227617649*pi,0.31792425810596914*pi,0.0*pi) q[14],q[12];\nu3(3.54037303172242*pi,1.1097666741271641*pi,1.794228269275946*pi) q[0];\nu3(3.6683895209823842*pi,2.5851282919082115*pi,2.101012766566617*pi) q[1];\nu3(3.711444354901929*pi,3.238870876160996*pi,0.8654067658569531*pi) q[2];\nu3(3.670934122609883*pi,2.711504130862922*pi,1.5592509327571362*pi) q[3];\nu3(3.2471455391169033*pi,2.965412529380785*pi,1.2868556150844606*pi) q[4];\nu3(3.5997904711233684*pi,1.3426117694178183*pi,1.4136004875862085*pi) q[5];\nu3(3.853995045530026*pi,0.3175565222257628*pi,2.451559727941741*pi) q[7];\nu3(3.3363091365100916*pi,-0.492141177938748*pi,1.0579625050909662*pi) q[8];\nu3(3.632065428347823*pi,1.2879967724110615*pi,1.0432824917639414*pi) q[10];\nu3(3.721053716625637*pi,0.6464476605881682*pi,1.7543587034781252*pi) q[11];\nu3(3.7418257767412264*pi,3.3616874549899167*pi,2.3829927498649766*pi) q[12];\nu3(3.746399478642503*pi,2.6256356188941035*pi,4.311587391063231*pi) q[13];\nu3(3.4477017514515125*pi,-0.0639355231153993*pi,4.132523738093987*pi) q[14];\nu3(3.630812223920204*pi,1.3798203752209428*pi,0.5442610168680608*pi) q[15];\nRxxyyzz(0.38934280063755017*pi,0.2394467762096162*pi,3.818375746045851*pi) q[0],q[6];\nRxxyyzz(0.40161770029814825*pi,0.052140874250790725*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4369672385289798*pi,0.3719764440056399*pi,3.9566134526987398*pi) q[2],q[8];\nRxxyyzz(0.4727369116135699*pi,0.303257846256479*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.43008089539045935*pi,0.2859540874068616*pi,3.9569509851853706*pi) q[16],q[7];\nRxxyyzz(0.4493431264346397*pi,0.15497717287898738*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.30937514110161946*pi,0.26766372501225355*pi,3.9111663282081004*pi) q[11],q[15];\nu3(3.5052196236722684*pi,2.884975082874951*pi,1.3908593119116779*pi) q[0];\nu3(3.403407865380582*pi,2.4010809296235607*pi,1.1818087391402132*pi) q[1];\nu3(3.314734701879949*pi,3.1163427951688942*pi,1.1793880404595067*pi) q[2];\nu3(3.6948811653677343*pi,0.9673798713531392*pi,1.1691254030981328*pi) q[3];\nu3(3.7441849915837286*pi,0.09054958337478314*pi,1.5134862572021126*pi) q[5];\nu3(3.2572902226144387*pi,0.6086528804815228*pi,1.6603320894021731*pi) q[6];\nu3(3.8069840637342938*pi,0.288707326761132*pi,2.3642317295386635*pi) q[7];\nu3(3.689478225876401*pi,0.36328889905592665*pi,1.0863288423344062*pi) q[8];\nu3(3.539262150713338*pi,2.971375028768361*pi,2.052224346631486*pi) q[9];\nu3(3.326607089355195*pi,2.66981433815032*pi,0.6000914125509268*pi) q[11];\nu3(3.948559013388115*pi,2.6523166716475153*pi,0.70013575094029*pi) q[12];\nu3(3.5900601611859844*pi,0.15267394439220006*pi,2.3631418140320344*pi) q[14];\nu3(3.861581602004294*pi,-0.032215475955202966*pi,4.481762779472585*pi) q[15];\nu3(3.2328007222712998*pi,2.886736730909396*pi,1.4598237040970279*pi) q[16];\nmeasure q[2] -> c[10];\nRxxyyzz(0.36372399846129*pi,0.2763145725796412*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.2569049805918397*pi,0.16574580287757001*pi,0.08353537228058627*pi) q[1],q[7];\nRxxyyzz(0.45509052557294005*pi,0.09918040665766503*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3516373502008997*pi,0.24874614091549552*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4010990140515799*pi,0.2635049038432592*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.24347863898125963*pi,0.13357604824853375*pi,3.9559265593418296*pi) q[11],q[10];\nRxxyyzz(0.45098857840245005*pi,0.3323502579795432*pi,3.94289346664217*pi) q[12],q[15];\nRxxyyzz(0.4836750495192401*pi,0.12310422920932151*pi,0.0*pi) q[16],q[13];\nu3(3.6150627911041777*pi,2.422683718493154*pi,1.7245812481838376*pi) q[0];\nu3(1.6568991409468685*pi,3.2867704038245296*pi,1.2447055861233518*pi) q[1];\nu3(3.5351089082378255*pi,0.704682881097163*pi,4.457487036277106*pi) q[3];\nu3(0.3820604343957584*pi,-0.11987720182734973*pi,1.345564696664255*pi) q[4];\nu3(3.2943568485767742*pi,-0.310053460891052*pi,4.002065044094881*pi) q[5];\nu3(3.3310283851908955*pi,1.8265318761703915*pi,1.8123999457561437*pi) q[6];\nu3(2.6029798885559625*pi,2.4965496180779807*pi,3.549105451389672*pi) q[7];\nu3(1.6548063656474055*pi,3.3150566994214543*pi,1.5596720107250246*pi) q[8];\nu3(3.6134971182082185*pi,1.3328315366010486*pi,1.9643804974905765*pi) q[9];\nu3(0.6694929961041468*pi,3.3502081240184602*pi,0.6598848707630949*pi) q[10];\nu3(1.5209968855708007*pi,-0.30318793289567925*pi,0.6552274224609582*pi) q[11];\nu3(3.5722946270274187*pi,-0.4786968856761633*pi,1.0225899155213298*pi) q[12];\nu3(3.3883895217653732*pi,0.10557633181306092*pi,1.4465025978944264*pi) q[13];\nu3(3.609546321901619*pi,-0.3028382896618686*pi,2.302539574795553*pi) q[14];\nu3(3.335595199434536*pi,-0.26394199207300817*pi,1.5094532534126897*pi) q[15];\nu3(3.2871116801787186*pi,0.4156450649313894*pi,4.200840424222542*pi) q[16];\nmeasure q[12] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[16] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[3] -> c[8];\nmeasure q[15] -> c[9];\nmeasure q[6] -> c[11];\nmeasure q[5] -> c[12];\nmeasure q[7] -> c[13];\nmeasure q[8] -> c[14];\nmeasure q[9] -> c[15];\nmeasure q[13] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.746178663209077*pi,-0.00858515213922073*pi,1.7964221609841686*pi) q[0];\nu3(3.5467111219932774*pi,0.8731224495592178*pi,4.2697684142636305*pi) q[1];\nu3(3.491974333788387*pi,2.8331014201623272*pi,4.129356595652166*pi) q[2];\nu3(3.390301627358033*pi,0.7080154984618923*pi,1.0106220747779233*pi) q[3];\nu3(3.417232318567914*pi,2.007761068783002*pi,2.9155574705672125*pi) q[4];\nu3(3.4800250776645325*pi,-0.058074225876580954*pi,0.5734709569076175*pi) q[5];\nu3(3.8778822262948127*pi,-0.04815753629115804*pi,1.3354964322841152*pi) q[6];\nu3(3.7362617970394325*pi,0.9907533793073489*pi,2.33140045697478*pi) q[7];\nu3(3.829950705636*pi,2.4377472627015835*pi,3.7826803628466656*pi) q[8];\nu3(3.5715271937629156*pi,3.375317311141882*pi,3.965360603119957*pi) q[9];\nu3(3.136176687811447*pi,-0.09126609052729939*pi,0.5072006304626306*pi) q[10];\nu3(3.656325453747617*pi,3.1162692266885466*pi,0.63829926188192*pi) q[11];\nu3(3.6629318487975873*pi,3.000701367198906*pi,3.0871653807428165*pi) q[12];\nu3(3.294451220003361*pi,2.524877712102115*pi,3.8578884664733546*pi) q[13];\nu3(3.6691057406801924*pi,0.7440952742141129*pi,2.8343716695279513*pi) q[14];\nu3(3.538832315916463*pi,-0.349776764816614*pi,1.0009709146438717*pi) q[15];\nu3(3.538793051705297*pi,3.394887673584814*pi,0.88660640558341*pi) q[16];\nRxxyyzz(0.4548949333827599*pi,0.30741144268480824*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.22071290380538952*pi,0.11734841826881226*pi,3.95668142018529*pi) q[1],q[11];\nRxxyyzz(0.33941187742704004*pi,0.27485338001190307*pi,0.06732633763291496*pi) q[3],q[10];\nRxxyyzz(0.4192520761234976*pi,0.29226724979992036*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.46010152667274007*pi,0.32214918817800686*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.42444222480329596*pi,0.3864468180464269*pi,0.03977170867334978*pi) q[6],q[16];\nRxxyyzz(0.37213583032328046*pi,0.18959786098650888*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4249922743478798*pi,0.23523667251170588*pi,0.06596402636130519*pi) q[12],q[15];\nu3(3.5682380319751843*pi,3.3857302136671734*pi,1.0285600473672245*pi) q[0];\nu3(3.8324600331634553*pi,0.7719602030277035*pi,1.1112825062464928*pi) q[1];\nu3(3.868084442621729*pi,2.6378042258952954*pi,0.8067707641807018*pi) q[3];\nu3(3.37773055659363*pi,-0.32188304936466106*pi,4.323574250438611*pi) q[4];\nu3(3.5276928095952*pi,1.1142406134969438*pi,1.614385653631828*pi) q[5];\nu3(3.4358504129560994*pi,1.2327508873421462*pi,1.3244150116704274*pi) q[6];\nu3(3.7902642416100942*pi,1.0297679079104745*pi,1.8363777482979686*pi) q[7];\nu3(3.480023530261223*pi,1.690761924016373*pi,1.6374126020044721*pi) q[8];\nu3(3.207952870457726*pi,1.90345083049648*pi,1.150972493442155*pi) q[9];\nu3(3.6879467750559787*pi,3.243696480750822*pi,4.191069945923509*pi) q[10];\nu3(3.2064002413746144*pi,3.4727677172346763*pi,1.8034149564084956*pi) q[11];\nu3(3.1423510588506387*pi,0.022898050967610883*pi,4.251634191975313*pi) q[12];\nu3(3.47354193731757*pi,-0.10124344453493511*pi,1.8644092147313303*pi) q[13];\nu3(3.3705714030047984*pi,1.3450955322459848*pi,1.0850658772206931*pi) q[14];\nu3(3.3270981330561904*pi,2.0124315739217513*pi,0.7084831247984602*pi) q[15];\nu3(3.7749339123602987*pi,-0.12200258267505398*pi,1.0068505290848004*pi) q[16];\nRxxyyzz(0.4130769409461199*pi,0.36819191885525937*pi,3.83167639314013*pi) q[0],q[9];\nRxxyyzz(0.4468600221370096*pi,0.4249340769420513*pi,0.20881134266985046*pi) q[1],q[7];\nRxxyyzz(0.44903179207716004*pi,0.33050568483276527*pi,3.7705964151108997*pi) q[2],q[3];\nRxxyyzz(0.2855646864092894*pi,0.21462041466762294*pi,3.8529818000763694*pi) q[4],q[14];\nRxxyyzz(0.35114244481718593*pi,0.2050707797605693*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.40843132239378915*pi,0.15033468230512792*pi,0.0920517822002988*pi) q[8],q[15];\nRxxyyzz(0.4258831038001497*pi,0.2216088972823479*pi,0.0*pi) q[13],q[10];\nu3(3.205241184706061*pi,3.104600985895229*pi,4.462073367131215*pi) q[0];\nu3(3.118194606912135*pi,-0.048568071097686905*pi,4.347899233007394*pi) q[1];\nu3(3.5335166628737915*pi,2.954986552011591*pi,4.1696761671500635*pi) q[2];\nu3(3.731796794328218*pi,2.7353563528599616*pi,1.9068102603877644*pi) q[3];\nu3(3.5514854043636337*pi,3.3664283518314138*pi,1.8094308387881668*pi) q[4];\nu3(3.3658929084241582*pi,2.838548647408834*pi,1.457837362935587*pi) q[5];\nu3(3.883003660781082*pi,1.9787945678870384*pi,0.9091770943760624*pi) q[7];\nu3(3.482865192784801*pi,-0.29057010035917047*pi,3.7094441269620475*pi) q[8];\nu3(3.423413095856036*pi,0.7999245384938687*pi,4.416087952359749*pi) q[9];\nu3(3.7811174415828295*pi,3.2650779735930806*pi,1.342076627927781*pi) q[10];\nu3(3.7713176221453577*pi,0.8299546399325068*pi,4.465139899896364*pi) q[11];\nu3(3.8498713183430677*pi,0.66526576422082*pi,1.7871965020562106*pi) q[13];\nu3(3.445891528748162*pi,-0.31710387487532843*pi,1.1433172604791921*pi) q[14];\nu3(3.284856001898227*pi,-0.29711091497359643*pi,1.6838716259650222*pi) q[15];\nRxxyyzz(0.4584343445135902*pi,0.21646640143490978*pi,3.902796238237921*pi) q[0],q[13];\nRxxyyzz(0.38325138143768983*pi,0.276207824409092*pi,0.13777548028816858*pi) q[1],q[15];\nRxxyyzz(0.33509791351010954*pi,0.09735062195163136*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4435048233140595*pi,0.2559499967857841*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3988730121961981*pi,0.13702929183226353*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.4001479621262395*pi,0.24393339559363825*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3411686634516192*pi,0.2641499081759231*pi,3.83319562565343*pi) q[10],q[9];\nRxxyyzz(0.3945454213393394*pi,0.339316826307654*pi,0.18438253472185673*pi) q[14],q[16];\nu3(3.3489487045218675*pi,2.8374347408881184*pi,1.1948914370953516*pi) q[0];\nu3(3.2101475144655023*pi,-0.10529225387795849*pi,0.7685124821212016*pi) q[1];\nu3(3.2442184257544184*pi,-0.4697621401334286*pi,1.3673554395072633*pi) q[2];\nu3(3.6664159386460824*pi,1.1503753755868393*pi,1.390876549519196*pi) q[3];\nu3(3.810765302884966*pi,0.35198794144753287*pi,1.3729697350246557*pi) q[4];\nu3(3.364000419695283*pi,-0.24142374515501552*pi,3.7689316569232334*pi) q[5];\nu3(3.5448785855379747*pi,-0.23683251318747423*pi,4.431157192472255*pi) q[6];\nu3(3.3419210034520908*pi,3.2827014896868487*pi,1.185307521416083*pi) q[8];\nu3(3.4950073863170856*pi,0.33289668527521565*pi,1.046776966598454*pi) q[9];\nu3(3.7824298961435256*pi,0.27951983342375086*pi,0.5740463480270571*pi) q[10];\nu3(3.7198165971575587*pi,2.992470158236723*pi,4.251980517206686*pi) q[11];\nu3(3.11857286400657*pi,2.2850775485847072*pi,2.0602817823929636*pi) q[12];\nu3(3.3998975441800727*pi,2.877921372350813*pi,1.4974210571577466*pi) q[13];\nu3(3.3312330044241256*pi,0.3818596415602644*pi,4.160979777459909*pi) q[14];\nu3(3.261325480186299*pi,1.137983818625953*pi,4.454492137361731*pi) q[15];\nu3(3.155399404430559*pi,1.2436450673102009*pi,4.479944845931339*pi) q[16];\nRxxyyzz(0.34169664673936906*pi,0.19504296119293407*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4483972592298695*pi,0.41304107037776294*pi,3.92464438745353*pi) q[1],q[4];\nRxxyyzz(0.4537850980370812*pi,0.30351037122534397*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3230806264585818*pi,0.21567508442178118*pi,0.10508095410262674*pi) q[11],q[3];\nRxxyyzz(0.38136579556119077*pi,0.2524822666001383*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3713029410884906*pi,0.20114352101354627*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3453192136502402*pi,0.11646225692104117*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3937391649453401*pi,0.2589087651610717*pi,0.2052920728058891*pi) q[10],q[12];\nu3(3.762438267181319*pi,2.8218028510232442*pi,2.197949054168067*pi) q[0];\nu3(3.3166914264021647*pi,-0.21794890573561865*pi,1.3529367311143186*pi) q[1];\nu3(3.4302121576575066*pi,2.8153611533162857*pi,2.0136642403693488*pi) q[2];\nu3(3.43867814316955*pi,0.8364317555487504*pi,0.7605100824181397*pi) q[3];\nu3(3.4396449805451095*pi,-0.3910955717395399*pi,1.2778905737141555*pi) q[4];\nu3(3.943652974905817*pi,2.8651913015850363*pi,1.6241571565393902*pi) q[6];\nu3(3.426913626391743*pi,1.085936801498899*pi,1.8497252274106653*pi) q[7];\nu3(3.5190265947276886*pi,3.3406960618867485*pi,3.751529001578604*pi) q[8];\nu3(3.4657422749322704*pi,1.061197022882742*pi,1.6620389189002671*pi) q[9];\nu3(3.7345367953361843*pi,0.3663133964559544*pi,0.7414084767442839*pi) q[10];\nu3(3.7372553329150224*pi,2.248987708019074*pi,0.5780189821236557*pi) q[11];\nu3(3.2514340680458527*pi,1.5818530758591427*pi,4.454502104065745*pi) q[12];\nu3(3.5290108525888506*pi,0.16085561722990338*pi,4.416379793754589*pi) q[13];\nu3(3.711603601622739*pi,2.805716054146475*pi,0.8809138250794168*pi) q[14];\nu3(3.7008543138856616*pi,2.1140774658579646*pi,1.123564396682641*pi) q[15];\nu3(3.482386790702912*pi,3.1583506148779454*pi,2.4568657436699004*pi) q[16];\nRxxyyzz(0.3508424148387599*pi,0.10828083883810002*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.36865339633777994*pi,0.25209176075407314*pi,3.93340393329573*pi) q[15],q[2];\nRxxyyzz(0.38705041957467057*pi,0.20614431958808943*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4492392363225389*pi,0.3000728666614114*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4529877105794*pi,0.30758999337182*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4364807444792499*pi,0.15427970919553013*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.41661227253533034*pi,0.2520177305968732*pi,3.9412485459644366*pi) q[16],q[13];\nu3(3.4855809913471374*pi,-0.2626689682499582*pi,3.853976661498985*pi) q[1];\nu3(3.8728256430088797*pi,3.3660580506288973*pi,1.9442806486381148*pi) q[2];\nu3(3.545481535538681*pi,0.33298662798332246*pi,0.5808654459963187*pi) q[4];\nu3(3.463031132291399*pi,0.15858515744372526*pi,1.8873708297773635*pi) q[5];\nu3(3.6266516537036995*pi,-0.10531095105931776*pi,1.5960091077089198*pi) q[6];\nu3(3.4281581299803716*pi,2.1518841092106813*pi,1.06180317755486*pi) q[7];\nu3(3.537135112667892*pi,2.423917957641752*pi,1.5846893278076135*pi) q[8];\nu3(3.7062346273465754*pi,3.143225046479297*pi,2.425169141788457*pi) q[9];\nu3(3.1546840424179554*pi,0.1289099189160069*pi,0.8364614551358209*pi) q[10];\nu3(3.4643548987828563*pi,0.32680326849656594*pi,0.5124343353366685*pi) q[12];\nu3(3.3998956094651094*pi,0.3577849353114786*pi,2.2054443825907013*pi) q[13];\nu3(3.67243129841262*pi,3.077620461583373*pi,1.5987458047677405*pi) q[14];\nu3(3.388466676081301*pi,2.166089615762338*pi,0.7786001917735366*pi) q[15];\nu3(3.461380197458896*pi,0.059956418088272234*pi,1.65512860897595*pi) q[16];\nRxxyyzz(0.4573667431130056*pi,0.2576502504473468*pi,0.2002981345671614*pi) q[0],q[2];\nRxxyyzz(0.39995069755727986*pi,0.21525990136322498*pi,3.937338606305749*pi) q[1],q[11];\nRxxyyzz(0.39860125025065035*pi,0.3138089061570309*pi,3.8735861890329706*pi) q[3],q[9];\nRxxyyzz(0.4441535222370296*pi,0.13258285713231022*pi,3.8831471671938296*pi) q[4],q[14];\nRxxyyzz(0.4584406273456394*pi,0.38136017988466764*pi,3.95674451598385*pi) q[5],q[8];\nRxxyyzz(0.3962028284803694*pi,0.28243695871207075*pi,0.13207061524979805*pi) q[7],q[10];\nRxxyyzz(0.4724188503839235*pi,0.11236306337660917*pi,0.0*pi) q[12],q[15];\nu3(3.2113592849842045*pi,0.11281104506387374*pi,3.888015012950853*pi) q[0];\nu3(3.741862076715749*pi,0.37869581029308386*pi,1.5064006504254426*pi) q[1];\nu3(3.6829143985206225*pi,-0.17554656403688984*pi,0.5411525528625013*pi) q[2];\nu3(3.478225578463945*pi,2.407610880727052*pi,0.5664654543034402*pi) q[3];\nu3(3.4652051797227292*pi,-0.3650331007152007*pi,0.8154328518457139*pi) q[4];\nu3(3.523700331710428*pi,2.82346852398061*pi,2.441906132616513*pi) q[5];\nu3(3.6708273703355325*pi,3.417743837254212*pi,4.230940937021965*pi) q[7];\nu3(3.780944582903918*pi,3.203143569833311*pi,3.879650793583736*pi) q[8];\nu3(3.166273383045689*pi,1.51452907648259*pi,1.2374320559487906*pi) q[9];\nu3(3.299661497795361*pi,2.728698616957993*pi,3.5764807338378666*pi) q[10];\nu3(3.4378139245904173*pi,0.45160938798418937*pi,0.8747080017045779*pi) q[11];\nu3(3.153736604484483*pi,0.2696050059267763*pi,4.4811075336590935*pi) q[12];\nu3(3.2414920200094643*pi,0.8403859036104437*pi,1.6609630896248357*pi) q[14];\nu3(3.863842576071854*pi,0.6891683755383644*pi,1.3272604732392108*pi) q[15];\nRxxyyzz(0.4137729233507902*pi,0.23335226607603343*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4137427762975089*pi,0.11197469595445911*pi,3.9185666023289603*pi) q[3],q[12];\nRxxyyzz(0.45368926459964914*pi,0.32169501631851966*pi,0.13063978613776644*pi) q[13],q[4];\nRxxyyzz(0.34933592802426*pi,0.271435269512887*pi,0.0783928638553606*pi) q[5],q[6];\nRxxyyzz(0.45038179981452964*pi,0.30584347416144464*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.2840303455657494*pi,0.24270690448197385*pi,3.9295370089805104*pi) q[16],q[9];\nRxxyyzz(0.2591384009630893*pi,0.11675247848818682*pi,0.07866837808898364*pi) q[10],q[14];\nu3(3.6891361022519833*pi,3.2140653752368276*pi,4.165156138992602*pi) q[1];\nu3(3.7549683914371923*pi,2.7597362567456436*pi,1.2969266633859842*pi) q[3];\nu3(3.843928930770969*pi,2.1202581113959886*pi,4.132115823572657*pi) q[4];\nu3(3.598757215567396*pi,3.106222340890788*pi,1.1048352958374799*pi) q[5];\nu3(3.709698395948374*pi,-0.19109466250611912*pi,4.385618707956*pi) q[6];\nu3(3.190148716726693*pi,-0.39980294745532663*pi,1.103599990638867*pi) q[7];\nu3(3.5530898883078406*pi,3.3604253592349274*pi,4.470133767931547*pi) q[8];\nu3(3.706803780189212*pi,0.6087955690892393*pi,1.8632783033843774*pi) q[9];\nu3(3.522191485813299*pi,2.2509584386485697*pi,0.7472299704302132*pi) q[10];\nu3(3.250543547888374*pi,2.842878081052702*pi,1.5427941952191757*pi) q[11];\nu3(3.5089262117700786*pi,1.028698796210051*pi,0.8072091131562691*pi) q[12];\nu3(3.509553611240466*pi,3.1843879862790976*pi,3.717309773563019*pi) q[13];\nu3(3.214464960820594*pi,0.3894580210010936*pi,0.9972477245291804*pi) q[14];\nu3(3.5360193262241357*pi,3.324285707222148*pi,0.5464582345220999*pi) q[16];\nRxxyyzz(0.4951450767186394*pi,0.4004708105464108*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.38565131804570996*pi,0.13217370857054297*pi,0.05365523064930262*pi) q[1],q[14];\nRxxyyzz(0.28068381628710953*pi,0.13841480640514048*pi,0.08298579156491659*pi) q[12],q[2];\nRxxyyzz(0.43274776681544985*pi,0.2833623282090501*pi,0.05031868915848376*pi) q[3],q[11];\nRxxyyzz(0.4034396514300195*pi,0.229872654505054*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.33031171450683017*pi,0.18431633423084115*pi,3.9043808226689194*pi) q[6],q[7];\nRxxyyzz(0.44286715666839027*pi,0.3594537948031675*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.46012941465778356*pi,0.19700752959596657*pi,0.0*pi) q[13],q[10];\nu3(3.2032103576406294*pi,0.6263296376628567*pi,1.3408920368293424*pi) q[0];\nu3(3.7144730801628536*pi,2.0978121230794287*pi,0.827816462685143*pi) q[1];\nu3(3.0463007117703613*pi,1.0237479299486387*pi,0.6116592894866525*pi) q[2];\nu3(3.51696276704081*pi,0.06399688247585711*pi,1.63839904338314*pi) q[3];\nu3(3.5364881738172667*pi,-0.23270853208747705*pi,3.3030437000175894*pi) q[4];\nu3(3.7692334901779754*pi,0.6682372401661159*pi,2.063233974831025*pi) q[5];\nu3(3.408237094794931*pi,0.5333765173756833*pi,1.3097660306769778*pi) q[6];\nu3(3.588715320605899*pi,3.497899813098012*pi,0.6394584545118593*pi) q[7];\nu3(3.382140652497556*pi,0.92469737119103*pi,1.8455457147645649*pi) q[8];\nu3(3.2399227274074174*pi,-0.21289104674883663*pi,0.9640734940325442*pi) q[10];\nu3(3.6775851720532975*pi,2.6168345770311925*pi,4.109776896284582*pi) q[11];\nu3(3.662476793661866*pi,2.9427754083447772*pi,1.8971192302901385*pi) q[12];\nu3(3.4443807589129634*pi,2.447305111582593*pi,4.081481675018196*pi) q[13];\nu3(3.6518490353445037*pi,2.4682933626835393*pi,1.1923524962468035*pi) q[14];\nu3(3.528768823139178*pi,0.3034878695053964*pi,2.460190733442108*pi) q[15];\nu3(3.8021982599931263*pi,-0.176084551813253*pi,2.192801348698352*pi) q[16];\nRxxyyzz(0.45188474939121986*pi,0.360739820549894*pi,0.15392791064982578*pi) q[6],q[0];\nRxxyyzz(0.45735495477453003*pi,0.25691329578570404*pi,0.042422815262710564*pi) q[10],q[2];\nRxxyyzz(0.43607589888379955*pi,0.2549805770996194*pi,0.05934501180916459*pi) q[15],q[3];\nRxxyyzz(0.3770836356329106*pi,0.29526619664024367*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.39118057165854425*pi,0.174352776987992*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.38745660245878005*pi,0.22762832442771938*pi,0.04057527026210379*pi) q[8],q[12];\nRxxyyzz(0.43573174681881965*pi,0.285008372025581*pi,3.9456777253418895*pi) q[9],q[14];\nRxxyyzz(0.32548550304940965*pi,0.31843315176155196*pi,3.9042058909480595*pi) q[16],q[13];\nu3(3.0632583335022816*pi,3.37372249138519*pi,0.9906187655198537*pi) q[0];\nu3(3.5462352784130227*pi,1.3260068920473858*pi,4.2765592116950915*pi) q[2];\nu3(3.7794087841170847*pi,-0.09661633934856029*pi,1.1956982822964028*pi) q[3];\nu3(3.2463948195076258*pi,2.459942288530974*pi,2.058919774667946*pi) q[4];\nu3(3.573703415908171*pi,-0.1549280316984144*pi,4.042813027681428*pi) q[5];\nu3(3.416918768742888*pi,0.6005049594510963*pi,1.2851718848876539*pi) q[6];\nu3(3.295834076714124*pi,3.4886138586062816*pi,1.9924450182823465*pi) q[7];\nu3(3.879017036799411*pi,0.33258424642221074*pi,0.5872744580941986*pi) q[8];\nu3(3.335543144724555*pi,-0.43668607933397907*pi,0.8983297123985681*pi) q[9];\nu3(3.6204214734935283*pi,0.11811760939839522*pi,0.8755465208303979*pi) q[10];\nu3(3.855950040151763*pi,2.8936498697066053*pi,0.802230814548353*pi) q[11];\nu3(3.172012200775472*pi,0.7035157668200387*pi,4.166080250460707*pi) q[12];\nu3(3.774321988805094*pi,2.953349685526363*pi,1.7465490733008833*pi) q[13];\nu3(3.789033046836275*pi,2.9016310327413404*pi,2.230441595044061*pi) q[14];\nu3(3.444127303915654*pi,-0.30527918350749406*pi,3.7625490313239243*pi) q[15];\nu3(3.2391723213686396*pi,2.623781129740844*pi,3.630643817981763*pi) q[16];\nRxxyyzz(0.4249926918537534*pi,0.23766594907856795*pi,0.04525416649632257*pi) q[1],q[0];\nRxxyyzz(0.3263383102610503*pi,0.18114000249538187*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4344689065588594*pi,0.32563081414378964*pi,3.9304000829534904*pi) q[4],q[14];\nRxxyyzz(0.4642390597362319*pi,0.3434323613056789*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.36984427699074973*pi,0.11556019888810679*pi,3.9180084544599207*pi) q[6],q[12];\nRxxyyzz(0.3119113586763601*pi,0.19227862446586652*pi,0.12997847587578626*pi) q[11],q[9];\nRxxyyzz(0.46473853931713016*pi,0.22144218296576146*pi,0.0*pi) q[10],q[13];\nu3(3.6797515359685184*pi,1.1169867458193545*pi,4.385267468815126*pi) q[0];\nu3(3.4077934312975593*pi,0.8213990531446336*pi,1.3182734916590602*pi) q[1];\nu3(3.426476642316553*pi,3.3700460982778493*pi,0.6181031242375461*pi) q[2];\nu3(3.3426157375887877*pi,0.6413252871020707*pi,1.9613711325986865*pi) q[4];\nu3(3.4208852319860337*pi,2.054134716200843*pi,1.589106688058255*pi) q[5];\nu3(3.6334240548109547*pi,-0.0029078245060817354*pi,1.9188651766093319*pi) q[6];\nu3(3.419177000287495*pi,3.399399188692133*pi,2.0357872860665647*pi) q[7];\nu3(3.470570341235967*pi,-0.2875896991844777*pi,1.3934348732382646*pi) q[8];\nu3(3.369207796388863*pi,-0.2274467144745943*pi,3.63139458085424*pi) q[9];\nu3(3.369618408514527*pi,0.034673941012234755*pi,0.6459757392397467*pi) q[10];\nu3(3.7157861880030634*pi,-0.11521220961986067*pi,0.6622327269516712*pi) q[11];\nu3(3.7157328593024137*pi,2.913803641911159*pi,1.383835660633881*pi) q[12];\nu3(3.6219750307191974*pi,-0.34570457860707116*pi,1.962026064202202*pi) q[13];\nu3(3.715613761854872*pi,1.9708862231040571*pi,2.11969905444581*pi) q[14];\nRxxyyzz(0.41393735724726977*pi,0.361879062649929*pi,3.956421232541251*pi) q[11],q[2];\nRxxyyzz(0.43615568098642943*pi,0.07805850898171951*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.44855995651049996*pi,0.29198864768736543*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.40182163434498985*pi,0.16643383238497267*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4228158403972402*pi,0.30327584061874535*pi,0.04799416052633412*pi) q[9],q[8];\nRxxyyzz(0.38520423509899815*pi,0.21406000537722003*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.47835300651473756*pi,0.14425639678482893*pi,0.0*pi) q[13],q[14];\nu3(3.4063495086209903*pi,0.050034205351793815*pi,2.074579554343655*pi) q[2];\nu3(3.2437483288297786*pi,2.693333895936853*pi,1.6850625560171761*pi) q[3];\nu3(3.719217989280418*pi,0.8566297098861706*pi,0.870642950571286*pi) q[4];\nu3(3.3313080719568506*pi,0.22048346567322974*pi,2.031796671574578*pi) q[5];\nu3(3.6078375566321497*pi,3.35188120414982*pi,1.1081851826292763*pi) q[6];\nu3(3.3772482073264296*pi,-0.1866290616051013*pi,1.1787945448262045*pi) q[7];\nu3(3.5050813469264046*pi,-0.29968694191299716*pi,2.8242805035358556*pi) q[8];\nu3(3.7514920808294336*pi,3.0708212222523494*pi,3.3980936304982894*pi) q[9];\nu3(3.1900570941131714*pi,3.3523643654082904*pi,1.2468927392281244*pi) q[10];\nu3(3.4634980018215247*pi,2.9610819857354613*pi,0.544983283114147*pi) q[11];\nu3(3.4337633702208015*pi,3.2989707237153176*pi,0.8336153893426581*pi) q[12];\nu3(3.34483940880077*pi,-0.44794626152344513*pi,0.6106738505932061*pi) q[13];\nu3(3.5907242315054093*pi,3.2192202222620176*pi,0.9538518851734983*pi) q[14];\nu3(3.549995430515113*pi,3.0953003626616526*pi,1.0212089093129686*pi) q[15];\nRxxyyzz(0.48426092776194984*pi,0.2205848214297168*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.34710807435309654*pi,0.09659513668103692*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3832590630986896*pi,0.15873239073701217*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.3631740617368701*pi,0.18151362249845918*pi,0.0706692666862959*pi) q[14],q[4];\nRxxyyzz(0.4571272682096001*pi,0.14213804751182865*pi,0.07683806477463646*pi) q[6],q[9];\nRxxyyzz(0.42051429258087003*pi,0.2171942214463961*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4293907081613113*pi,0.20867287486443387*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.35460079235210007*pi,0.24056858624827093*pi,0.16058313952666836*pi) q[11],q[16];\nu3(3.3553523845752187*pi,-0.40066028576231083*pi,2.3516119381721765*pi) q[0];\nu3(3.5705102856784467*pi,3.1337429346284766*pi,1.5156565475288297*pi) q[1];\nu3(3.444185667561602*pi,2.1401369822889897*pi,1.0701324891403072*pi) q[2];\nu3(3.9041354584821066*pi,2.7430441790738476*pi,4.128537770869225*pi) q[4];\nu3(3.1054212954770697*pi,0.5761008926712761*pi,4.16674014782947*pi) q[5];\nu3(3.7528956062859833*pi,1.905807885608147*pi,4.498674906988582*pi) q[6];\nu3(3.3499842997787965*pi,2.4631299786964*pi,2.38470363576487*pi) q[7];\nu3(3.680496753673748*pi,3.1527307258758173*pi,1.5641129960080407*pi) q[8];\nu3(3.281504403006846*pi,0.5694263932831152*pi,4.045003135883141*pi) q[9];\nu3(3.218891564685233*pi,3.2144957677144292*pi,1.5401988065860135*pi) q[10];\nu3(3.6049640039605753*pi,3.324543984637759*pi,1.8078927734605452*pi) q[11];\nu3(3.256652275425276*pi,3.3470282258849027*pi,3.8292558559083805*pi) q[12];\nu3(3.76095963728733*pi,2.2634831989608895*pi,1.1943039040959031*pi) q[13];\nu3(3.5808902019703366*pi,0.7310223646592724*pi,4.418585532082602*pi) q[14];\nu3(3.8344428198785763*pi,2.4318537917399556*pi,0.9019623450926166*pi) q[15];\nu3(3.64951014474428*pi,2.748948452125927*pi,0.6745829774588473*pi) q[16];\nRxxyyzz(0.45667654924939965*pi,0.2720782564240549*pi,3.950395112720811*pi) q[5],q[0];\nRxxyyzz(0.46414231293445063*pi,0.25964241519991327*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.32495213351566987*pi,0.187324129892517*pi,3.9394566009237195*pi) q[6],q[2];\nRxxyyzz(0.44766584496636086*pi,0.2684886142769344*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4419519306549101*pi,0.33741775345464475*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.47165977849078067*pi,0.1258845788560512*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.44467527361261316*pi,0.2739352020992406*pi,0.0677917703063561*pi) q[10],q[11];\nu3(3.7077254371991715*pi,3.4237590810067893*pi,1.3435955804873703*pi) q[0];\nu3(3.3525891862455968*pi,2.377344824162398*pi,2.2527327648353737*pi) q[1];\nu3(3.886099772569599*pi,2.84754698778449*pi,1.2937016440116744*pi) q[2];\nu3(3.483612446882883*pi,-0.06346385063249382*pi,0.941276389017612*pi) q[3];\nu3(3.6640860977451495*pi,2.6561411961350787*pi,1.5020736264099894*pi) q[5];\nu3(3.396605490871086*pi,2.960903953469848*pi,3.915102619345817*pi) q[6];\nu3(3.5242336722988723*pi,-0.26260848629436706*pi,1.1208051902420992*pi) q[7];\nu3(3.8234200234755313*pi,2.5961698849119728*pi,2.2035669397746838*pi) q[8];\nu3(3.6805051651755223*pi,2.8176670917567423*pi,1.0926566493473662*pi) q[9];\nu3(3.853785000556375*pi,1.9920496208764216*pi,0.9044909219197749*pi) q[10];\nu3(3.272201545190886*pi,-0.11396868282530404*pi,4.451143634222962*pi) q[11];\nu3(3.4276805537218564*pi,2.5695697515979337*pi,0.6653409719219705*pi) q[12];\nu3(3.464730354830367*pi,3.0870149478478366*pi,0.6698813274602908*pi) q[13];\nu3(3.5196218246272677*pi,-0.24570457664286355*pi,0.6528508325471587*pi) q[16];\nRxxyyzz(0.4503442704467383*pi,0.20567687550606195*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3001820049248197*pi,0.16660667779543314*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4176481144477498*pi,0.3033501647159983*pi,3.9293236193976995*pi) q[3],q[14];\nRxxyyzz(0.3763533191833096*pi,0.21607877459007707*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.45953288874353637*pi,0.4416286220375939*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3830078862222202*pi,0.30006946998909984*pi,3.9491341129274*pi) q[6],q[8];\nRxxyyzz(0.41649499609621987*pi,0.24277822405510474*pi,0.0*pi) q[16],q[15];\nu3(3.525421593970829*pi,2.4295892870868023*pi,4.30994698269265*pi) q[0];\nu3(3.3278588574227297*pi,-0.18702202327292283*pi,4.4840655202990565*pi) q[1];\nu3(3.683796093194784*pi,-0.43335020361933496*pi,1.1029339065959807*pi) q[2];\nu3(3.589841279768058*pi,-0.2749138610987967*pi,1.4524569541618875*pi) q[3];\nu3(3.463052855001529*pi,3.343877083940732*pi,4.188906596959337*pi) q[4];\nu3(3.9267852112004733*pi,3.037516578998079*pi,0.8139280988665376*pi) q[5];\nu3(3.246567786103941*pi,3.470224151317015*pi,1.152075913265838*pi) q[6];\nu3(3.4341868352981364*pi,2.832852795160602*pi,0.8007709218418402*pi) q[7];\nu3(3.718507790661942*pi,2.2061829240829605*pi,2.1177763336013737*pi) q[8];\nu3(3.4863704176168446*pi,0.611599079101391*pi,1.806029344528751*pi) q[9];\nu3(3.4983979862445445*pi,2.085275602230662*pi,2.0850130176650454*pi) q[13];\nu3(3.47660634378217*pi,0.5343459951451697*pi,0.5686435833897581*pi) q[14];\nu3(3.9157817229473912*pi,1.8307679546535995*pi,1.34405130192134*pi) q[15];\nu3(3.4928316913189397*pi,0.24144516021206275*pi,4.1596966100036425*pi) q[16];\nRxxyyzz(0.34754166698829014*pi,0.19189187250502304*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4302479122980397*pi,0.2423137972225824*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4040614809375006*pi,0.2107645064173227*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.33929336991663017*pi,0.05030783723450405*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.32944904774276923*pi,0.20718884908101298*pi,0.1557821846887304*pi) q[6],q[16];\nRxxyyzz(0.4490674444477266*pi,0.17774612303463955*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4033089093464701*pi,0.14443894854235317*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.41656505926227044*pi,0.2854020828576038*pi,0.14586707770960833*pi) q[10],q[13];\nu3(3.2727024003375558*pi,0.07583597690601573*pi,4.220397464800998*pi) q[0];\nu3(3.625035538173097*pi,2.758471467928066*pi,1.71174387341196*pi) q[1];\nu3(3.4622875718874626*pi,3.3002588696301545*pi,4.225755427120738*pi) q[2];\nu3(3.4207752943477034*pi,-0.11591536868847374*pi,0.9396632443686741*pi) q[3];\nu3(3.4671356048018076*pi,0.22298037302426665*pi,4.4890781551780545*pi) q[4];\nu3(3.227968721548179*pi,1.162490219745706*pi,1.7785019692185158*pi) q[5];\nu3(3.1265065608456037*pi,2.893599073993183*pi,1.6624577485974963*pi) q[6];\nu3(3.705042874097757*pi,2.6895776478620226*pi,1.7941936128869123*pi) q[7];\nu3(3.6898160673807054*pi,-0.1940159498619688*pi,0.8557647439752671*pi) q[8];\nu3(3.4198653148288303*pi,2.0259711441352586*pi,1.6428866619850147*pi) q[9];\nu3(3.580041975748296*pi,2.850032186246901*pi,3.1852925154191993*pi) q[10];\nu3(3.802102859205271*pi,2.315650414507199*pi,1.518736135064958*pi) q[11];\nu3(3.487069556083043*pi,3.213460922545297*pi,3.1962387062314472*pi) q[13];\nu3(3.5101824281737892*pi,3.3394588637636304*pi,3.920967805763413*pi) q[14];\nu3(3.4939710303027023*pi,3.2306047670430766*pi,0.7198412380442294*pi) q[15];\nu3(3.24621935925197*pi,3.476973906221309*pi,1.236257524484435*pi) q[16];\nRxxyyzz(0.4322541651658729*pi,0.18636193276254542*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.4537726370613599*pi,0.26622390820075226*pi,3.8611216221500797*pi) q[1],q[3];\nRxxyyzz(0.4186206789786401*pi,0.32317887433383563*pi,0.07038455956164198*pi) q[2],q[7];\nRxxyyzz(0.39046035079860053*pi,0.29248066773098996*pi,0.047376898296563795*pi) q[9],q[4];\nRxxyyzz(0.3271652164165787*pi,0.3216191692645546*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.45203032451250025*pi,0.30779646673290806*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.43144360043048036*pi,0.28467391126482144*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.42290814765167994*pi,0.22002987558393983*pi,0.0*pi) q[14],q[16];\nu3(3.132774589627036*pi,3.4267835323664118*pi,0.6698713818205089*pi) q[0];\nu3(3.272692341360899*pi,3.221394541504538*pi,0.5997045303145203*pi) q[1];\nu3(3.2321838679409263*pi,3.0760367831220963*pi,1.5310367523776898*pi) q[2];\nu3(3.652129393205145*pi,-0.16287266590876814*pi,1.0591746974676979*pi) q[3];\nu3(3.395851039015488*pi,0.6146061890064789*pi,3.647815020873492*pi) q[4];\nu3(3.564272171398694*pi,0.8182249021499459*pi,2.4142736409882457*pi) q[5];\nu3(3.5693818259828025*pi,3.15924482612603*pi,2.1918995315146317*pi) q[6];\nu3(3.451292267361357*pi,3.373132600441921*pi,1.157098073806444*pi) q[7];\nu3(3.459810971484738*pi,0.16036266857656267*pi,0.7036453525733286*pi) q[8];\nu3(3.2739807614461327*pi,3.1821166842926774*pi,3.1880092307102226*pi) q[9];\nu3(0.32752140335151764*pi,2.9547279271566325*pi,1.7963441611261728*pi) q[11];\nu3(3.8985225440093982*pi,3.4151398494422884*pi,4.065282969869417*pi) q[12];\nu3(3.5553592262598483*pi,-0.29815096167985333*pi,0.6428804833760465*pi) q[13];\nu3(3.5599513068161883*pi,-0.3849702728423162*pi,2.2017313055586385*pi) q[14];\nu3(3.300048082373699*pi,2.770005621456192*pi,0.5687175365257247*pi) q[15];\nu3(3.71494354828406*pi,3.290975685395235*pi,1.1048888575190499*pi) q[16];\nmeasure q[11] -> c[4];\nmeasure q[5] -> c[10];\nmeasure q[8] -> c[11];\nRxxyyzz(0.3039006753130401*pi,0.16246145825849645*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3772358006656912*pi,0.049521470023615954*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.36625930359442005*pi,0.17624153924618105*pi,0.07862842948530763*pi) q[3],q[15];\nRxxyyzz(0.4639682235461001*pi,0.11585838396900372*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4613267764245901*pi,0.24159230483130667*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.447849007469154*pi,0.13294635547281275*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.42573591130055*pi,0.2720539794322524*pi,3.9543161073253508*pi) q[9],q[10];\nu3(0.3024775741433698*pi,3.01830527009072*pi,2.3488401808131854*pi) q[0];\nu3(3.4568281498250792*pi,0.5330674601409466*pi,1.2906516094500584*pi) q[1];\nu3(3.541632075973123*pi,2.61967079840339*pi,0.773245889968109*pi) q[2];\nu3(3.3695203561176417*pi,1.0990684803137523*pi,3.364959072232658*pi) q[3];\nu3(3.9507087767565063*pi,1.3873231624692461*pi,1.6129902213778402*pi) q[4];\nu3(3.6701202572306793*pi,0.5836168690547681*pi,4.129758884101234*pi) q[6];\nu3(3.4952339416158695*pi,2.622110490479105*pi,1.8509334149080998*pi) q[7];\nu3(3.1389712078645133*pi,1.2602177138318096*pi,2.1651159487029292*pi) q[9];\nu3(3.6559971746161484*pi,2.325015636192477*pi,1.6494928500386248*pi) q[10];\nu3(3.811319251325729*pi,-0.022756163843054622*pi,0.7243769774795776*pi) q[12];\nu3(3.5250124273116574*pi,2.1507351265064205*pi,1.7999384016681306*pi) q[13];\nu3(1.6111191197462813*pi,2.9517476808283813*pi,1.793293318125789*pi) q[14];\nu3(3.5005253750167973*pi,1.1193326401492245*pi,3.475014977986713*pi) q[15];\nu3(3.0878017370049027*pi,0.7040138638949811*pi,1.6986634230390667*pi) q[16];\nmeasure q[9] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[10] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[3] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[16] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[15] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[13] -> c[14];\nmeasure q[7] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3566486088349867*pi,3.2296823398627312*pi,1.628941201388725*pi) q[0];\nu3(3.6307924357260104*pi,0.6438365897263818*pi,3.573262094961612*pi) q[1];\nu3(3.631108330410436*pi,2.706713052264847*pi,0.631261804194229*pi) q[2];\nu3(3.0924556731553627*pi,0.6310693285366091*pi,0.5389210381330887*pi) q[3];\nu3(3.392970575893339*pi,3.2707910935717948*pi,3.481791389849286*pi) q[4];\nu3(3.2667502248710747*pi,0.5647783054863802*pi,1.7178686922600988*pi) q[5];\nu3(3.395636628234446*pi,-0.49564843578362844*pi,3.5190734262114516*pi) q[6];\nu3(3.7809180522612924*pi,3.1748817365587287*pi,1.2288573918108259*pi) q[7];\nu3(3.739034149873659*pi,2.578722988160974*pi,1.8119288707650296*pi) q[8];\nu3(3.2356896585358896*pi,2.594144903519066*pi,3.8034084166507203*pi) q[9];\nu3(3.5998542127350723*pi,2.23755061933944*pi,0.8316210492020777*pi) q[10];\nu3(3.4925322297357537*pi,0.4894099519686427*pi,0.5300278445350073*pi) q[11];\nu3(3.566376378538139*pi,2.827227909464031*pi,2.093567118990956*pi) q[12];\nu3(3.526806322822474*pi,0.2888570917159058*pi,2.9187102151910085*pi) q[13];\nu3(3.519106973580541*pi,1.4550152398029246*pi,0.7870074471774852*pi) q[14];\nu3(3.423953127747751*pi,2.6914910808547754*pi,2.043230128156594*pi) q[15];\nu3(3.670281482175908*pi,3.2880361140085337*pi,0.6745142802700907*pi) q[16];\nRxxyyzz(0.43925217992202953*pi,0.26188171042725544*pi,3.8510471769215098*pi) q[0],q[11];\nRxxyyzz(0.40100087289193354*pi,0.2929883142218046*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.3643981246653004*pi,0.1708475273170793*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4781095065905293*pi,0.3129878872898274*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.32021984996701036*pi,0.220470258659078*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.3923803753735007*pi,0.07482695069660794*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4012347256875798*pi,0.13387901546741413*pi,0.08093593296047585*pi) q[9],q[16];\nRxxyyzz(0.23926502580275166*pi,0.17236234019661112*pi,0.0*pi) q[12],q[14];\nu3(3.0493839969312555*pi,2.283390335472993*pi,2.1042445073200438*pi) q[0];\nu3(3.4561256397288895*pi,3.469226838791025*pi,0.6082663711578691*pi) q[1];\nu3(3.3468390659244784*pi,1.0352278014968623*pi,1.6677538771710394*pi) q[2];\nu3(3.8784418875806463*pi,2.85163690243581*pi,1.5577466719600066*pi) q[3];\nu3(3.6038345364089266*pi,2.805765409097089*pi,0.7372887382899194*pi) q[4];\nu3(3.7115876190506247*pi,0.5110353841855819*pi,0.5835973915230785*pi) q[5];\nu3(3.4406117884516565*pi,2.708960075775737*pi,1.2155274261959566*pi) q[6];\nu3(3.680891879586172*pi,3.3399669013064166*pi,1.132777811280623*pi) q[7];\nu3(3.327994916383063*pi,2.9263531829576794*pi,4.395116108229969*pi) q[9];\nu3(3.4201639670985458*pi,2.224400834088909*pi,0.7356512454517502*pi) q[10];\nu3(3.4817945913242676*pi,3.0954307992156718*pi,1.3792913005964689*pi) q[11];\nu3(3.9228735793805423*pi,2.1315736564454184*pi,0.5837373410348556*pi) q[12];\nu3(3.1452811976895974*pi,0.918046794862752*pi,1.5173126072878524*pi) q[13];\nu3(3.598451109195349*pi,1.0147534842219648*pi,2.1670201690130835*pi) q[14];\nu3(3.4317623141087816*pi,2.502679745025789*pi,0.94699586747794*pi) q[15];\nu3(3.0930589335259953*pi,-0.1423483253093074*pi,2.9724973823272913*pi) q[16];\nRxxyyzz(0.4206114882603603*pi,0.26541921518277517*pi,3.8403260486294*pi) q[0],q[6];\nRxxyyzz(0.22496894189685968*pi,0.1066827069087447*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.42926041954605143*pi,0.1935275304098183*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.31886223091773935*pi,0.1953483702370159*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.3100308500518614*pi,0.1250626636564065*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.34862732657411966*pi,0.16400001949433518*pi,0.07188743465092351*pi) q[13],q[10];\nRxxyyzz(0.4010907341369715*pi,0.19920086616543187*pi,0.0*pi) q[11],q[12];\nu3(3.433280152020945*pi,3.19188685653601*pi,0.6725242909395193*pi) q[0];\nu3(3.42195935798649*pi,-0.174752654362119*pi,1.9523308742460985*pi) q[2];\nu3(3.8665501772314443*pi,2.91456723342647*pi,2.4644107008737244*pi) q[4];\nu3(3.3726417638367545*pi,2.0583620456138716*pi,1.498615636341262*pi) q[5];\nu3(3.637710622288006*pi,1.3377808784006624*pi,0.6170113422820744*pi) q[6];\nu3(3.3344664590268223*pi,2.3114001656658663*pi,1.7643857460493055*pi) q[8];\nu3(3.8215517726080828*pi,-0.01098644538700455*pi,2.361991096673489*pi) q[9];\nu3(3.266877580723828*pi,-0.1494643844215527*pi,1.2253480684537825*pi) q[10];\nu3(3.2506985017427072*pi,-0.48159675303750493*pi,1.7299806849112105*pi) q[11];\nu3(3.5376672875123933*pi,0.09153926000734725*pi,1.658599292310141*pi) q[12];\nu3(3.349728246575848*pi,1.9013678670224357*pi,1.2817904456232847*pi) q[13];\nu3(3.5794947507088306*pi,0.20810243360273306*pi,1.3336073348251285*pi) q[14];\nu3(3.5532454016742516*pi,0.6852609198830057*pi,0.9403584381652103*pi) q[15];\nu3(3.433837089600283*pi,2.3525364569441733*pi,1.571353462941091*pi) q[16];\nRxxyyzz(0.3895065522910701*pi,0.24305430966377087*pi,0.07993277328337252*pi) q[0],q[8];\nRxxyyzz(0.4263218951770803*pi,0.3191831755991791*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4430257975925498*pi,0.26915719861643717*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.3896494044686598*pi,0.23611415788281864*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4441354478293905*pi,0.19882859068906444*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.3415379272398198*pi,0.21386398198857337*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.33899819574678963*pi,0.18154281786543258*pi,0.11187354318146969*pi) q[9],q[11];\nRxxyyzz(0.36194902769830944*pi,0.2424588278680359*pi,0.07177506667243676*pi) q[15],q[13];\nu3(3.7344709211478864*pi,1.0183944579337836*pi,4.09602021608141*pi) q[0];\nu3(3.148766523254413*pi,0.40733389234795925*pi,1.3407961920799496*pi) q[1];\nu3(3.2637856578667335*pi,3.401958528898011*pi,2.092771847955132*pi) q[2];\nu3(3.7290954605699347*pi,-0.43468776971006806*pi,3.7848936595117286*pi) q[3];\nu3(3.3011731961247066*pi,-0.4421275677102746*pi,3.8734494002562854*pi) q[4];\nu3(3.8760795182625603*pi,0.49770333700364977*pi,0.8363838976866131*pi) q[5];\nu3(3.4157704946971617*pi,3.043392366477481*pi,0.9652644682109703*pi) q[6];\nu3(3.9079310650774324*pi,2.708044295543224*pi,4.493910451140588*pi) q[8];\nu3(3.7274340649699873*pi,-0.23413612944312473*pi,1.0861979803193214*pi) q[9];\nu3(3.4496038530650277*pi,-0.010692460509554136*pi,1.1821463983015967*pi) q[10];\nu3(3.224754421704269*pi,3.354484631434549*pi,4.087416419595457*pi) q[11];\nu3(3.6327081893566*pi,-0.2621134930457737*pi,1.688330315621767*pi) q[12];\nu3(3.0818892698020286*pi,3.473957597879676*pi,1.6183762818078353*pi) q[13];\nu3(3.3717020754964837*pi,-0.014887915449983968*pi,0.9124350757978767*pi) q[14];\nu3(3.9020109694282765*pi,3.413202590883981*pi,1.5645524631492729*pi) q[15];\nu3(3.6279543956057267*pi,2.0873364576954603*pi,1.4249248987236058*pi) q[16];\nRxxyyzz(0.48076182355442043*pi,0.34930304476410723*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3838573480308897*pi,0.3146317226613861*pi,0.08622258551290121*pi) q[1],q[4];\nRxxyyzz(0.4526545212692792*pi,0.3681867172985853*pi,3.90940451718453*pi) q[2],q[8];\nRxxyyzz(0.3416263722269698*pi,0.24862233081590102*pi,3.8430922441333006*pi) q[3],q[5];\nRxxyyzz(0.4401795189499659*pi,0.3067113100672886*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.4552557248455804*pi,0.266943055503437*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.41328784314135447*pi,0.36313372359920815*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.2906620880383599*pi,0.2066554913443852*pi,0.0*pi) q[13],q[16];\nu3(3.9002485639604565*pi,3.012525321749336*pi,1.2428656525519015*pi) q[0];\nu3(3.5455142102027866*pi,0.9480421298240114*pi,4.094838132259543*pi) q[1];\nu3(3.6799306463308397*pi,3.1610051573007505*pi,1.079010389788285*pi) q[2];\nu3(3.3677749792938894*pi,3.4878178781580904*pi,2.3027272164894366*pi) q[3];\nu3(3.3741352538334204*pi,3.3446452293257547*pi,1.8068793802853331*pi) q[4];\nu3(3.458017011836527*pi,1.9140235690522438*pi,1.8595449020567942*pi) q[5];\nu3(3.550770104765471*pi,-0.4578612998491318*pi,1.1698837177827877*pi) q[6];\nu3(3.5798098364955298*pi,0.18409689192257206*pi,2.033541272841999*pi) q[7];\nu3(3.4935450809900246*pi,2.7830357161453603*pi,1.4343553512037357*pi) q[8];\nu3(3.792813420143343*pi,-0.28159746963829285*pi,1.1877581025041148*pi) q[9];\nu3(3.8450017416447935*pi,1.333079659817923*pi,1.3352919121414524*pi) q[10];\nu3(3.7278685228691284*pi,0.7065220032682731*pi,0.9820063152092116*pi) q[11];\nu3(3.634047992802699*pi,3.3172366087346368*pi,3.1498544578294005*pi) q[12];\nu3(3.6558064363294935*pi,-0.4574551794064968*pi,0.6183625356281857*pi) q[13];\nu3(3.3447267600611985*pi,0.8155370756145783*pi,1.2884001879380917*pi) q[15];\nu3(3.858274117170734*pi,3.3990602728991988*pi,0.6332422427870414*pi) q[16];\nRxxyyzz(0.36588361415411974*pi,0.2593507775120836*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4319710019462102*pi,0.09173649520535587*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.3461467044871397*pi,0.2095867184012088*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.4102635009301725*pi,0.3935036595370595*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4305007493812693*pi,0.24561277807546805*pi,0.17829597755759502*pi) q[6],q[8];\nRxxyyzz(0.44922823925498*pi,0.3661352621941154*pi,0.12402929844288568*pi) q[7],q[12];\nRxxyyzz(0.4254930831711797*pi,0.19545583281878412*pi,3.84199319491588*pi) q[9],q[13];\nRxxyyzz(0.4759171647457894*pi,0.3246989399734821*pi,0.0*pi) q[14],q[11];\nu3(3.3729217756040444*pi,2.5890792034190686*pi,0.7686255890889441*pi) q[0];\nu3(3.4247562583317954*pi,0.4334386069651248*pi,0.760649982300923*pi) q[1];\nu3(3.440503359825217*pi,1.87693140666059*pi,1.8618129862283501*pi) q[2];\nu3(3.681289997011564*pi,2.901533668282953*pi,0.8499494433320125*pi) q[3];\nu3(3.23997927402283*pi,0.09956960050713703*pi,2.1045736045136816*pi) q[4];\nu3(3.5528213602979455*pi,3.2619019097117743*pi,4.002584308271419*pi) q[5];\nu3(3.5166339574249506*pi,2.935911004279001*pi,1.576581197452249*pi) q[6];\nu3(3.6513121652789042*pi,0.8268536522314927*pi,1.6818652100648892*pi) q[7];\nu3(3.138469901565861*pi,2.7299836653421456*pi,4.204059848621457*pi) q[8];\nu3(3.698525505926712*pi,2.9102858620379717*pi,2.444970651460207*pi) q[9];\nu3(3.577095793328977*pi,0.9713046157007261*pi,1.8384988125317152*pi) q[11];\nu3(3.832872315905942*pi,0.43519209979232654*pi,1.4867808325817418*pi) q[12];\nu3(3.4882611629199647*pi,2.8121041061270873*pi,1.7189458225574095*pi) q[13];\nu3(3.328389991754256*pi,0.7378081019837701*pi,0.8959511238033205*pi) q[14];\nu3(3.861265432696524*pi,2.793347863883163*pi,1.4314259915877392*pi) q[15];\nu3(3.6608333145612386*pi,2.742603952177143*pi,1.671680578196972*pi) q[16];\nRxxyyzz(0.45701870989155013*pi,0.2289714525315525*pi,0.03965533495406067*pi) q[3],q[0];\nRxxyyzz(0.32141224526321954*pi,0.2408034729003119*pi,3.95185874425478*pi) q[1],q[8];\nRxxyyzz(0.39978125940005926*pi,0.3169224117088331*pi,0.1091752740346369*pi) q[2],q[10];\nRxxyyzz(0.3785771470828694*pi,0.17582011894415583*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.47229150819547805*pi,0.12345614394481963*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.44546216670483973*pi,0.32518115128825525*pi,0.16465980548006606*pi) q[9],q[11];\nRxxyyzz(0.42762241931076966*pi,0.22687260701677442*pi,0.0536763171158641*pi) q[16],q[12];\nRxxyyzz(0.4177295284491702*pi,0.17122340084864107*pi,0.0*pi) q[14],q[13];\nu3(3.888751988008822*pi,0.6369671937047809*pi,4.000940944164631*pi) q[0];\nu3(3.773625467931358*pi,2.137974163763455*pi,0.7919274293136218*pi) q[1];\nu3(3.6072304962018666*pi,-0.4222473146348219*pi,4.344511554139106*pi) q[2];\nu3(3.4659307037773197*pi,-0.05041965357979661*pi,3.712383447342772*pi) q[3];\nu3(3.679084012196935*pi,3.4368550836484326*pi,1.5360000898235617*pi) q[5];\nu3(3.7512619110438874*pi,2.83769769854762*pi,1.5993980829866992*pi) q[6];\nu3(3.571615066215981*pi,-0.3526667131874561*pi,1.2834701775907482*pi) q[7];\nu3(3.7408986670821984*pi,-0.18392757576806845*pi,2.359238525711116*pi) q[8];\nu3(3.6572244971509655*pi,-0.4223869040567687*pi,1.0518022915004908*pi) q[9];\nu3(3.2347918073283037*pi,3.4746335184928956*pi,2.865096050116928*pi) q[10];\nu3(3.2682486873901446*pi,3.2926455207097867*pi,3.7213898222027493*pi) q[11];\nu3(3.7643934472911673*pi,2.4659136430420325*pi,0.8078297234797029*pi) q[12];\nu3(3.742250422747135*pi,0.06653470245438897*pi,0.6990352386219674*pi) q[13];\nu3(3.4637070614169323*pi,2.9198230509433154*pi,4.319054664695212*pi) q[14];\nu3(3.2557873782433107*pi,3.38743559148033*pi,1.9276996699306754*pi) q[15];\nu3(3.191565059900438*pi,0.2916202236573605*pi,3.5065409005974457*pi) q[16];\nRxxyyzz(0.37857778160475986*pi,0.22088199475294532*pi,3.93460933887484*pi) q[0],q[14];\nRxxyyzz(0.37899333830090975*pi,0.2655345270436742*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4335672258145804*pi,0.3403661544267562*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4543667180857798*pi,0.12112799058724644*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4549187476432107*pi,0.3353340516748461*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.22840565548980946*pi,0.16243928114204298*pi,0.05366460402187467*pi) q[9],q[7];\nRxxyyzz(0.4312266510590002*pi,0.24750515931972208*pi,0.15384067179669064*pi) q[15],q[8];\nRxxyyzz(0.44968820904019613*pi,0.3115061938731857*pi,0.0*pi) q[11],q[12];\nu3(3.098810489320862*pi,0.9263659548628702*pi,0.7471803263378547*pi) q[0];\nu3(3.511076529940284*pi,0.4742420235888569*pi,0.9039581734515703*pi) q[1];\nu3(3.841089692379569*pi,3.0694405921333816*pi,0.9199750183831767*pi) q[3];\nu3(3.864116429395665*pi,2.8512817200326044*pi,4.156579040657075*pi) q[4];\nu3(3.6717900874625804*pi,-0.4517416298931901*pi,3.684310935938892*pi) q[5];\nu3(3.432954938040449*pi,0.6891261734899752*pi,2.038784278544816*pi) q[6];\nu3(3.5211692394642227*pi,-0.3539486603466123*pi,0.5817265383844276*pi) q[7];\nu3(3.398742908075648*pi,2.3965120249159906*pi,0.8924113131119742*pi) q[8];\nu3(3.396721438339968*pi,0.15015686329810118*pi,3.891052575595432*pi) q[9];\nu3(3.37531597443875*pi,0.539914692838598*pi,1.311195155905849*pi) q[10];\nu3(3.464488675323616*pi,1.007419760450225*pi,1.308121887315309*pi) q[11];\nu3(3.773836072198393*pi,0.5038048461462656*pi,1.4704621920618988*pi) q[12];\nu3(3.342505181861807*pi,-0.29818445929536835*pi,0.6984610268953206*pi) q[13];\nu3(3.3910355576834084*pi,3.1422633099506614*pi,0.9460366924998249*pi) q[14];\nu3(3.6751054746789*pi,2.241201027162103*pi,3.9585249775363565*pi) q[15];\nu3(3.1358779966422263*pi,-0.1374773563722797*pi,1.6150258320212543*pi) q[16];\nRxxyyzz(0.2623573925878695*pi,0.2289237916410678*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.4965073218021496*pi,0.2547767731798942*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.42517772972527995*pi,0.13013540967195447*pi,0.050380705432422276*pi) q[2],q[8];\nRxxyyzz(0.44954333276083014*pi,0.2205881984722381*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.31262372541274*pi,0.227701404067558*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.42097021039942983*pi,0.34245961524440055*pi,0.05070248259139899*pi) q[10],q[5];\nRxxyyzz(0.44087286670018067*pi,0.2007688644634812*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3577388433507896*pi,0.24129001724122645*pi,3.79387838992081*pi) q[15],q[11];\nu3(3.27652318692117*pi,0.00033142561165067086*pi,0.9967263594247351*pi) q[0];\nu3(3.345768118460148*pi,0.5285209585269481*pi,1.3020905125428144*pi) q[1];\nu3(3.5034141269945587*pi,0.044913108053802*pi,4.2651495812818405*pi) q[2];\nu3(3.8659280438807215*pi,3.0747403104455246*pi,2.414494744195054*pi) q[3];\nu3(3.4816213391271438*pi,0.04787110289504337*pi,3.613730566482434*pi) q[4];\nu3(3.2022321834436376*pi,0.6012145658965826*pi,1.944290824156889*pi) q[5];\nu3(3.6138577120397075*pi,3.0375629596803893*pi,0.7324362375459966*pi) q[6];\nu3(3.2313476202019755*pi,-0.012729625590774285*pi,4.042671875862201*pi) q[7];\nu3(3.397040137802658*pi,3.2856980809996674*pi,3.3025776063051104*pi) q[8];\nu3(3.4797921489224573*pi,3.278883052497899*pi,1.7045247236309267*pi) q[9];\nu3(3.317241601944117*pi,3.3364741338127932*pi,4.246862815920711*pi) q[10];\nu3(3.1286021784987845*pi,2.415544504099797*pi,1.7851371393976798*pi) q[11];\nu3(3.8078119259861514*pi,0.3457882399830108*pi,1.8867316864587906*pi) q[12];\nu3(3.335116088465917*pi,0.5097536659604718*pi,2.370698610938989*pi) q[13];\nu3(3.4724914159975673*pi,-0.28226637459615456*pi,0.5801039445358871*pi) q[15];\nu3(3.748353406986408*pi,2.4572399200179422*pi,1.780942733482617*pi) q[16];\nRxxyyzz(0.43816020517612003*pi,0.34293975109062025*pi,0.039123546535348455*pi) q[15],q[0];\nRxxyyzz(0.40078225407564894*pi,0.2135903593646429*pi,3.91953405545204*pi) q[2],q[7];\nRxxyyzz(0.429393421254594*pi,0.26883089409897304*pi,3.9265086945398835*pi) q[3],q[6];\nRxxyyzz(0.4065935803647899*pi,0.27685661545279455*pi,0.10388869394304942*pi) q[10],q[4];\nRxxyyzz(0.343366361181889*pi,0.266491564484447*pi,3.9356136473841197*pi) q[8],q[5];\nRxxyyzz(0.4243801467950616*pi,0.2822131330408935*pi,0.11209018142975666*pi) q[9],q[14];\nRxxyyzz(0.40862917912468977*pi,0.30689327072411204*pi,3.87203472870951*pi) q[12],q[11];\nRxxyyzz(0.4163868829658396*pi,0.27649371526181526*pi,0.09438402578890452*pi) q[16],q[13];\nu3(3.4549636072031578*pi,3.272178952258828*pi,3.9929299348420866*pi) q[0];\nu3(3.6065351293383254*pi,-0.3108342788275279*pi,2.4531203396866097*pi) q[2];\nu3(3.514678226398906*pi,-0.3594977892305218*pi,1.7433408345582322*pi) q[3];\nu3(3.1299539863913832*pi,1.3115281839082984*pi,4.383633905952969*pi) q[4];\nu3(3.359527281216689*pi,2.783712217120966*pi,4.388884038202808*pi) q[5];\nu3(3.1851731284248013*pi,0.7618605454571266*pi,0.6229710180632075*pi) q[6];\nu3(3.5993759633459312*pi,3.4201734753887734*pi,0.7864296003542504*pi) q[7];\nu3(3.825405389734588*pi,2.9770784601574243*pi,4.293648610128783*pi) q[8];\nu3(3.7199786019321643*pi,-0.05277441603671923*pi,4.091776570116789*pi) q[9];\nu3(3.6262832247850265*pi,2.3813352896741455*pi,0.9174232000333906*pi) q[10];\nu3(3.7333835306312664*pi,0.30009767472880844*pi,1.4985302161573135*pi) q[11];\nu3(3.5299587554073497*pi,1.1078436990552136*pi,2.3742329229605796*pi) q[12];\nu3(3.314785418314744*pi,2.23111549668375*pi,0.9871551688408211*pi) q[13];\nu3(3.4258486970243176*pi,0.3764362298519083*pi,4.074849341491953*pi) q[14];\nu3(3.579434625462326*pi,0.26822871809990956*pi,4.176794559952609*pi) q[15];\nu3(3.2834431989338975*pi,0.3861608323004664*pi,3.986121028133189*pi) q[16];\nRxxyyzz(0.39024316722275043*pi,0.17996136128253187*pi,0.06383240787713787*pi) q[0],q[4];\nRxxyyzz(0.45717895894184*pi,0.38696414112893485*pi,0.0903219968483473*pi) q[1],q[16];\nRxxyyzz(0.4089440919212498*pi,0.3272366961069644*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4253372910779094*pi,0.3185323320825391*pi,3.9583886461805697*pi) q[10],q[5];\nRxxyyzz(0.4636627769870394*pi,0.1196271110252205*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.40995412838179923*pi,0.18373018843742722*pi,0.05492219097425133*pi) q[15],q[8];\nu3(3.7241810472728485*pi,2.2638138296231487*pi,0.6737581838404441*pi) q[0];\nu3(3.603569266228825*pi,2.8088068767579846*pi,1.8843733647074323*pi) q[1];\nu3(3.7882652603145006*pi,1.0252355593647515*pi,1.4859734640955238*pi) q[2];\nu3(3.4178684085837725*pi,0.3842544132319541*pi,1.227337722899181*pi) q[4];\nu3(3.594902870786229*pi,2.926784428475065*pi,1.3317914054552156*pi) q[5];\nu3(3.519756866722386*pi,0.7242738060354779*pi,1.4444360470709083*pi) q[7];\nu3(3.8213299559072613*pi,1.388385298741805*pi,0.59363263785023*pi) q[8];\nu3(3.261740653373882*pi,3.2472868126589427*pi,1.7878738663775529*pi) q[10];\nu3(3.339886824812104*pi,2.7050494038050203*pi,2.0349223084288344*pi) q[12];\nu3(3.2304253029372267*pi,0.11349108852228618*pi,4.373688737215744*pi) q[13];\nu3(3.630586351426311*pi,-0.49928512709691675*pi,2.9286876313836254*pi) q[15];\nu3(3.789405563858386*pi,1.154716728032915*pi,0.6279288744099666*pi) q[16];\nRxxyyzz(0.41821375441881925*pi,0.27664400839263337*pi,0.06876793699623902*pi) q[12],q[0];\nRxxyyzz(0.43164370366902016*pi,0.42117041774384867*pi,3.9252958381045495*pi) q[1],q[7];\nRxxyyzz(0.3846522729538099*pi,0.24172748849578116*pi,0.13634768629014332*pi) q[3],q[2];\nRxxyyzz(0.3855155487133396*pi,0.11775762922659527*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4260838919814597*pi,0.17577044959791932*pi,3.8802904970245695*pi) q[14],q[5];\nRxxyyzz(0.4590441086137896*pi,0.3084267108001249*pi,0.07465521500757306*pi) q[16],q[9];\nRxxyyzz(0.30347226891678003*pi,0.0765246271580936*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4390858272940096*pi,0.24084864856785376*pi,3.906744432214961*pi) q[15],q[11];\nu3(3.5412924903497625*pi,2.4349748742462114*pi,4.309212147176162*pi) q[0];\nu3(3.4309867219332153*pi,0.4538236933629982*pi,2.1837110837015876*pi) q[1];\nu3(3.4673060563304454*pi,2.9626741285184477*pi,1.0255365700055714*pi) q[2];\nu3(3.7788548649702896*pi,2.9034062171960358*pi,3.327778345210022*pi) q[3];\nu3(3.4912186481779077*pi,2.060021163763773*pi,1.9435895977138622*pi) q[4];\nu3(3.9197992200934864*pi,0.0120688937347323*pi,0.6289122221305967*pi) q[5];\nu3(3.5338002748057162*pi,2.9113562801207005*pi,1.6420619102667553*pi) q[7];\nu3(3.4815673761131847*pi,0.6213511532394831*pi,0.796047972136266*pi) q[8];\nu3(3.761908211157753*pi,3.2944151932279593*pi,0.8200595575666171*pi) q[9];\nu3(3.7758628099600555*pi,-0.29978237751164893*pi,0.5780534697093216*pi) q[10];\nu3(3.8004133257672583*pi,2.7187597168858133*pi,0.6947705003955806*pi) q[11];\nu3(3.120154435412619*pi,2.257841077154299*pi,4.115908299709222*pi) q[12];\nu3(3.537075291660581*pi,1.3812061880694073*pi,1.092643928530054*pi) q[13];\nu3(3.15403733139447*pi,1.274938487425612*pi,1.1934392625794912*pi) q[14];\nu3(3.6041877923566736*pi,1.9664618702403556*pi,0.6189417674945883*pi) q[15];\nu3(3.389931720337814*pi,2.3712364073013483*pi,0.6420752048677998*pi) q[16];\nRxxyyzz(0.3857134130317904*pi,0.2746725040302058*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4488778805182001*pi,0.3044781334308212*pi,3.9415406108313*pi) q[12],q[2];\nRxxyyzz(0.3710569551240397*pi,0.15444326031507694*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4560435054240699*pi,0.25743434224696515*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.32857527596821956*pi,0.13064054641796874*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.30038333856981897*pi,0.25246049367787293*pi,3.861872644021951*pi) q[9],q[6];\nRxxyyzz(0.3397847102594093*pi,0.21489430230812*pi,3.9330433292592293*pi) q[15],q[13];\nRxxyyzz(0.3152279282787901*pi,0.16332774243147696*pi,3.956084150399761*pi) q[16],q[14];\nu3(3.55174625844862*pi,0.2935970724088852*pi,1.9759144569605793*pi) q[0];\nu3(3.1581952266760007*pi,2.77111519288025*pi,1.5939998954385013*pi) q[1];\nu3(3.5682073859406604*pi,2.1677989715789985*pi,2.3485490348169193*pi) q[2];\nu3(3.193750549869865*pi,3.142848690326579*pi,2.352503932451846*pi) q[3];\nu3(3.4907639269690502*pi,0.6555783794633845*pi,1.0565812297852932*pi) q[4];\nu3(3.433530191224833*pi,2.8846954374692637*pi,1.9811229609361485*pi) q[5];\nu3(3.7402489660171874*pi,2.18379785766919*pi,1.8523056664504998*pi) q[6];\nu3(3.3129075443820373*pi,1.4587772786289195*pi,0.9371296795020645*pi) q[7];\nu3(3.192485114215475*pi,-0.07163781108911627*pi,3.9595253515302353*pi) q[8];\nu3(3.2593928860438215*pi,0.3923895071784136*pi,4.373345252464383*pi) q[9];\nu3(3.665856415868828*pi,0.25398317736799014*pi,2.445344479565546*pi) q[11];\nu3(3.668939487930764*pi,3.079398492358949*pi,1.1600256783981955*pi) q[12];\nu3(3.551205032287357*pi,2.0576547573300608*pi,1.4472926697353143*pi) q[13];\nu3(3.1220007649494894*pi,-0.2703160855529146*pi,0.5910334758902975*pi) q[14];\nu3(3.2911537080055795*pi,2.710714972762388*pi,2.0297644254764866*pi) q[15];\nu3(3.698236607100103*pi,2.6213972289747067*pi,0.7440494934887494*pi) q[16];\nRxxyyzz(0.4593169513205302*pi,0.16031392811284328*pi,0.0415762098297295*pi) q[10],q[0];\nRxxyyzz(0.46086168362044033*pi,0.2941957189508781*pi,0.22215867032961406*pi) q[2],q[4];\nRxxyyzz(0.4284555236077*pi,0.2777123745462084*pi,0.0970419959536792*pi) q[3],q[11];\nRxxyyzz(0.43725660720865944*pi,0.25375988509266056*pi,3.8735139019693996*pi) q[8],q[5];\nRxxyyzz(0.43656915436538923*pi,0.2951224021208356*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.3322411248103202*pi,0.17805008027483105*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.27786553089583943*pi,0.22432611188878493*pi,0.0*pi) q[16],q[12];\nRxxyyzz(0.4389292755687997*pi,0.37540478410011424*pi,3.8120937949113802*pi) q[14],q[13];\nu3(3.5320597431215726*pi,2.9555609903914832*pi,1.0857399812513417*pi) q[0];\nu3(3.151820491503279*pi,-0.12236214941277518*pi,3.29667768431736*pi) q[2];\nu3(3.201741105783876*pi,2.5846361932849846*pi,4.494373506842275*pi) q[3];\nu3(3.5157444051293223*pi,1.4520422685833503*pi,1.252993870362343*pi) q[4];\nu3(3.6696907132216126*pi,-0.2751568571429527*pi,1.3474623868344433*pi) q[5];\nu3(3.3146641577366016*pi,0.8344355556612859*pi,1.0480404999530573*pi) q[6];\nu3(3.0636022214589067*pi,3.1353982280285932*pi,2.3528697587355323*pi) q[7];\nu3(3.4047472130812886*pi,2.638212993790264*pi,1.439685048818968*pi) q[8];\nu3(3.580701548156896*pi,-0.005325326681113518*pi,1.1412417069352179*pi) q[9];\nu3(3.5357555484540613*pi,0.31152850848242475*pi,0.8149424429611428*pi) q[10];\nu3(3.2670655631088317*pi,0.47573778030684866*pi,4.070847592457129*pi) q[11];\nu3(3.6160128188227616*pi,1.1933407233303632*pi,1.4782119863953564*pi) q[12];\nu3(3.42677501080126*pi,3.0046700767238947*pi,1.5864448464222858*pi) q[13];\nu3(3.7062011920421893*pi,2.9644872476473685*pi,1.135635933380192*pi) q[14];\nu3(3.5953874000188226*pi,0.8629448913231434*pi,1.4954095379685488*pi) q[15];\nu3(3.1210580508769263*pi,0.022025239674847708*pi,4.147620560721802*pi) q[16];\nRxxyyzz(0.21143615403016136*pi,0.08980440805904788*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4140782171724674*pi,0.35710835949403397*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4329750856150647*pi,0.2858297461516238*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.35386615816915956*pi,0.30558984850253756*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.3232881146240193*pi,0.18629560230820452*pi,0.11782000929151515*pi) q[8],q[4];\nRxxyyzz(0.42007883317829986*pi,0.31465034415858917*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.42690693300864974*pi,0.23985644344727403*pi,3.91475878129803*pi) q[9],q[14];\nRxxyyzz(0.44774958482235927*pi,0.29214242907472476*pi,0.0*pi) q[15],q[12];\nu3(3.829137131078379*pi,2.087680751469915*pi,4.242679565153987*pi) q[0];\nu3(3.607895452127551*pi,-0.10982445103813665*pi,1.7790315661502978*pi) q[1];\nu3(3.52359248655044*pi,2.217185232451925*pi,1.8925502784390682*pi) q[2];\nu3(3.2737622805587665*pi,2.81656977927343*pi,1.2148280432181777*pi) q[3];\nu3(3.8758794653319635*pi,0.19408945377914522*pi,0.702853751286708*pi) q[4];\nu3(3.5897778516209673*pi,-0.2591191740845653*pi,0.928739534505854*pi) q[5];\nu3(3.1684143672433667*pi,1.5156408875931922*pi,1.311978537663414*pi) q[7];\nu3(3.9845497625674176*pi,2.396856627127942*pi,4.395822826440886*pi) q[8];\nu3(3.454868946813515*pi,3.4468086644701765*pi,1.2013247981825903*pi) q[9];\nu3(3.8612185128339753*pi,-0.4791609836463933*pi,1.3274636816210124*pi) q[10];\nu3(3.5658502504613203*pi,1.940929176345413*pi,1.3395972914808758*pi) q[11];\nu3(3.2724552116616907*pi,3.35540032728203*pi,0.5867275774419343*pi) q[12];\nu3(3.6163953504131756*pi,0.682095865512631*pi,2.197734906700042*pi) q[13];\nu3(3.5165615852499448*pi,2.5955618016109065*pi,1.2640018078367201*pi) q[14];\nu3(3.6090145695735787*pi,0.6629942946033316*pi,0.6987173458215374*pi) q[15];\nu3(3.2995627866609762*pi,0.1705258130205619*pi,1.7199377400428801*pi) q[16];\nRxxyyzz(0.4533724175375196*pi,0.23982682488033216*pi,0.12955882132107496*pi) q[1],q[0];\nRxxyyzz(0.4072786854057604*pi,0.17267594648953521*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.45101018306748*pi,0.14602981211169208*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.4829554402300983*pi,0.297543342518229*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.43409208238487995*pi,0.37849859099250555*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.2045556001793693*pi,0.17644276801707504*pi,3.876686957106701*pi) q[11],q[7];\nRxxyyzz(0.4211511361907996*pi,0.37048778700013957*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.41275487073498957*pi,0.28413110399885877*pi,3.9333848785217107*pi) q[13],q[14];\nu3(3.646173542317878*pi,1.8859238075561322*pi,4.014750960403486*pi) q[0];\nu3(3.265276897948622*pi,3.2991612985814935*pi,1.643949193628519*pi) q[1];\nu3(3.6029805171616256*pi,2.2710507647668705*pi,1.2262150558970801*pi) q[2];\nu3(3.7432430291752006*pi,3.394970680158905*pi,1.0958483710229652*pi) q[3];\nu3(3.286178662372887*pi,3.2320812144323865*pi,0.956784592974352*pi) q[4];\nu3(3.6866267478997337*pi,0.6802380111032371*pi,3.842841606609655*pi) q[5];\nu3(3.441020534123407*pi,-0.4203051560589826*pi,1.1055774081168248*pi) q[6];\nu3(0.3263886796748507*pi,2.6317078876885405*pi,1.3666620041038469*pi) q[7];\nu3(3.7077143188653476*pi,2.7080427596087344*pi,0.6594629423570724*pi) q[9];\nu3(3.436218263043109*pi,2.8110113256458225*pi,3.9327372856578053*pi) q[10];\nu3(3.367371101926473*pi,2.6029116039023763*pi,1.005411487467561*pi) q[11];\nu3(3.6167510843897666*pi,0.8674221936435278*pi,0.6375325443480658*pi) q[12];\nu3(3.617265814381885*pi,0.9642826344597881*pi,0.8742793734262846*pi) q[13];\nu3(3.153734202227889*pi,0.31662129057432253*pi,1.8460593150083766*pi) q[14];\nu3(3.4211096371227567*pi,0.8674494246797757*pi,1.0088086927954953*pi) q[15];\nu3(3.3514406145713624*pi,-0.2987592549651626*pi,0.8837811368645778*pi) q[16];\nmeasure q[7] -> c[10];\nRxxyyzz(0.15200637832251962*pi,0.08379437372752063*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.31011620314477106*pi,0.08556803893072029*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.21538635225169944*pi,0.10550673878442796*pi,3.954414408378741*pi) q[11],q[2];\nRxxyyzz(0.3269344715470889*pi,0.2310005423718252*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.38708233076713017*pi,0.24506896528263444*pi,0.16998698045468955*pi) q[6],q[13];\nRxxyyzz(0.36642844793487017*pi,0.15182953256029486*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.3887893928779397*pi,0.1933484699964615*pi,0.0*pi) q[14],q[12];\nRxxyyzz(0.37271407823057967*pi,0.07756277854602545*pi,0.0*pi) q[15],q[16];\nu3(3.646040741731972*pi,3.3783367931079527*pi,0.9137916924493945*pi) q[0];\nu3(3.132826625130368*pi,-0.31918227467133786*pi,3.03483504582024*pi) q[1];\nu3(3.5555617551446566*pi,-0.35226062453733287*pi,1.4823057780009963*pi) q[2];\nu3(3.816883051830303*pi,0.539834415479576*pi,1.7528862311350975*pi) q[3];\nu3(3.6277623030335406*pi,-0.24564849605766403*pi,0.5186797157079139*pi) q[4];\nu3(3.4767774705975527*pi,2.310333398399293*pi,0.6085693962837881*pi) q[5];\nu3(3.356214152075601*pi,2.6407073090364936*pi,1.2476512183623165*pi) q[6];\nu3(3.2789276200469653*pi,1.2444879482049913*pi,4.493966440666366*pi) q[8];\nu3(3.4726098956953555*pi,2.9951782687665074*pi,0.9732112912733015*pi) q[9];\nu3(3.3061713148196556*pi,2.279577333259772*pi,2.3138245198531964*pi) q[10];\nu3(3.603314755440192*pi,3.3687134507268404*pi,0.7392913195209037*pi) q[11];\nu3(3.7165296633029667*pi,0.11540472290816872*pi,0.9126571092820467*pi) q[12];\nu3(3.499853503476013*pi,0.1628988429037237*pi,1.8281738594602686*pi) q[13];\nu3(3.239972294256871*pi,1.4449682429545896*pi,1.4961318317530514*pi) q[14];\nu3(3.335136689658924*pi,0.40286220863902444*pi,4.311249541236607*pi) q[15];\nu3(3.537417724529424*pi,0.7878763005303768*pi,1.477972261139877*pi) q[16];\nmeasure q[9] -> c[4];\nmeasure q[8] -> c[8];\nmeasure q[15] -> c[12];\nmeasure q[16] -> c[15];\nRxxyyzz(0.36602289390989984*pi,0.20503761601515924*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.45280176575074005*pi,0.19130284084301466*pi,0.04903527110158913*pi) q[1],q[11];\nRxxyyzz(0.42469288090646984*pi,0.3778129581388492*pi,0.19264967010261902*pi) q[6],q[2];\nRxxyyzz(0.43955780709401*pi,0.2687762802616622*pi,0.14068463902682676*pi) q[3],q[13];\nRxxyyzz(0.39474104959141965*pi,0.21308088493778318*pi,3.8183728484696307*pi) q[4],q[10];\nRxxyyzz(0.312876215023847*pi,0.20404300149470722*pi,0.0*pi) q[5],q[12];\nu3(3.2064418703034443*pi,0.40200892529429044*pi,1.355058995273597*pi) q[0];\nu3(3.7644721740643727*pi,2.7390356178008313*pi,4.058041521953882*pi) q[1];\nu3(3.1182264815228744*pi,2.187913966149768*pi,0.9606388394986719*pi) q[2];\nu3(3.6212395946575686*pi,2.853947137884084*pi,3.989817955481072*pi) q[3];\nu3(3.2533971443813545*pi,0.06570421502892465*pi,2.282897269931265*pi) q[4];\nu3(0.6552400122535273*pi,0.12542992988322932*pi,2.0398733063193832*pi) q[5];\nu3(3.8512387473150773*pi,-0.035654788538623805*pi,0.9759307946383649*pi) q[6];\nu3(3.1458230550772086*pi,0.7710640729530196*pi,2.265974436874365*pi) q[10];\nu3(3.684121946397299*pi,2.192763628832923*pi,0.8820739517598374*pi) q[11];\nu3(1.364222730394805*pi,0.19583732206727*pi,0.7646884681076153*pi) q[12];\nu3(3.6778581508940333*pi,2.7110726921275776*pi,1.7444737718863232*pi) q[13];\nu3(3.637896600154213*pi,-0.25073394729078324*pi,2.2014094016188803*pi) q[14];\nmeasure q[3] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[1] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[10] -> c[9];\nmeasure q[14] -> c[11];\nmeasure q[5] -> c[13];\nmeasure q[0] -> c[14];\nmeasure q[2] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.50587187577799*pi,-0.13922182432281116*pi,2.2420361469745487*pi) q[0];\nu3(3.583631688247015*pi,0.8454964670274001*pi,3.1836445828211506*pi) q[1];\nu3(3.3046652074273974*pi,0.861527426483433*pi,4.062666365895709*pi) q[2];\nu3(3.7591853736019494*pi,0.9375619965301984*pi,2.599290075997866*pi) q[3];\nu3(3.3913465313291757*pi,-0.09100243718983325*pi,4.381855106623844*pi) q[4];\nu3(3.887266810153193*pi,0.8653117700967434*pi,1.4677891904687759*pi) q[5];\nu3(3.4001801265037286*pi,3.319808534213311*pi,1.0509522462339569*pi) q[6];\nu3(3.0408296023514594*pi,2.9116664993730454*pi,1.0379822573872897*pi) q[7];\nu3(3.41249528209804*pi,-0.3350638471762767*pi,2.8141278768534406*pi) q[8];\nu3(3.6380230519291157*pi,-0.3052190868292623*pi,3.591533499442135*pi) q[9];\nu3(3.3968988669521014*pi,2.3513826862871277*pi,0.9587825634196869*pi) q[10];\nu3(3.524021198214178*pi,3.412250032283303*pi,2.106924883424463*pi) q[11];\nu3(3.228943598295601*pi,2.786421256258426*pi,2.7697791824344447*pi) q[12];\nu3(3.247620375335517*pi,2.76030839493512*pi,0.92778685560518*pi) q[13];\nu3(3.6610120990547608*pi,3.4271357473677755*pi,3.2551797889099303*pi) q[14];\nu3(3.1791317949138342*pi,0.17115906991375107*pi,1.2707507203894655*pi) q[15];\nu3(3.5752549202375365*pi,1.4442239412077589*pi,0.9056151966484404*pi) q[16];\nRxxyyzz(0.28858872190822993*pi,0.2728357883895951*pi,0.09843157116651824*pi) q[0],q[3];\nRxxyyzz(0.3561084352555701*pi,0.19696924202293575*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.38465539845814023*pi,0.241914297492122*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.27780700286355986*pi,0.2421386468205764*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.31121839564565*pi,0.1429003237947264*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3735925801664695*pi,0.21950949613376236*pi,3.855261974157621*pi) q[6],q[15];\nRxxyyzz(0.40416218189879005*pi,0.05944763544228471*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.424562710104482*pi,0.2163230698797558*pi,0.0*pi) q[10],q[14];\nu3(3.342061520980549*pi,2.0015029453332054*pi,1.0946549060767485*pi) q[0];\nu3(3.885358693042648*pi,3.058034515547641*pi,2.947447433772046*pi) q[1];\nu3(3.798229756454712*pi,2.5123874390580436*pi,0.7088024166263658*pi) q[2];\nu3(3.361556598828759*pi,1.3944042060855235*pi,4.455535390643706*pi) q[3];\nu3(3.419586300496421*pi,2.649363508895039*pi,1.764954863967147*pi) q[4];\nu3(3.5577778480308995*pi,-0.08204392848528641*pi,1.346965004404908*pi) q[5];\nu3(3.8080923595309852*pi,3.039281859857906*pi,1.0928848555417496*pi) q[6];\nu3(3.7592595677006826*pi,0.7238333645406527*pi,1.4059147722727068*pi) q[7];\nu3(3.718809123256892*pi,2.20467375743514*pi,2.2380415630077426*pi) q[8];\nu3(3.788180371645265*pi,-0.4737311644367953*pi,1.4946718450985217*pi) q[10];\nu3(3.056527442891081*pi,0.7594294915789941*pi,1.610440352823842*pi) q[11];\nu3(3.675472041088577*pi,-0.4331298170579956*pi,0.5609629638690472*pi) q[12];\nu3(3.8055722345483547*pi,2.5722351441467546*pi,0.901425497645748*pi) q[13];\nu3(3.831161733955254*pi,3.3463936377387844*pi,4.292940208662051*pi) q[14];\nu3(3.1481687180809703*pi,0.8504357599203656*pi,2.115731394018357*pi) q[15];\nu3(3.5690331500661783*pi,0.6812000761959152*pi,2.023486561756437*pi) q[16];\nRxxyyzz(0.45775190512740765*pi,0.18252044837206677*pi,0.09256815663377849*pi) q[0],q[9];\nRxxyyzz(0.4346539160464306*pi,0.2894219884604628*pi,0.12007875697056629*pi) q[1],q[16];\nRxxyyzz(0.40506913528962074*pi,0.18256817144576953*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.2794382463358297*pi,0.14356924153416317*pi,0.04799600220657885*pi) q[5],q[8];\nRxxyyzz(0.29017671641648946*pi,0.22512894563710395*pi,0.06327969857084881*pi) q[6],q[7];\nRxxyyzz(0.39781392355564976*pi,0.28172279236195674*pi,0.1494607461284008*pi) q[12],q[10];\nRxxyyzz(0.45479115309287016*pi,0.2581865250288085*pi,0.10194983928566609*pi) q[11],q[15];\nRxxyyzz(0.39608639601935014*pi,0.35166135899027423*pi,0.08844087880453672*pi) q[14],q[13];\nu3(3.1614995261440813*pi,-0.06904017298919113*pi,3.5269260500697346*pi) q[0];\nu3(3.5886289045449224*pi,1.8411924791053682*pi,0.7943363891880967*pi) q[1];\nu3(3.399078535348258*pi,2.6921524147079063*pi,0.8592267363858721*pi) q[2];\nu3(3.437561286016701*pi,0.6783216205145925*pi,1.0207973452013221*pi) q[3];\nu3(3.5831839482126147*pi,0.09132229797686131*pi,1.6723239760234647*pi) q[5];\nu3(3.328271229782967*pi,-0.468995383314571*pi,1.4844960528801256*pi) q[6];\nu3(3.653007994735777*pi,2.884821781701092*pi,3.5200632969736114*pi) q[7];\nu3(3.1950540342346154*pi,-0.2612252317353064*pi,4.4825270506394626*pi) q[8];\nu3(3.3238605802072225*pi,3.387737147490202*pi,3.0257425539018206*pi) q[9];\nu3(3.158718580984845*pi,0.8744782608285824*pi,3.8755250810860167*pi) q[10];\nu3(3.7289317214546243*pi,0.014336578651488185*pi,3.062496045279498*pi) q[11];\nu3(3.523489723702662*pi,2.779338707110881*pi,1.0229856546923928*pi) q[12];\nu3(3.9174421840178444*pi,-0.1773166450765662*pi,3.0748979170007447*pi) q[13];\nu3(3.465855620782496*pi,3.486078448172231*pi,2.0696928818877645*pi) q[14];\nu3(3.8003065241173557*pi,2.448598987520911*pi,1.231694839886227*pi) q[15];\nu3(3.6099811047517374*pi,-0.34786192726337983*pi,3.7478713766346146*pi) q[16];\nRxxyyzz(0.3723905928983902*pi,0.14948562823164388*pi,3.8971153175576703*pi) q[1],q[9];\nRxxyyzz(0.3767142244869802*pi,0.07626674191975102*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3421045153085398*pi,0.19589018527155944*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.3853255308872595*pi,0.33248224849030933*pi,3.95922537812109*pi) q[12],q[4];\nRxxyyzz(0.34720346047435013*pi,0.21871899997662014*pi,3.8442104882273895*pi) q[5],q[6];\nRxxyyzz(0.4643857463434641*pi,0.1738918439793533*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3900296055914101*pi,0.3276167261039493*pi,3.86856005778277*pi) q[13],q[15];\nu3(3.9500740713359077*pi,-0.07121210959445917*pi,2.015468949851086*pi) q[1];\nu3(3.5809074104838756*pi,3.132950040930704*pi,2.470018605599108*pi) q[2];\nu3(3.4330237457912247*pi,0.5904818819884139*pi,1.177779545702544*pi) q[3];\nu3(3.3822103414286815*pi,1.29880459463133*pi,0.5789270381432496*pi) q[4];\nu3(3.485333981843733*pi,0.8858741370597092*pi,1.2167418057638493*pi) q[5];\nu3(3.6874389509492254*pi,1.9886538654541335*pi,1.6287570980710333*pi) q[6];\nu3(3.85401747511683*pi,2.9816239253772396*pi,0.822280927842422*pi) q[8];\nu3(3.2711962947693793*pi,2.5647424423395426*pi,0.7185438411740313*pi) q[9];\nu3(3.2926781166680645*pi,2.502826787477417*pi,0.516295561634053*pi) q[10];\nu3(3.442989633591188*pi,-0.21992760935003786*pi,1.7337311871023782*pi) q[11];\nu3(3.5805506836773646*pi,0.16648843230648747*pi,1.674104127199282*pi) q[12];\nu3(3.7791381606022902*pi,3.1066577728967495*pi,1.1620432968194176*pi) q[13];\nu3(3.6719297407552083*pi,0.9920055232334859*pi,0.8636813645579593*pi) q[14];\nu3(3.704975029382413*pi,2.1728643138842667*pi,2.1975567582305464*pi) q[15];\nRxxyyzz(0.4668361912561195*pi,0.19482997228843602*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.36072726717806014*pi,0.24872667757663658*pi,0.08400584043785031*pi) q[7],q[2];\nRxxyyzz(0.42957393677076994*pi,0.1703274079858922*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.49804998884659024*pi,0.1680810841491962*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.3851438993048095*pi,0.23656090143049502*pi,3.92180665453677*pi) q[12],q[13];\nRxxyyzz(0.3215949685738399*pi,0.2390976068854398*pi,0.09982315682415965*pi) q[15],q[16];\nu3(3.673549105056104*pi,3.3915177528139235*pi,1.4443394481760103*pi) q[0];\nu3(3.283853013675535*pi,3.2068745667015692*pi,2.17240709304509*pi) q[2];\nu3(3.521206458809462*pi,2.9424981473751766*pi,0.8023427049460463*pi) q[4];\nu3(3.576700204961527*pi,2.938627082397371*pi,1.7424095491534746*pi) q[5];\nu3(3.326780973221674*pi,0.6105128583060968*pi,0.9650107579712932*pi) q[6];\nu3(3.330962210233887*pi,-0.0030849948355147205*pi,2.237776636882132*pi) q[7];\nu3(3.641605575040898*pi,-0.4685229249222602*pi,1.2723886055686153*pi) q[10];\nu3(3.1391519059481223*pi,-0.45366454069062356*pi,1.0982852664182423*pi) q[12];\nu3(3.213373754831193*pi,3.1923085103895854*pi,0.8400345629828472*pi) q[13];\nu3(3.4271338100118274*pi,0.4454312624603367*pi,1.4896473458111594*pi) q[14];\nu3(3.5098845868151667*pi,2.3910875763651522*pi,4.181258206043886*pi) q[15];\nu3(3.3766148722062397*pi,2.6517260305437604*pi,3.3573332133629368*pi) q[16];\nRxxyyzz(0.4450380831523598*pi,0.25386811963029254*pi,0.06841380506640421*pi) q[0],q[16];\nRxxyyzz(0.48471414616713004*pi,0.32228600196477686*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4608610718757196*pi,0.31391391750347336*pi,0.08343111030473305*pi) q[12],q[3];\nRxxyyzz(0.45842608607203006*pi,0.17557431722291572*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4057235583239196*pi,0.3010449170067915*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.2861607102549196*pi,0.23909211671661046*pi,3.935712870169139*pi) q[6],q[15];\nRxxyyzz(0.40755649433427*pi,0.24433653453155524*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.44441306120591995*pi,0.303759638194512*pi,0.0*pi) q[9],q[13];\nu3(3.19937611692332*pi,3.418207162447963*pi,1.0758977210760323*pi) q[0];\nu3(3.178377661027939*pi,2.8964880002497373*pi,0.9378017522299128*pi) q[1];\nu3(3.507260638128093*pi,3.4647114367551426*pi,1.987063833610909*pi) q[2];\nu3(3.499279749737269*pi,1.1659048687897056*pi,0.508799897595215*pi) q[3];\nu3(3.8890222465052644*pi,3.446407376242976*pi,2.2931475481958654*pi) q[4];\nu3(3.3820704192433517*pi,2.8295613139552866*pi,1.4951643265471204*pi) q[5];\nu3(3.6029100402229295*pi,0.06876617538117225*pi,0.7627246710396602*pi) q[6];\nu3(3.189528522353723*pi,0.3847419734574342*pi,2.2047721615163502*pi) q[7];\nu3(3.195923592085617*pi,2.534187495165792*pi,0.5541448386032134*pi) q[8];\nu3(3.5834997203716057*pi,0.5844659790561182*pi,2.3961508266936105*pi) q[9];\nu3(3.827487976552324*pi,-0.13816179852863714*pi,1.3829509592183142*pi) q[10];\nu3(3.4975353265755347*pi,2.872755479867122*pi,1.496725599053574*pi) q[12];\nu3(3.6557651333228582*pi,3.2071948873937797*pi,0.6521656760510681*pi) q[13];\nu3(3.613143088944572*pi,2.519537597847987*pi,1.741095489684245*pi) q[14];\nu3(3.060743563652025*pi,1.9536794495923124*pi,1.5375779321047274*pi) q[15];\nu3(3.6561396414181004*pi,3.08472851473935*pi,1.867470431255688*pi) q[16];\nRxxyyzz(0.41740669683709986*pi,0.3606950492185376*pi,0.04213773416309314*pi) q[12],q[0];\nRxxyyzz(0.3786345363598*pi,0.19105642471609638*pi,3.929194712743931*pi) q[1],q[5];\nRxxyyzz(0.48069648925257624*pi,0.2584624260908044*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.33574412125855*pi,0.2103360530965951*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4809489124455516*pi,0.2349187643334948*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3973418660266796*pi,0.1820233748207514*pi,3.9571254784786305*pi) q[9],q[8];\nRxxyyzz(0.4140952550002299*pi,0.17698481269665778*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.39584530810948015*pi,0.25253175045385984*pi,0.03971987427119715*pi) q[14],q[16];\nu3(3.190922886435996*pi,3.1622837581506027*pi,3.4004713339292914*pi) q[0];\nu3(3.4437719956759665*pi,2.7087382703804974*pi,0.5599553706649858*pi) q[1];\nu3(3.3720599243122407*pi,3.303332319550952*pi,2.24722089837963*pi) q[2];\nu3(3.740493224717426*pi,0.7235775140474243*pi,0.7326026883529566*pi) q[4];\nu3(3.2726111499556816*pi,-0.115627153128194*pi,1.8735898847176868*pi) q[5];\nu3(3.363831511615753*pi,2.8227563545845267*pi,2.12866969405631*pi) q[6];\nu3(3.780733009215256*pi,3.1325148848700657*pi,2.410793649189915*pi) q[7];\nu3(3.5806815697857735*pi,-0.332249329866645*pi,1.5980840858648748*pi) q[8];\nu3(3.615675710364799*pi,0.2736784209094808*pi,0.9663056164613719*pi) q[9];\nu3(3.557487990336343*pi,2.746977448813154*pi,1.9331741033418106*pi) q[10];\nu3(3.9774793880355044*pi,0.9261630107616785*pi,1.0763084944622556*pi) q[11];\nu3(3.4325178137568777*pi,-0.19238887725673615*pi,3.2065299365222324*pi) q[12];\nu3(3.471674853220746*pi,3.3382799616781553*pi,4.266710695067367*pi) q[13];\nu3(3.8150232735976153*pi,1.0132552756302422*pi,4.4677087514681455*pi) q[14];\nu3(3.837040378308*pi,0.42330718936386935*pi,1.728542235454691*pi) q[15];\nu3(3.227245207843845*pi,3.3776415159671256*pi,1.6950046437873993*pi) q[16];\nRxxyyzz(0.48522528990653047*pi,0.2857397136628983*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.45540608992373066*pi,0.3269620114165035*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3216088888515597*pi,0.223344736919176*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.38547679143369074*pi,0.24614941973482996*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.36947534596242987*pi,0.3218945730234973*pi,0.11257189524890084*pi) q[6],q[16];\nRxxyyzz(0.3974559422915802*pi,0.37000247055791136*pi,0.13869142259773515*pi) q[10],q[7];\nRxxyyzz(0.43093770245341034*pi,0.2964044549215612*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.39782558817540004*pi,0.2672208370687805*pi,0.07516219301139675*pi) q[12],q[15];\nu3(3.6039801176712194*pi,-0.1986508485138403*pi,1.0745902675514778*pi) q[0];\nu3(3.4781249472718967*pi,2.3403747264409507*pi,1.4170895821021712*pi) q[1];\nu3(3.439460512848703*pi,-0.2527738602138091*pi,3.703726649107563*pi) q[2];\nu3(3.5689550518715274*pi,1.8705967305653326*pi,1.5384763489231448*pi) q[3];\nu3(3.4392377544999375*pi,-0.27305549725403744*pi,0.8332294620084236*pi) q[4];\nu3(3.4580951344295467*pi,-0.4894952756760632*pi,2.3246609475547917*pi) q[5];\nu3(3.690887422493775*pi,2.3262214087387805*pi,4.264035637259038*pi) q[6];\nu3(3.1041763156277202*pi,2.413671935729985*pi,1.3431506972206837*pi) q[7];\nu3(3.797399844322216*pi,3.332706068836712*pi,3.715290092424082*pi) q[8];\nu3(3.223359352388914*pi,2.4091835586651538*pi,2.2361012444468216*pi) q[9];\nu3(3.1912122239690874*pi,3.0622723852427747*pi,0.6489866128072946*pi) q[10];\nu3(3.6059087011687345*pi,2.1478522895386174*pi,0.8748559588630318*pi) q[11];\nu3(3.795465396740362*pi,-0.35539711236272675*pi,4.13059219012629*pi) q[12];\nu3(3.566162429849281*pi,0.37327595270031766*pi,1.3697491251129392*pi) q[14];\nu3(3.4048315782485106*pi,0.8731304018563595*pi,4.082204051316438*pi) q[15];\nu3(3.3908633661431797*pi,0.398703498827503*pi,0.6256699396560488*pi) q[16];\nRxxyyzz(0.2208396846781301*pi,0.16604512243593605*pi,0.04102520820182676*pi) q[4],q[0];\nRxxyyzz(0.35888441483934974*pi,0.20686445719996005*pi,3.892644898560461*pi) q[1],q[16];\nRxxyyzz(0.38569543689379054*pi,0.2608116296766569*pi,3.8432857912757594*pi) q[2],q[11];\nRxxyyzz(0.4456897114184998*pi,0.35912762591861824*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.34473048809162943*pi,0.19299516067065925*pi,0.06305952563901762*pi) q[8],q[6];\nRxxyyzz(0.37975890237845*pi,0.14720932149350752*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.40651982445753*pi,0.16762798520245958*pi,0.0*pi) q[14],q[15];\nu3(3.3449523898749716*pi,3.4439653636868615*pi,3.7185346277193334*pi) q[0];\nu3(3.414936450971772*pi,2.256918710115206*pi,1.0833382819741144*pi) q[1];\nu3(3.5816053820858453*pi,-0.16906408631391856*pi,1.0220247599461638*pi) q[2];\nu3(3.4430283466244758*pi,2.2678720661015053*pi,1.7071245154371204*pi) q[3];\nu3(3.9190977042888338*pi,-0.11106074225515478*pi,1.9114686948659658*pi) q[4];\nu3(3.4163037361740987*pi,0.7300033115628339*pi,1.3220885755366842*pi) q[5];\nu3(3.4216808200092945*pi,2.417906585884753*pi,3.9310169994912747*pi) q[6];\nu3(3.4344193948056607*pi,-0.12914692683342444*pi,1.7714274764334208*pi) q[8];\nu3(3.3112742007376044*pi,0.26258751891835863*pi,0.6151676425312891*pi) q[9];\nu3(3.504075645703658*pi,3.1905433123121774*pi,1.0648604218025892*pi) q[11];\nu3(3.8379164584854393*pi,1.4686968995888257*pi,1.6389419611792029*pi) q[12];\nu3(3.4228526045275443*pi,0.5527931516157689*pi,0.9453637425181536*pi) q[14];\nu3(3.5180479029753937*pi,0.7382744646162154*pi,1.040311443763133*pi) q[15];\nu3(3.3259028600265057*pi,2.91442045909063*pi,2.1765631083459382*pi) q[16];\nRxxyyzz(0.24914834761065974*pi,0.19182827881016196*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3553392211010266*pi,0.23345116086040374*pi,0.08252636875211161*pi) q[3],q[1];\nRxxyyzz(0.44435777878732996*pi,0.15355422419256676*pi,3.89475322546698*pi) q[2],q[7];\nRxxyyzz(0.30231256735648915*pi,0.2217135548495014*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.46934551935437974*pi,0.23747873225573024*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.40383497083171993*pi,0.2528749739341889*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4539430755449102*pi,0.2595737369228885*pi,0.04545267048337971*pi) q[10],q[14];\nRxxyyzz(0.44017111667861986*pi,0.17670033873618055*pi,0.08833188977456483*pi) q[13],q[15];\nu3(3.144372120636725*pi,3.021430705980176*pi,3.610025217339394*pi) q[0];\nu3(3.861400265171316*pi,3.476252670401804*pi,4.33126977453393*pi) q[1];\nu3(3.55470052039219*pi,3.0312904330687074*pi,2.0814745582032104*pi) q[2];\nu3(3.4414746578642132*pi,1.3897897651911777*pi,1.8761116415007442*pi) q[3];\nu3(3.735039965210228*pi,2.4305355741221906*pi,1.399525287331607*pi) q[4];\nu3(3.5170646129375096*pi,3.404068799955451*pi,1.2554120935631363*pi) q[5];\nu3(3.565422988416664*pi,0.8460299465000323*pi,1.0411404869370173*pi) q[6];\nu3(3.4609748163660417*pi,2.970078083270865*pi,2.007807833995857*pi) q[7];\nu3(3.446425411483105*pi,3.37771640176158*pi,0.5034905220290891*pi) q[8];\nu3(3.6358406683114377*pi,2.5921023017341156*pi,0.9374582461844339*pi) q[10];\nu3(3.4184187336034486*pi,0.7537031630499655*pi,1.1726099856018313*pi) q[11];\nu3(3.7487183815677536*pi,3.318556015541199*pi,0.6785437584531451*pi) q[12];\nu3(3.249936430476951*pi,-0.2593624604972714*pi,2.0049677079324892*pi) q[13];\nu3(3.5071109811710657*pi,0.7868305852110742*pi,1.0531034974397946*pi) q[14];\nu3(3.436386509170163*pi,3.3870229595809933*pi,1.842259262992466*pi) q[15];\nu3(3.2802635491663277*pi,0.9134523200810891*pi,1.6982948834142109*pi) q[16];\nRxxyyzz(0.42047232182672983*pi,0.20365130074291793*pi,3.89855827583838*pi) q[0],q[15];\nRxxyyzz(0.41318564085556003*pi,0.2936928289491607*pi,3.89254407077106*pi) q[2],q[6];\nRxxyyzz(0.4297124713078601*pi,0.24885148669913407*pi,3.8435700596207703*pi) q[4],q[9];\nRxxyyzz(0.3617571486731097*pi,0.17342963174603698*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4413662524215196*pi,0.3393014823429371*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4044894978624002*pi,0.21089520575394016*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.3238205810232198*pi,0.23918421486399*pi,0.06837112163921155*pi) q[12],q[11];\nu3(3.5793949493752932*pi,0.2446022550056749*pi,1.485335998755568*pi) q[0];\nu3(3.6410784136670484*pi,0.24610137396882714*pi,0.8401776443823135*pi) q[2];\nu3(3.2488789879739475*pi,0.21101777684493284*pi,0.9541940063279863*pi) q[4];\nu3(3.1073186044653323*pi,2.7921782780237807*pi,1.9461380572978095*pi) q[5];\nu3(3.666551971057082*pi,0.9206464908095591*pi,2.243660983925516*pi) q[6];\nu3(3.533711080991129*pi,0.37875417672179035*pi,1.0606353923019176*pi) q[8];\nu3(3.707224495047581*pi,2.4241640765502943*pi,1.0139484576867677*pi) q[9];\nu3(3.5793149415644927*pi,0.8866852228704312*pi,1.4294769994101635*pi) q[10];\nu3(3.5540023930671807*pi,-0.3335055194230429*pi,3.41816575251067*pi) q[11];\nu3(3.5204444859971975*pi,3.1458712524813772*pi,3.5363172900340016*pi) q[12];\nu3(3.2611354586038366*pi,3.3896194222983094*pi,0.9828698321042776*pi) q[13];\nu3(3.3636676169536477*pi,3.3312326777655223*pi,0.6005989875568862*pi) q[14];\nu3(3.6212271422351994*pi,0.47741520189948117*pi,0.6421467157086473*pi) q[15];\nu3(3.519457909219801*pi,0.7837021752088813*pi,4.401208045007916*pi) q[16];\nRxxyyzz(0.4898773942927802*pi,0.1247202999173247*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.45891429749468926*pi,0.27764177066998924*pi,0.05283966757888663*pi) q[13],q[1];\nRxxyyzz(0.19325571555305965*pi,0.1647722726824894*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.2729316635898603*pi,0.08917969721466623*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4141518432511515*pi,0.1990058776626622*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3354324081336685*pi,0.1210936645243903*pi,0.039765405119336794*pi) q[7],q[16];\nRxxyyzz(0.3293289192933707*pi,0.15461365940515304*pi,0.0*pi) q[11],q[15];\nu3(3.0412860193761984*pi,0.11073499411290877*pi,1.3309747434843766*pi) q[0];\nu3(3.4721626591832524*pi,2.935121062984643*pi,3.9861793581100335*pi) q[1];\nu3(3.8095672286209705*pi,2.824016223817705*pi,1.229813594254479*pi) q[2];\nu3(3.907021390852784*pi,0.09844618803349992*pi,1.5953041259355967*pi) q[3];\nu3(3.4850805584180256*pi,-0.3805116102053231*pi,1.383312648697173*pi) q[4];\nu3(3.8684673103618037*pi,1.9169690001457758*pi,1.4214521859220786*pi) q[5];\nu3(3.9618020180135285*pi,-0.12434680880503046*pi,4.329360522495836*pi) q[6];\nu3(3.7515564571168167*pi,2.6372676073396955*pi,3.925141534581024*pi) q[7];\nu3(3.606331954412454*pi,0.6539554000653238*pi,0.8601441887992463*pi) q[10];\nu3(3.2694071442307813*pi,-0.2533394646572039*pi,3.8344029836689906*pi) q[11];\nu3(3.195271823215516*pi,0.21385409461292226*pi,2.1037861207397492*pi) q[12];\nu3(3.333017642400379*pi,1.2242010193791741*pi,1.571227822832772*pi) q[13];\nu3(3.386408005749731*pi,3.423599224859551*pi,2.3012558978801816*pi) q[15];\nu3(3.835531074903271*pi,-0.3048413087961651*pi,0.7480601817449525*pi) q[16];\nRxxyyzz(0.41477637042770965*pi,0.32062014414025175*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.34193917580237015*pi,0.3047522466235968*pi,3.87514933738498*pi) q[8],q[1];\nRxxyyzz(0.39835116968446027*pi,0.30452748440123184*pi,0.056806663986831527*pi) q[3],q[12];\nRxxyyzz(0.37800394703765955*pi,0.29212693080495167*pi,3.815728489126089*pi) q[4],q[15];\nRxxyyzz(0.44903261503333336*pi,0.0*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.3739849380924495*pi,0.35651917036931013*pi,0.1426909062093951*pi) q[10],q[14];\nu3(3.424498191825781*pi,2.6850649153983714*pi,1.6718536067944003*pi) q[0];\nu3(3.2392397261213635*pi,-0.3953571806468134*pi,1.8367892539913537*pi) q[1];\nu3(3.6045299151702865*pi,2.5793060588663104*pi,3.761434767008736*pi) q[3];\nu3(3.247895537072788*pi,2.3709588102462913*pi,0.7555859895347741*pi) q[4];\nu3(3.2321540190886244*pi,2.4212394588400317*pi,0.9006962710569737*pi) q[8];\nu3(3.274119232886637*pi,0.965409595553619*pi,4.472063933707517*pi) q[9];\nu3(3.8248809045367844*pi,0.22815431012611964*pi,1.6722172341553299*pi) q[10];\nu3(3.8954751499362206*pi,2.01420551364994*pi,1.6102467018664455*pi) q[11];\nu3(3.8544831618639614*pi,1.064847817501557*pi,0.6563160491829082*pi) q[12];\nu3(3.3130817137613486*pi,2.67654334182191*pi,1.941544378018558*pi) q[13];\nu3(3.612607998995412*pi,1.1184899983982062*pi,4.14969627507954*pi) q[14];\nu3(3.7810352962948577*pi,2.6766405506018898*pi,1.2640362542886536*pi) q[15];\nRxxyyzz(0.4093885237423395*pi,0.25689612586749*pi,3.8772130216578304*pi) q[1],q[0];\nRxxyyzz(0.41028640532683947*pi,0.2834527973055803*pi,3.88251759469248*pi) q[2],q[12];\nRxxyyzz(0.38996994206601343*pi,0.1773515306192337*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3279596761701097*pi,0.2451209897606701*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.3821906199093599*pi,0.19731021986251784*pi,0.044365262161873247*pi) q[11],q[9];\nRxxyyzz(0.3013289419000503*pi,0.10527060574229807*pi,0.04996748778085447*pi) q[10],q[16];\nRxxyyzz(0.4391283837233*pi,0.2947735572642655*pi,3.95501153719231*pi) q[13],q[14];\nu3(3.4457293710586563*pi,0.9505115647884064*pi,2.1992567528295517*pi) q[0];\nu3(3.5584414486478506*pi,2.3608163886084554*pi,1.4085978157613779*pi) q[1];\nu3(3.7945500672173083*pi,-0.4663641202652694*pi,0.8517426686711302*pi) q[2];\nu3(3.4051459167903233*pi,2.2761733883933077*pi,1.677808630807161*pi) q[3];\nu3(3.287024350597988*pi,2.875853444039452*pi,1.788294746951948*pi) q[4];\nu3(3.192913033501652*pi,0.2447671251020649*pi,1.3574930755874366*pi) q[7];\nu3(3.8757638429857706*pi,0.21416189335654012*pi,1.4433665026675515*pi) q[8];\nu3(3.3791058818474067*pi,2.6027855473198946*pi,1.306058153125599*pi) q[9];\nu3(3.514406434588967*pi,-0.21675414220097144*pi,0.5481996141452493*pi) q[10];\nu3(3.3903902799692487*pi,1.0088370189766338*pi,0.5782386890065276*pi) q[11];\nu3(3.641602142216458*pi,3.184733757040477*pi,0.9003446236187509*pi) q[12];\nu3(3.430295850555063*pi,3.0150962726135115*pi,1.120134585765022*pi) q[13];\nu3(3.1790948283771057*pi,0.14941001252993824*pi,0.5299035793317755*pi) q[14];\nu3(3.3326951877192212*pi,0.3188664085323316*pi,0.9736514149020079*pi) q[16];\nRxxyyzz(0.4543816563899215*pi,0.19102456712808505*pi,0.052685529339306106*pi) q[4],q[0];\nRxxyyzz(0.3477528362132095*pi,0.27528670084578444*pi,3.8358509051931*pi) q[14],q[1];\nRxxyyzz(0.4564702663831697*pi,0.37288818759624953*pi,3.8348117405032807*pi) q[2],q[5];\nRxxyyzz(0.43369559570754046*pi,0.29440860476553476*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.4748061185712301*pi,0.19895839694386386*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.3296971052578801*pi,0.11219751140547474*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.41542551870538047*pi,0.3245948043634349*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.4752624558167504*pi,0.4088091174595154*pi,0.0*pi) q[9],q[12];\nu3(3.5895150901059028*pi,0.33908619206314494*pi,1.546719744104947*pi) q[0];\nu3(3.416690554573086*pi,-0.3606770845216606*pi,0.9823813830102271*pi) q[1];\nu3(3.2973713672171785*pi,1.0011213803015806*pi,1.0402679560513675*pi) q[2];\nu3(3.5531679236393496*pi,-0.28076224621015444*pi,1.0139631152619448*pi) q[3];\nu3(3.315950329489031*pi,3.0813130051846347*pi,1.3276706313037785*pi) q[4];\nu3(3.3656013197859442*pi,2.9501288263769085*pi,0.8514503041815887*pi) q[5];\nu3(3.1650992052972384*pi,1.0456537664617322*pi,1.8480951230803055*pi) q[6];\nu3(3.321488515970467*pi,3.2909799786708005*pi,1.224504867154105*pi) q[7];\nu3(3.300088389513462*pi,-0.42870047753165663*pi,4.121768273799034*pi) q[8];\nu3(3.3590115282120907*pi,3.1891819600625464*pi,2.8689121480968023*pi) q[9];\nu3(3.544302005832589*pi,2.8207036515404917*pi,1.4402136680199997*pi) q[10];\nu3(3.6737785526502575*pi,-0.13993251649183458*pi,0.636166748705993*pi) q[12];\nu3(3.2689647709721648*pi,0.5226969032482875*pi,1.9656966889027703*pi) q[13];\nu3(3.3891434168083254*pi,-0.2880412506441826*pi,2.318132380692353*pi) q[14];\nu3(3.23436553059162*pi,3.0983238597914897*pi,1.7153439866355016*pi) q[15];\nu3(3.5307252293806592*pi,3.1661171928996668*pi,4.154723617160919*pi) q[16];\nRxxyyzz(0.39812837016564034*pi,0.3336777060446542*pi,3.9599086719483196*pi) q[1],q[3];\nRxxyyzz(0.34282025958978934*pi,0.23152891820616728*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.4196888793277699*pi,0.2207113673260869*pi,0.15582803622794456*pi) q[5],q[15];\nRxxyyzz(0.44566251944746954*pi,0.14034251689337202*pi,0.09427270567145359*pi) q[6],q[14];\nRxxyyzz(0.31557579804715014*pi,0.19173173456161674*pi,0.09776338050170352*pi) q[16],q[7];\nRxxyyzz(0.30786905786471064*pi,0.0980161325898049*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4343681886153199*pi,0.25018254021709896*pi,3.93009749537228*pi) q[9],q[10];\nu3(3.564058508501728*pi,2.9604961067362154*pi,1.3755098386169708*pi) q[1];\nu3(3.3858458653459844*pi,0.013206467572341007*pi,0.9535401899835553*pi) q[2];\nu3(3.7643820104434638*pi,0.2854878887517388*pi,1.603408056386547*pi) q[3];\nu3(3.610815109987898*pi,2.4712829779249588*pi,0.8656607173548834*pi) q[5];\nu3(3.370705368415493*pi,0.38255958345066876*pi,0.5046116212889371*pi) q[6];\nu3(3.3161114998353556*pi,0.2917354140908861*pi,3.6917555872155843*pi) q[7];\nu3(3.2266063980390802*pi,3.0099243530593522*pi,0.9762310303033699*pi) q[8];\nu3(3.8730666495978148*pi,0.05193877309122108*pi,1.60480123336879*pi) q[9];\nu3(3.3641380203937676*pi,2.7246667326057503*pi,1.497734715151727*pi) q[10];\nu3(3.3903695909637914*pi,2.932765307585599*pi,1.0362770519878708*pi) q[11];\nu3(3.8500363687256622*pi,-0.031380288044235205*pi,4.477646700499263*pi) q[13];\nu3(3.63308642966178*pi,1.1263180377403972*pi,4.411232417359559*pi) q[14];\nu3(3.3975306616855225*pi,2.635682075137371*pi,0.75093620790191*pi) q[15];\nu3(3.238517299117678*pi,-0.31575763413311186*pi,1.6512936376879561*pi) q[16];\nRxxyyzz(0.2869592555772398*pi,0.24277164293921594*pi,3.8383668704140796*pi) q[8],q[0];\nRxxyyzz(0.39336499616412035*pi,0.05797087524535316*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.46042707494782986*pi,0.1969799426447456*pi,0.06697513610325023*pi) q[2],q[4];\nRxxyyzz(0.3796033297993101*pi,0.18677048024634874*pi,3.8945342671320806*pi) q[16],q[3];\nRxxyyzz(0.4510116877108802*pi,0.2677886543807573*pi,3.9441384851920596*pi) q[5],q[14];\nRxxyyzz(0.45453093902089936*pi,0.3673981909868351*pi,3.9138978024181004*pi) q[6],q[15];\nRxxyyzz(0.35668663987416827*pi,0.30412030545350177*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.48381474927528245*pi,0.3815140016902214*pi,0.0*pi) q[13],q[12];\nu3(3.2274867927476887*pi,3.4076128471584886*pi,1.9621868820179795*pi) q[0];\nu3(3.439862208644623*pi,3.4794772638286453*pi,2.3776042677431466*pi) q[1];\nu3(3.6612373008921*pi,0.9046351547597777*pi,0.9801097445617998*pi) q[2];\nu3(3.9822857585456277*pi,-0.2225225446517265*pi,0.8149767804728432*pi) q[3];\nu3(3.4521748540100683*pi,0.20533684672815977*pi,1.0282101774057641*pi) q[4];\nu3(3.39215553706821*pi,-0.09532875118310247*pi,1.7952923588981806*pi) q[5];\nu3(3.256623661975022*pi,2.5428880774443585*pi,2.2162998296904908*pi) q[6];\nu3(3.471705127737782*pi,0.49608073394596275*pi,1.777043686295484*pi) q[7];\nu3(3.5251477827545146*pi,2.4873074172389873*pi,4.140773629138954*pi) q[8];\nu3(3.725579679280101*pi,3.0502888174213063*pi,0.6530593229556088*pi) q[9];\nu3(3.2956542900046997*pi,3.142086319186345*pi,2.132652976200201*pi) q[10];\nu3(3.832242101380526*pi,2.512139707121573*pi,3.606246479705681*pi) q[12];\nu3(3.47632281178504*pi,2.0677198783801054*pi,4.126889275411868*pi) q[13];\nu3(3.6712000556970708*pi,2.220279756393571*pi,0.8180101222766929*pi) q[14];\nu3(3.579746706690142*pi,3.39942673031764*pi,1.28937948649686*pi) q[15];\nu3(3.614549566017086*pi,0.557128501941101*pi,0.9359806847930696*pi) q[16];\nmeasure q[1] -> c[14];\nRxxyyzz(0.43859363988011996*pi,0.31660768191698724*pi,0.07132301465865402*pi) q[15],q[0];\nRxxyyzz(0.4926414325655202*pi,0.06782324088440927*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.42328509445340023*pi,0.25451953838964003*pi,3.9338753440666103*pi) q[12],q[3];\nRxxyyzz(0.43478559493078706*pi,0.23685751014312884*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.39122200362338144*pi,0.27979767842872594*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3172919051881795*pi,0.1988664698819279*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.3848235019044897*pi,0.23654524652467804*pi,0.08516089935263856*pi) q[8],q[13];\nRxxyyzz(0.4700978885797602*pi,0.2984113906221406*pi,0.0*pi) q[16],q[14];\nu3(3.5040646209850843*pi,2.8438115338876204*pi,1.6935867756222454*pi) q[0];\nu3(3.804839526592083*pi,0.21405464055433798*pi,0.6211408162544494*pi) q[2];\nu3(3.192319784411506*pi,0.3612912226623184*pi,2.3733411491368543*pi) q[3];\nu3(3.4844802283095353*pi,-0.3415740079420313*pi,0.5957623007357395*pi) q[4];\nu3(3.7786040935263174*pi,3.012009219388676*pi,0.9378099758025673*pi) q[5];\nu3(3.533566060879947*pi,1.4238352570991974*pi,1.7938851894893697*pi) q[6];\nu3(3.1849276921177765*pi,3.1081182142408794*pi,1.3845412497320722*pi) q[7];\nu3(3.2297607337174856*pi,2.800755723134114*pi,1.5158084333846056*pi) q[8];\nu3(0.5131321695341446*pi,2.9773900113972886*pi,4.08559480919508*pi) q[9];\nu3(3.3476748917246013*pi,3.376006782673744*pi,0.8409116490049922*pi) q[10];\nu3(3.287236777888957*pi,1.2975513640399807*pi,1.4162841708881633*pi) q[11];\nu3(3.1358713553534363*pi,1.0094486204688498*pi,1.0219011310131685*pi) q[12];\nu3(3.391177354460626*pi,1.1084144313786721*pi,0.5973804013584669*pi) q[13];\nu3(3.4619508827947527*pi,-0.056091138754249315*pi,4.024359005899041*pi) q[14];\nu3(3.4057977408044424*pi,-0.23536356364505684*pi,4.440294863382214*pi) q[15];\nu3(3.6588880656612703*pi,-0.35102652100079607*pi,0.744047527105459*pi) q[16];\nmeasure q[14] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[5] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[10] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[16] -> c[11];\nmeasure q[4] -> c[12];\nmeasure q[15] -> c[13];\nmeasure q[0] -> c[15];\nmeasure q[3] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6430710462670626*pi,-0.46668333374376314*pi,1.3137169805362339*pi) q[0];\nu3(3.7298752673433464*pi,2.765280883960902*pi,2.3368276771814873*pi) q[1];\nu3(3.4109343040648588*pi,2.9423449238324704*pi,1.402802877013551*pi) q[2];\nu3(3.7809902827537245*pi,2.9284369021379266*pi,1.172252033950056*pi) q[3];\nu3(3.291978127905465*pi,2.719450528932119*pi,0.6325995291846618*pi) q[4];\nu3(3.3619028346467474*pi,2.431163162523232*pi,1.8723898825941794*pi) q[5];\nu3(3.0437929395615253*pi,2.878056591832196*pi,2.9837760041226256*pi) q[6];\nu3(3.654599170658153*pi,2.978016465367378*pi,0.7456804182564497*pi) q[7];\nu3(3.4626681607429326*pi,0.5785118509569227*pi,3.325119637654105*pi) q[8];\nu3(3.4941669630461383*pi,1.4252912689657489*pi,3.9537627304177874*pi) q[9];\nu3(3.4354969070230403*pi,-0.4615316794533808*pi,3.9147639393808973*pi) q[10];\nu3(3.3726014027014797*pi,-0.3211219670566561*pi,1.5500276581482688*pi) q[11];\nu3(3.6179860178979997*pi,-0.26390859760062957*pi,1.106597315063453*pi) q[12];\nu3(3.662467141624293*pi,2.4469878122757174*pi,4.4318514688321*pi) q[13];\nu3(3.0522394836891773*pi,2.887594929781357*pi,2.1193273438625004*pi) q[14];\nu3(3.4759360964265875*pi,3.0960615915609804*pi,3.0284942983803225*pi) q[15];\nu3(3.285099996224325*pi,2.9045812712752683*pi,2.636587236739673*pi) q[16];\nRxxyyzz(0.39842973345258126*pi,0.21494287576560034*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4574285818813393*pi,0.12840644154913738*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4600887439784499*pi,0.12293986644990129*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4684440054773402*pi,0.3628704400761832*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3305012651626993*pi,0.29477170370961003*pi,3.9104356398379796*pi) q[5],q[9];\nRxxyyzz(0.47465659905302027*pi,0.3231547360976511*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4364320134593602*pi,0.22741502310880524*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4336714265257723*pi,0.3278886348800114*pi,0.0*pi) q[10],q[12];\nu3(3.8039568024886385*pi,3.467181680703991*pi,0.556433984559229*pi) q[0];\nu3(3.4786884797252533*pi,-0.0946140512018373*pi,1.9244055265593394*pi) q[1];\nu3(3.74611992203565*pi,3.467448471549471*pi,1.1101934413042758*pi) q[2];\nu3(3.312204047368615*pi,-0.2575932624347154*pi,1.1289195155526102*pi) q[3];\nu3(3.3785658547904074*pi,2.5420389126890583*pi,1.2748794827700625*pi) q[4];\nu3(3.6465941140409317*pi,-0.34332105691067766*pi,4.438459855689048*pi) q[5];\nu3(3.6054225207068926*pi,1.8029597601855816*pi,1.5520297905888607*pi) q[6];\nu3(3.4288635658002358*pi,-0.12275253547805443*pi,1.737117383015507*pi) q[7];\nu3(3.6965739368875097*pi,-0.3637499291025198*pi,3.9717373312212425*pi) q[8];\nu3(3.190853769797252*pi,1.3729020828327239*pi,1.4420848482591586*pi) q[9];\nu3(3.095104532013417*pi,-0.19072211675156936*pi,0.8005147382095827*pi) q[10];\nu3(3.454289358287995*pi,3.0664728992347063*pi,4.316293440037951*pi) q[11];\nu3(3.6460853236022825*pi,1.8113457948776657*pi,1.691207983070608*pi) q[12];\nu3(3.4424487884194983*pi,0.8523627703893619*pi,0.8968147446639182*pi) q[13];\nu3(3.6858002769138505*pi,2.877019763838344*pi,0.525452782220177*pi) q[14];\nu3(3.7250007242740018*pi,0.09236148021774493*pi,2.457816073409662*pi) q[15];\nRxxyyzz(0.45358827610904373*pi,0.14210983984703707*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.43570475538317993*pi,0.26883354230074996*pi,0.05031382723685395*pi) q[3],q[7];\nRxxyyzz(0.4321874035650852*pi,0.2999654095295733*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4026813247776394*pi,0.2586777122007025*pi,3.8029393771725406*pi) q[5],q[8];\nRxxyyzz(0.4581640813584399*pi,0.31783445527000037*pi,0.04096302186431788*pi) q[6],q[12];\nRxxyyzz(0.45327056827872003*pi,0.06178850454076856*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.43859221885758004*pi,0.18662421400363402*pi,3.8551193434406796*pi) q[11],q[13];\nu3(3.6040177379879523*pi,2.9820935932310197*pi,4.124992826487356*pi) q[1];\nu3(3.45840018383831*pi,0.158444351119024*pi,0.8407578732970925*pi) q[3];\nu3(3.5974540077216606*pi,0.7965843401503121*pi,1.8988080871995943*pi) q[4];\nu3(3.0991695015415237*pi,-0.3905518026113619*pi,0.681406494512399*pi) q[5];\nu3(3.4265594504364842*pi,2.6612199862041903*pi,1.5406606894999837*pi) q[6];\nu3(3.4475071882659796*pi,3.0922951212923966*pi,4.02823077570081*pi) q[7];\nu3(3.1615694029359602*pi,1.9868460769861276*pi,1.0426779381755116*pi) q[8];\nu3(3.7129300858433787*pi,2.418321958618034*pi,0.8133149593479625*pi) q[9];\nu3(3.2863074320098957*pi,2.4577680669980007*pi,2.0776353179463687*pi) q[10];\nu3(3.93304628006365*pi,-0.1018965336070572*pi,1.097412375871986*pi) q[11];\nu3(3.55741661947878*pi,1.335842295358598*pi,0.5156304822473617*pi) q[12];\nu3(3.887402609234622*pi,0.9308343894041975*pi,2.1533134685759587*pi) q[13];\nu3(3.2017898806689007*pi,2.798932097688509*pi,0.7106062052383977*pi) q[14];\nu3(3.4928521568947217*pi,2.716232143267807*pi,2.1677784744490287*pi) q[15];\nRxxyyzz(0.41473391421557015*pi,0.2622869274846621*pi,3.9378456860821203*pi) q[0],q[15];\nRxxyyzz(0.40005930396316997*pi,0.16788399933757242*pi,0.11340592745150395*pi) q[4],q[1];\nRxxyyzz(0.46160509425821994*pi,0.3265785727847986*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.44723996032695235*pi,0.1509333183124255*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4635482116518387*pi,0.15509064444193*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3323024950961302*pi,0.22647977702699207*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.3457563083723495*pi,0.24401665021111762*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.4110155780656003*pi,0.13619568602294507*pi,0.0*pi) q[14],q[9];\nu3(3.7910584591857885*pi,3.03545817715959*pi,2.0284123077002354*pi) q[0];\nu3(3.758222225767028*pi,2.226583861526292*pi,3.331529593418241*pi) q[1];\nu3(3.786137341859983*pi,1.591952359055977*pi,1.583041995176263*pi) q[3];\nu3(3.2572883365079823*pi,2.708383084154195*pi,1.0589176849386108*pi) q[4];\nu3(3.163760636577444*pi,2.3861715025051398*pi,0.9521935378463982*pi) q[5];\nu3(3.424136418579322*pi,0.34359142211754545*pi,2.45927334007384*pi) q[6];\nu3(3.91410690468165*pi,0.8462185351777418*pi,1.341048240931778*pi) q[7];\nu3(3.7982663129482854*pi,-0.020257643172548745*pi,4.283760225717345*pi) q[8];\nu3(3.546732064647241*pi,2.7067354223259152*pi,1.4163020909665196*pi) q[9];\nu3(3.793301287943969*pi,0.08392605314514945*pi,1.7119818034131729*pi) q[10];\nu3(3.0951756957236394*pi,0.18090919648969672*pi,0.7768181292661283*pi) q[11];\nu3(3.2410684808320243*pi,2.9778254200123633*pi,2.0154094574172254*pi) q[12];\nu3(3.292060736659389*pi,3.460595608148445*pi,1.245658485071067*pi) q[13];\nu3(3.3337894161123574*pi,0.9014956381807091*pi,1.073783350947788*pi) q[14];\nu3(3.9022821312309826*pi,-0.3578301969449963*pi,0.7113217189349017*pi) q[15];\nu3(3.3761288668760314*pi,1.2451675063832441*pi,1.720137079890279*pi) q[16];\nRxxyyzz(0.3906764877098645*pi,0.23193028352662026*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.33241894653317694*pi,0.14344498850436382*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.4250985364502401*pi,0.10283006842558295*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.4243293760752398*pi,0.31308736580302354*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.31133155465730067*pi,0.201681752492469*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.46828855362683974*pi,0.19754560049753245*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.46994462236189005*pi,0.20426326134291906*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.30961470381047984*pi,0.13738213118269416*pi,0.0*pi) q[14],q[8];\nu3(3.3801000706781648*pi,3.028381291226946*pi,1.4839930754847663*pi) q[0];\nu3(3.435388862443053*pi,0.35030959096196546*pi,0.9547015388825907*pi) q[1];\nu3(3.3188076436829075*pi,3.1241988413839943*pi,4.311126815921277*pi) q[2];\nu3(3.436834028095715*pi,0.090980354497193*pi,1.3242186133538298*pi) q[3];\nu3(3.1507753604211017*pi,0.8578192885205858*pi,3.515734740650932*pi) q[4];\nu3(3.6060265133220843*pi,2.9364853001099833*pi,2.2285495186349773*pi) q[5];\nu3(3.8413639613406025*pi,3.2133807851353406*pi,0.8408198129564023*pi) q[6];\nu3(3.3343668868288354*pi,3.4176942297499626*pi,1.0384387140141116*pi) q[7];\nu3(3.479681947765831*pi,3.4892122239441994*pi,1.8264069151968945*pi) q[8];\nu3(3.1395980584006753*pi,0.6555666142898517*pi,0.8702608539027676*pi) q[10];\nu3(3.357132644411819*pi,2.8935726453525126*pi,0.8028912729415625*pi) q[11];\nu3(3.2599379662052455*pi,3.3406198015857016*pi,0.6970407138878121*pi) q[12];\nu3(3.3661014568818626*pi,-0.381643844525858*pi,0.995833008910205*pi) q[13];\nu3(3.184324234507295*pi,0.13666095089931507*pi,4.190832552358639*pi) q[14];\nu3(3.463152977438899*pi,0.4869086276862089*pi,1.8482943905573548*pi) q[15];\nu3(3.229840341938947*pi,2.587176066173861*pi,0.5820450694899924*pi) q[16];\nRxxyyzz(0.42932470798341976*pi,0.19868212036382304*pi,3.9264703592511907*pi) q[16],q[0];\nRxxyyzz(0.4525796831853599*pi,0.19833569239447268*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4276075538941297*pi,0.30534001542467926*pi,3.9520502017100405*pi) q[3],q[7];\nRxxyyzz(0.26687445887724953*pi,0.15719930194914156*pi,3.88980164471751*pi) q[11],q[4];\nRxxyyzz(0.3914444580615202*pi,0.2466733014177276*pi,3.865831762418681*pi) q[6],q[14];\nRxxyyzz(0.3867431157108997*pi,0.1826193323930418*pi,3.84709110266804*pi) q[12],q[8];\nRxxyyzz(0.47072693037838953*pi,0.29411644579117024*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4687150532042197*pi,0.10704334034975815*pi,0.0*pi) q[15],q[13];\nu3(3.529006328183523*pi,-0.24502845659208133*pi,2.237287496299902*pi) q[0];\nu3(3.5013039335792784*pi,2.451280063412303*pi,2.378362174602478*pi) q[2];\nu3(3.6289992088613925*pi,0.4814109764512986*pi,1.5030807884065647*pi) q[3];\nu3(3.1715448443900556*pi,-0.15183169247870698*pi,1.037431695268928*pi) q[4];\nu3(3.302290454358954*pi,1.973212583436907*pi,1.3033844569842536*pi) q[5];\nu3(3.490089052909684*pi,-0.2956250160518573*pi,1.0129532853426775*pi) q[6];\nu3(3.622321687209529*pi,2.525940379330923*pi,0.8263156758315588*pi) q[7];\nu3(3.7377109673471196*pi,-0.41633769929128817*pi,0.841211582140502*pi) q[8];\nu3(3.2610760899357416*pi,2.169320766024925*pi,1.4137770179685547*pi) q[9];\nu3(3.4995971361668117*pi,0.1106604491220946*pi,4.392180684093523*pi) q[10];\nu3(3.593021271370075*pi,0.6217129189859258*pi,4.322515429590462*pi) q[11];\nu3(3.2519026995639058*pi,-0.45916930739314676*pi,2.050982755179917*pi) q[12];\nu3(3.2335095438713912*pi,3.40844952485413*pi,2.3845736111709748*pi) q[13];\nu3(3.516886062835643*pi,3.4544362541569886*pi,2.0872080382728377*pi) q[14];\nu3(3.6118357095940468*pi,0.3015326189937729*pi,2.143748712266323*pi) q[15];\nu3(3.5169840808953254*pi,0.23823035708282203*pi,1.175209772768103*pi) q[16];\nRxxyyzz(0.45660098566180407*pi,0.35914454469149604*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.42586633788712436*pi,0.21792320724410108*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.39660094313460004*pi,0.1929983842331721*pi,3.9535177754649697*pi) q[2],q[13];\nRxxyyzz(0.43779090993632036*pi,0.1355522202727446*pi,3.90552258555752*pi) q[3],q[4];\nRxxyyzz(0.4683764930453602*pi,0.381099081491227*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.44907400924778906*pi,0.194238319006363*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.41959368179445966*pi,0.24894459117504508*pi,0.0898058558088675*pi) q[9],q[7];\nRxxyyzz(0.3636120564990303*pi,0.18360757238459025*pi,0.0*pi) q[8],q[10];\nu3(3.2777457369828547*pi,0.18123617760800026*pi,4.467897714681949*pi) q[0];\nu3(3.589523267254162*pi,2.8113565208339146*pi,2.2431122725443853*pi) q[1];\nu3(3.6158206961227233*pi,2.972524613302182*pi,2.194152073593468*pi) q[2];\nu3(3.5871108635843294*pi,3.267423502297484*pi,2.2973111538053463*pi) q[3];\nu3(3.672700727527456*pi,2.6963362560940194*pi,1.1094896932837273*pi) q[4];\nu3(3.385335303634714*pi,-0.4733788331213995*pi,3.993058475389467*pi) q[5];\nu3(3.5264700423346813*pi,0.9742810177014491*pi,1.2435486821143884*pi) q[6];\nu3(3.147956010264433*pi,2.7419583059515893*pi,0.5532314313402518*pi) q[7];\nu3(3.439358033869598*pi,-0.43985029536132614*pi,2.229044396603505*pi) q[8];\nu3(3.1779220776411337*pi,2.9209482767759902*pi,2.984431243056346*pi) q[9];\nu3(3.7280499885572738*pi,0.3869607439881727*pi,2.020086968657603*pi) q[10];\nu3(3.4773004211492564*pi,-0.3561593482096401*pi,1.170328334428782*pi) q[11];\nu3(3.9106351826171473*pi,2.1478808516633987*pi,1.5724818747760523*pi) q[12];\nu3(3.294202987343892*pi,-0.35632346621979494*pi,1.142927486732118*pi) q[13];\nu3(3.6141481854114224*pi,1.1048835551568068*pi,4.113470055722671*pi) q[14];\nu3(3.4942317885711116*pi,2.756739766724359*pi,0.5450954060526625*pi) q[16];\nRxxyyzz(0.4393181034804598*pi,0.28995619719553817*pi,0.07136715223726295*pi) q[0],q[10];\nRxxyyzz(0.42406174846371925*pi,0.15893514433848052*pi,3.9153612292438*pi) q[1],q[16];\nRxxyyzz(0.40207625357267923*pi,0.23924157076364846*pi,3.93444799419647*pi) q[2],q[15];\nRxxyyzz(0.4428883578125711*pi,0.19790874321347873*pi,3.938821242432182*pi) q[3],q[7];\nRxxyyzz(0.3607121026007398*pi,0.21676042503365311*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.41147487874198996*pi,0.2505153946763371*pi,3.9258544937043194*pi) q[12],q[6];\nRxxyyzz(0.39772775142790473*pi,0.14802129348998605*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4380061675445256*pi,0.08279415407028634*pi,0.0*pi) q[13],q[14];\nu3(3.3322581055209723*pi,3.256330440219802*pi,3.80933719692469*pi) q[0];\nu3(3.9365396579250653*pi,3.4692577433031753*pi,2.468779905010308*pi) q[1];\nu3(3.3709658006137926*pi,2.663557662433533*pi,1.3905857422225947*pi) q[2];\nu3(3.6188679783625157*pi,3.0387893057309494*pi,2.1520287809602343*pi) q[3];\nu3(3.4392482731603775*pi,-0.47879072597772554*pi,2.450280508242188*pi) q[5];\nu3(3.6413988479170265*pi,2.73229329598705*pi,0.5961615466598578*pi) q[6];\nu3(3.4396544280566816*pi,2.702249230232087*pi,2.3127980058232227*pi) q[7];\nu3(3.700543632937489*pi,2.468731052859093*pi,1.8451276462020667*pi) q[8];\nu3(3.165656107530165*pi,-0.47350830240948355*pi,0.8900107121033098*pi) q[9];\nu3(3.4506846817791508*pi,-0.46416384736062066*pi,1.2535844066917468*pi) q[10];\nu3(3.4991287966426707*pi,0.19230861764415086*pi,2.1271309893796864*pi) q[11];\nu3(3.1774957078172097*pi,0.15702576714992533*pi,1.4030184118976674*pi) q[12];\nu3(3.3826571410061*pi,2.792680974554351*pi,1.8130416462328827*pi) q[13];\nu3(3.6981644540196172*pi,-0.48613662885382436*pi,1.9894007773293476*pi) q[14];\nu3(3.4255601161405567*pi,3.359547202461232*pi,1.93721790288072*pi) q[15];\nu3(3.453901245476311*pi,-0.19210325972747677*pi,1.867160102446905*pi) q[16];\nRxxyyzz(0.44696261815242*pi,0.26617924746643196*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.45505940509054943*pi,0.2651159017012748*pi,3.94211160784416*pi) q[1],q[13];\nRxxyyzz(0.4004829473160687*pi,0.3020449625315571*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.3700745730168099*pi,0.26887381825371065*pi,0.1724055818588947*pi) q[5],q[10];\nRxxyyzz(0.4290329593669201*pi,0.05693621580234298*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4184978012268169*pi,0.2038785580128769*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.4643586994404286*pi,0.32533814878704037*pi,0.0*pi) q[11],q[16];\nu3(3.348766168184683*pi,0.5753888224202286*pi,1.0162307160973176*pi) q[0];\nu3(3.673634950909722*pi,2.610494382291566*pi,0.7390688270857901*pi) q[1];\nu3(3.1681222020058333*pi,-0.3271878903545027*pi,1.7045028015980133*pi) q[4];\nu3(3.3366996800020057*pi,-0.006643669377970063*pi,1.4672085574817741*pi) q[5];\nu3(3.5175777380188373*pi,0.9706173164967078*pi,1.02359779868438*pi) q[6];\nu3(3.378124267037086*pi,3.204208305578348*pi,0.7904194541138958*pi) q[8];\nu3(3.5165675624464554*pi,0.21363702351420444*pi,4.479744908592437*pi) q[9];\nu3(3.8729738184298457*pi,0.2808106057161357*pi,1.5929432428641852*pi) q[10];\nu3(3.4157653437461617*pi,2.11184290306796*pi,1.4371749392287014*pi) q[11];\nu3(3.1419448138162567*pi,3.055250714229787*pi,2.183737654666994*pi) q[12];\nu3(3.2828707550479255*pi,2.21597237731815*pi,1.0528317121786475*pi) q[13];\nu3(3.9168344185358475*pi,0.3437478611087099*pi,2.4276879315161572*pi) q[14];\nu3(3.9327448866268373*pi,2.1988987575959444*pi,1.1667666187981076*pi) q[15];\nu3(3.2076436317757056*pi,0.9809648167052676*pi,1.3031715813944618*pi) q[16];\nRxxyyzz(0.35166323282481005*pi,0.21227195741849414*pi,0.1671265291010373*pi) q[10],q[0];\nRxxyyzz(0.45940806936805034*pi,0.13254371823854516*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.46100307130881646*pi,0.08227183432997898*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.39640170891208015*pi,0.3425705821921554*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3743735376110103*pi,0.3453971697901044*pi,0.11097508894950359*pi) q[6],q[12];\nRxxyyzz(0.3890958200163101*pi,0.34888998848653596*pi,0.16800749521633795*pi) q[8],q[7];\nRxxyyzz(0.36814358386382984*pi,0.27589070879831246*pi,3.94528634184505*pi) q[15],q[9];\nu3(3.800956089111489*pi,3.1188090223414084*pi,1.7799373750302845*pi) q[0];\nu3(3.288127744445056*pi,2.374768201501401*pi,2.1524351308178*pi) q[1];\nu3(3.6908934512705516*pi,0.0834669795937969*pi,1.0066367329756658*pi) q[2];\nu3(3.589007412112488*pi,0.9901436179983207*pi,1.5389820085958887*pi) q[4];\nu3(3.594785450308978*pi,0.11727250044842397*pi,4.45717147184407*pi) q[5];\nu3(3.76513824540969*pi,2.670829600550742*pi,4.48319711120959*pi) q[6];\nu3(3.436017045752961*pi,3.3979411877829384*pi,1.4439740610496266*pi) q[7];\nu3(3.2894078111223535*pi,-0.05769566446007324*pi,3.3035927599863277*pi) q[8];\nu3(3.623588579294261*pi,-0.057608046952639935*pi,2.3902625336834924*pi) q[9];\nu3(3.6424083304830583*pi,0.883236658117124*pi,0.7799532052063413*pi) q[10];\nu3(3.239673396372822*pi,3.448319061711928*pi,3.706655209222912*pi) q[12];\nu3(3.5859233386063574*pi,3.4000105914835284*pi,1.8176048301123862*pi) q[13];\nu3(3.442745648030514*pi,3.390956047669228*pi,4.100651896450815*pi) q[14];\nu3(3.219631866147566*pi,3.095292810818256*pi,0.6495657073726084*pi) q[15];\nRxxyyzz(0.44839107955437996*pi,0.35133594669370405*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.3999204889906497*pi,0.33194467902777*pi,3.9240004798006596*pi) q[1],q[6];\nRxxyyzz(0.42694433390838926*pi,0.10752766267355396*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.46125141841318085*pi,0.3568367508946957*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4521157659038098*pi,0.2936290784400676*pi,0.09513140751474607*pi) q[15],q[5];\nRxxyyzz(0.43865729904895023*pi,0.3355309362157525*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.33453030729167044*pi,0.3233588525686035*pi,0.09013874749653361*pi) q[11],q[13];\nu3(3.376512785122591*pi,3.0653800244741665*pi,2.2413688144526276*pi) q[0];\nu3(3.7696504150832544*pi,-0.4751199609902948*pi,1.5397668616804236*pi) q[1];\nu3(3.5294732006825025*pi,2.8018145016623945*pi,0.9361531829171368*pi) q[2];\nu3(3.716940446740532*pi,2.742755551498914*pi,1.4071027659542046*pi) q[3];\nu3(3.866174333253517*pi,0.012676666197046105*pi,3.9166255947161215*pi) q[5];\nu3(3.7065528455400876*pi,2.8331449527077344*pi,0.7217576724530677*pi) q[6];\nu3(3.6904040094140007*pi,-0.31309958221698864*pi,1.082656880351562*pi) q[7];\nu3(3.4482016370467288*pi,3.482568251761018*pi,1.1744188716807806*pi) q[8];\nu3(3.124956944382449*pi,2.522596109955152*pi,2.2616240898793833*pi) q[9];\nu3(3.296572000202966*pi,0.36650607905102717*pi,0.8348756958137095*pi) q[10];\nu3(3.5044154684569704*pi,0.06619799490711253*pi,1.3056458162429494*pi) q[11];\nu3(3.570217183304625*pi,3.4867469969815263*pi,3.6340402444705004*pi) q[12];\nu3(3.763616510985131*pi,-0.09532321672815153*pi,4.304029085308098*pi) q[13];\nu3(3.7616442968707564*pi,3.3824033046475077*pi,2.92425878698692*pi) q[15];\nRxxyyzz(0.4559747785833599*pi,0.20007654074517067*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4075358325413951*pi,0.26741480761390246*pi,3.914912731024115*pi) q[1],q[5];\nRxxyyzz(0.41953449526973946*pi,0.14681210618761528*pi,0.09865019077795949*pi) q[10],q[4];\nRxxyyzz(0.45354120170948065*pi,0.28087793199129374*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.43518775257212994*pi,0.34620067983899405*pi,3.8785239596640495*pi) q[7],q[9];\nRxxyyzz(0.4055078973451902*pi,0.2683498204403114*pi,0.053718332396077935*pi) q[14],q[12];\nRxxyyzz(0.46986678822280004*pi,0.2869345452055919*pi,0.0*pi) q[15],q[16];\nu3(3.440255846524313*pi,1.7976974991952117*pi,1.7374299524852934*pi) q[0];\nu3(3.526647459387707*pi,2.4388493373449736*pi,1.023544654111039*pi) q[1];\nu3(3.1054915510471117*pi,-0.15205962115852278*pi,1.901246670542033*pi) q[3];\nu3(3.643143090010465*pi,2.6785354360770177*pi,3.659731034393441*pi) q[4];\nu3(3.2798359841504277*pi,2.2089724594713154*pi,1.1050977075383974*pi) q[5];\nu3(3.1948133139130332*pi,2.0507110172166243*pi,2.027523332859602*pi) q[6];\nu3(3.564067927226084*pi,2.322500243225093*pi,0.5561299010957415*pi) q[7];\nu3(3.3956611300924715*pi,0.5849135659457019*pi,1.2578425403264482*pi) q[8];\nu3(3.673382988953328*pi,2.756388913717686*pi,2.2724963744601485*pi) q[9];\nu3(3.5499403615245115*pi,-0.24281619181867842*pi,1.9842972914627002*pi) q[10];\nu3(3.802033428656486*pi,2.168809615966537*pi,0.9175769993166949*pi) q[12];\nu3(3.5641457837756643*pi,3.18416601791617*pi,4.205673729359644*pi) q[14];\nu3(3.3341969140305263*pi,1.228937008745167*pi,1.7077351698825987*pi) q[15];\nu3(3.622242186427059*pi,2.311480061292025*pi,1.9137800489998928*pi) q[16];\nRxxyyzz(0.29952546689039006*pi,0.21825587553950498*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.30371432482875005*pi,0.15581919197644956*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.35059791631511017*pi,0.22778741064462815*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.37232704571282915*pi,0.20893021910479992*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.3606223214019598*pi,0.3008981037291889*pi,0.059756779333146604*pi) q[6],q[16];\nRxxyyzz(0.4405693134140002*pi,0.3089462097805692*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.43901141456989956*pi,0.38759000356140483*pi,0.26606802375151306*pi) q[11],q[9];\nu3(3.6286529258971556*pi,0.8408883497437318*pi,1.8036851179089384*pi) q[0];\nu3(3.787636419387721*pi,-0.12281819270502087*pi,1.0187753042600338*pi) q[2];\nu3(3.5856829791692597*pi,3.4201892678182335*pi,2.447093295514122*pi) q[3];\nu3(3.381366272251292*pi,-0.4295430230447668*pi,1.4060485503351265*pi) q[4];\nu3(3.2484499638669315*pi,2.9528756891714463*pi,1.0886717148939573*pi) q[6];\nu3(3.146523288122935*pi,-0.36250549844647395*pi,3.96233623087268*pi) q[7];\nu3(3.3513065961126873*pi,3.157075218317112*pi,0.8787825042931219*pi) q[8];\nu3(3.954216730396612*pi,2.6195397613693254*pi,0.8196151910304621*pi) q[9];\nu3(3.726859240148742*pi,-0.31657756307763507*pi,2.6462222610257067*pi) q[11];\nu3(3.3035379170001034*pi,0.7408731873979457*pi,0.976656060823897*pi) q[12];\nu3(3.2208547603176805*pi,2.546877933095897*pi,1.8970909151643458*pi) q[13];\nu3(3.462190923556783*pi,2.176402238774872*pi,1.6142769739143623*pi) q[14];\nu3(3.285100569825292*pi,2.821832113262669*pi,2.178943854882045*pi) q[15];\nu3(3.58156568999582*pi,1.8433354621916576*pi,4.29197664609871*pi) q[16];\nRxxyyzz(0.3984439894627798*pi,0.1509989121734971*pi,0.0463961186708931*pi) q[5],q[0];\nRxxyyzz(0.3401489632190891*pi,0.18938777470433266*pi,3.9573371422104398*pi) q[1],q[9];\nRxxyyzz(0.45819256076871007*pi,0.2740459123671367*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.46124898106628986*pi,0.3372843753044885*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4310260908368102*pi,0.41511178318855246*pi,0.14679955093779284*pi) q[16],q[7];\nRxxyyzz(0.4256776245658004*pi,0.3525375223053654*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.36167707660175*pi,0.3414054837790879*pi,0.0701483831695061*pi) q[10],q[12];\nRxxyyzz(0.44279071206427967*pi,0.12465632033170318*pi,0.05457360759244313*pi) q[11],q[14];\nu3(3.4361673993778137*pi,-0.3300165674886528*pi,1.9084153994635107*pi) q[0];\nu3(3.692635678554741*pi,2.5610791124897343*pi,1.8071046228526564*pi) q[1];\nu3(3.707872881909899*pi,-0.16512593019748162*pi,1.9646231658263404*pi) q[2];\nu3(3.4745691019158054*pi,0.32746042588748603*pi,4.370347627054214*pi) q[3];\nu3(3.5110587886537603*pi,2.702927743913429*pi,1.06685621494755*pi) q[4];\nu3(3.6061038244369064*pi,0.9214016436371582*pi,0.9481820690033728*pi) q[5];\nu3(3.8083386306936906*pi,3.40781517391545*pi,0.9566762223856718*pi) q[7];\nu3(3.2445320623488727*pi,-0.2950646167492969*pi,1.7583309330328118*pi) q[8];\nu3(3.927450745766251*pi,0.7640082697560902*pi,1.7092207943062319*pi) q[9];\nu3(3.468803356941481*pi,0.28983773521461254*pi,1.6926481369335296*pi) q[10];\nu3(3.457525278073677*pi,1.1407406892515146*pi,1.0463725327206537*pi) q[11];\nu3(3.475863590143264*pi,2.0544225412737336*pi,0.5429606832372131*pi) q[12];\nu3(3.3747874756978633*pi,3.2553833452695122*pi,1.2171679691295916*pi) q[13];\nu3(3.3157257907930187*pi,0.6392232340664465*pi,0.5293703632618846*pi) q[14];\nu3(3.9009094335300643*pi,-0.42850477717400226*pi,0.7423941440052517*pi) q[15];\nu3(3.8294829497684115*pi,0.938618327983163*pi,1.209726880398598*pi) q[16];\nRxxyyzz(0.37651962966803953*pi,0.21338503631579397*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.37616179100377967*pi,0.1357707479869886*pi,3.94024049846391*pi) q[5],q[2];\nRxxyyzz(0.29090679068548964*pi,0.15045294732912162*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.4564964761498398*pi,0.20096089107028103*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.34403971275293965*pi,0.2517021042180385*pi,3.8883063630771795*pi) q[8],q[11];\nRxxyyzz(0.47046558220759893*pi,0.4288837079188425*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.3917550380447892*pi,0.28458342351517096*pi,0.0*pi) q[16],q[10];\nRxxyyzz(0.4700621564917197*pi,0.16143908208428392*pi,0.0*pi) q[14],q[13];\nu3(3.6323632510258794*pi,0.05419340400038397*pi,4.461609661471384*pi) q[1];\nu3(3.7553423789051514*pi,0.0639626980591479*pi,1.8775692026865962*pi) q[2];\nu3(3.615425510100558*pi,-0.11540415907432933*pi,4.463466984804572*pi) q[3];\nu3(3.186312032976811*pi,3.103316860473768*pi,2.189374995962213*pi) q[4];\nu3(3.3905307056213605*pi,1.1490899543127886*pi,1.4187700875976326*pi) q[5];\nu3(3.7162076644743802*pi,1.2817095916179626*pi,2.3679360831456444*pi) q[6];\nu3(3.6934525831440217*pi,-0.056269355931251874*pi,0.9059154166526528*pi) q[7];\nu3(3.8434711919978373*pi,0.35098149217904384*pi,2.0729590369509934*pi) q[8];\nu3(3.871979947468873*pi,3.2450520190910277*pi,1.5476867597948636*pi) q[9];\nu3(3.8136367025812694*pi,2.1676003609299244*pi,1.7588317144385133*pi) q[10];\nu3(3.8555544509324418*pi,0.2242252429120759*pi,4.432117644874699*pi) q[11];\nu3(3.97619215313779*pi,0.6922697383420793*pi,0.8328323787001821*pi) q[12];\nu3(3.6296984846282125*pi,-0.39387203688863226*pi,4.032530992339546*pi) q[13];\nu3(3.423910030521796*pi,2.2577738435373584*pi,1.3540001045391516*pi) q[14];\nu3(3.524485570469401*pi,2.8012621479112507*pi,0.8730837404108072*pi) q[15];\nu3(3.3834636557874678*pi,3.208273543206542*pi,4.082262702342545*pi) q[16];\nRxxyyzz(0.4418289048493973*pi,0.313154610323747*pi,3.9564676215386427*pi) q[13],q[0];\nRxxyyzz(0.3010413238755101*pi,0.1952417557527364*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.44382936570224985*pi,0.30170360826279286*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3951781523039801*pi,0.16545444538669063*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3864210005580401*pi,0.20361135265089292*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.29444473320456055*pi,0.23955489826492204*pi,0.05210922977162902*pi) q[8],q[6];\nRxxyyzz(0.4503942490079871*pi,0.22267744491639097*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.41847779448525*pi,0.25971811687291324*pi,0.0*pi) q[15],q[14];\nu3(3.447953195462861*pi,0.02520831836592874*pi,1.1020466245847809*pi) q[0];\nu3(3.945432343147309*pi,3.1488660554632917*pi,2.7633179586295333*pi) q[1];\nu3(3.3950521059276566*pi,3.332127258460259*pi,0.7484803221114202*pi) q[2];\nu3(3.4874455692410766*pi,0.5466065714968187*pi,2.3552709766981974*pi) q[3];\nu3(3.554149930212826*pi,3.4370743730131705*pi,3.915549888130232*pi) q[4];\nu3(3.1691937703441564*pi,0.16142919298400304*pi,2.3204933834413914*pi) q[5];\nu3(3.189823145295729*pi,3.2055607891284312*pi,0.5955220398519029*pi) q[6];\nu3(3.4021968224107857*pi,3.2826839532212433*pi,0.7689901786788256*pi) q[8];\nu3(3.806157199476708*pi,3.4528403768213805*pi,0.9889458794883956*pi) q[9];\nu3(3.1268590528255893*pi,2.2707047043255257*pi,0.7427668635815057*pi) q[10];\nu3(3.111686364544788*pi,-0.3258650907973243*pi,0.9127458381971172*pi) q[11];\nu3(3.79275357430832*pi,2.677036700798406*pi,1.2873596272767502*pi) q[12];\nu3(3.567154303048099*pi,2.3031385057451352*pi,1.7937390268123392*pi) q[13];\nu3(3.3890195994257617*pi,0.1678239105476762*pi,0.8635522998454799*pi) q[14];\nu3(3.271653168079669*pi,2.3518178872896573*pi,1.133460579543743*pi) q[15];\nu3(3.262732476199576*pi,-0.18812583412871597*pi,0.680359401578364*pi) q[16];\nRxxyyzz(0.32124150054651013*pi,0.2688636384332459*pi,0.0915488856666169*pi) q[1],q[12];\nRxxyyzz(0.37356260379084016*pi,0.27281943427375244*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.2638839873928398*pi,0.23265638663136823*pi,0.15233222374468092*pi) q[10],q[3];\nRxxyyzz(0.3905563850203601*pi,0.12569916400754313*pi,3.9584924841246796*pi) q[11],q[4];\nRxxyyzz(0.44218158537986163*pi,0.3136197278531859*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.40006662375249996*pi,0.1405229751822221*pi,0.06903437490810543*pi) q[8],q[9];\nRxxyyzz(0.4137653514408699*pi,0.28437781598922396*pi,0.0*pi) q[16],q[15];\nu3(3.309818009789507*pi,-0.10218219213546853*pi,3.486479412616213*pi) q[1];\nu3(3.391413970360465*pi,-0.09909670914059965*pi,1.0927116503239*pi) q[2];\nu3(3.6089499856570892*pi,3.285863861043815*pi,2.7388503658502015*pi) q[3];\nu3(3.5074881438609067*pi,-0.16766666090072802*pi,2.275275628361796*pi) q[4];\nu3(3.884187838190136*pi,3.4861980075212404*pi,3.6782069860816526*pi) q[5];\nu3(3.6838189324309383*pi,0.9864382688211506*pi,1.1225460720143523*pi) q[6];\nu3(3.380836514185292*pi,3.1391724158657843*pi,0.7408876419795882*pi) q[7];\nu3(3.505241932219857*pi,-0.09606723518475757*pi,0.6247838480216076*pi) q[8];\nu3(3.5563576129740415*pi,-0.3598005042447814*pi,0.591479365770039*pi) q[9];\nu3(3.4041405189299088*pi,3.016232238821007*pi,1.51424447309358*pi) q[10];\nu3(3.150920526293412*pi,0.3881345822089821*pi,2.0656835302767127*pi) q[11];\nu3(3.328517357434254*pi,2.6532860776983123*pi,4.358648825022666*pi) q[12];\nu3(3.599906589738902*pi,3.0278306775215142*pi,0.91026177962023*pi) q[15];\nu3(3.0306873559609278*pi,2.7295971288981717*pi,0.9040009718429887*pi) q[16];\nmeasure q[16] -> c[4];\nRxxyyzz(0.4179947302981889*pi,0.322177312568229*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.35675378231808963*pi,0.24798696764159622*pi,0.05836770389164503*pi) q[1],q[2];\nRxxyyzz(0.4467107676743796*pi,0.3339868124896075*pi,0.08490278160413549*pi) q[13],q[3];\nRxxyyzz(0.4750937825344511*pi,0.26101740201454704*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4579450256455599*pi,0.1909591315850251*pi,0.08708754282074449*pi) q[5],q[6];\nRxxyyzz(0.4090047130358895*pi,0.3288219246975448*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.41815027346334255*pi,0.20456527552923565*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.29745392373085*pi,0.19977679760442424*pi,3.95961982018314*pi) q[10],q[12];\nu3(3.8312840322453225*pi,-0.07449980978770387*pi,1.211110027914407*pi) q[0];\nu3(3.4342118081535995*pi,2.675027734926759*pi,1.441222615289468*pi) q[1];\nu3(2.212826341102453*pi,-0.1688724387011848*pi,4.26602332655348*pi) q[2];\nu3(3.6853407762870116*pi,1.625723943870312*pi,0.5286672528670924*pi) q[3];\nu3(3.544616685274696*pi,2.9224646430085173*pi,1.6634994866279045*pi) q[4];\nu3(3.487603112894785*pi,1.512934222955625*pi,0.887473846557696*pi) q[5];\nu3(3.621558812487448*pi,0.8133047088605145*pi,3.156049327984644*pi) q[6];\nu3(3.2959777526676914*pi,2.124410552409743*pi,1.5457045222438506*pi) q[7];\nu3(3.478198484280874*pi,0.7712126514061342*pi,1.4997518458391657*pi) q[8];\nu3(3.7413758411799596*pi,0.9470128069565642*pi,1.4982131976657782*pi) q[9];\nu3(1.4569338830857301*pi,-0.3952062140389105*pi,4.05685308796814*pi) q[10];\nu3(3.3853801423170173*pi,2.7877287544990104*pi,0.7890294499191662*pi) q[11];\nu3(0.5195526076592334*pi,3.1227763224678187*pi,1.8772756340792656*pi) q[12];\nu3(3.512301268955071*pi,0.045485277048602946*pi,4.153752496937454*pi) q[13];\nu3(3.2962591631022806*pi,1.3618171461387396*pi,1.6556441209571813*pi) q[14];\nu3(3.140654646024664*pi,1.1194611376701809*pi,1.4065392372682983*pi) q[15];\nmeasure q[1] -> c[0];\nmeasure q[11] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[8] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[10] -> c[8];\nmeasure q[2] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[14] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[4] -> c[14];\nmeasure q[15] -> c[15];\nmeasure q[7] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.840450324075177*pi,0.3454021530256608*pi,0.7442025833970201*pi) q[0];\nu3(3.361573013565088*pi,0.005207115925410788*pi,1.7583924970377098*pi) q[1];\nu3(3.075054446517685*pi,3.3984419973392006*pi,4.079305066637518*pi) q[2];\nu3(3.7793903483919107*pi,-0.45697679746204817*pi,3.4416762994256946*pi) q[3];\nu3(3.6537999107620296*pi,3.3641023266408454*pi,3.3254340730110195*pi) q[4];\nu3(3.823771844421365*pi,0.20769677972269063*pi,0.7474102691100785*pi) q[5];\nu3(3.431463629263025*pi,0.10697171071593314*pi,3.9524025530570217*pi) q[6];\nu3(3.3743340999332645*pi,3.358750088982791*pi,1.3796545437763224*pi) q[7];\nu3(3.2773454691312676*pi,-0.17748214655283423*pi,4.254870464305927*pi) q[8];\nu3(3.2940072583610798*pi,3.111545771694791*pi,3.280449537410239*pi) q[9];\nu3(3.474275038780575*pi,-0.128835646814903*pi,0.9530629592620417*pi) q[10];\nu3(3.669587358673118*pi,-0.030924432232279864*pi,4.327025166400207*pi) q[11];\nu3(3.495748678313128*pi,0.5665695100628771*pi,1.9456285938555133*pi) q[12];\nu3(3.7562762721632654*pi,2.683952832591709*pi,0.9122197450965734*pi) q[13];\nu3(3.2118701526149094*pi,2.0366095616500903*pi,1.5692810511542303*pi) q[14];\nu3(3.405837913602354*pi,0.6385858933632504*pi,2.4969456307083213*pi) q[15];\nu3(3.4482163532406047*pi,-0.2906809558201351*pi,1.4607793464112668*pi) q[16];\nRxxyyzz(0.3585272165323301*pi,0.18852897389956103*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4407171809949698*pi,0.41402695146957447*pi,3.838491916145*pi) q[2],q[10];\nRxxyyzz(0.2915311969477718*pi,0.15890864599142107*pi,0.04612582281249056*pi) q[3],q[12];\nRxxyyzz(0.3899235244645094*pi,0.34614713221696125*pi,3.9292355970672297*pi) q[4],q[11];\nRxxyyzz(0.3270534339071397*pi,0.15433142512308606*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.33332797579780105*pi,0.2742500961070169*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3126306380660595*pi,0.21022374865133564*pi,0.06524004461776656*pi) q[7],q[14];\nRxxyyzz(0.46078849109753994*pi,0.1229821447960362*pi,0.0*pi) q[13],q[16];\nu3(3.659450488858702*pi,3.398192494860858*pi,0.7836642176583521*pi) q[1];\nu3(3.761147464059149*pi,3.286079912494102*pi,1.6512778758914257*pi) q[2];\nu3(3.69049522831335*pi,3.2916156808567214*pi,0.9414397008260884*pi) q[3];\nu3(3.3977484762394354*pi,3.297220001906637*pi,1.5905427949899713*pi) q[4];\nu3(3.3784428793849175*pi,3.3319548536447123*pi,2.385657870653718*pi) q[5];\nu3(3.6874502290581117*pi,0.545240575572701*pi,0.6349360303301466*pi) q[6];\nu3(3.210302783798013*pi,0.502240860295448*pi,1.533647322018628*pi) q[7];\nu3(3.6778972464343886*pi,1.9113826216949246*pi,1.3405605490189294*pi) q[8];\nu3(3.821129201741369*pi,3.4128158823234602*pi,3.9830688300293113*pi) q[9];\nu3(3.1860266982837104*pi,1.24557442600943*pi,1.6581332835219893*pi) q[10];\nu3(3.786165476729538*pi,0.3420009710767866*pi,1.9858383944604345*pi) q[11];\nu3(3.7874765407011677*pi,3.18749932420989*pi,1.4554821087971046*pi) q[12];\nu3(3.7893887769018546*pi,0.3576130559767856*pi,0.5310392700121462*pi) q[13];\nu3(3.6555147581053142*pi,-0.41202834233295804*pi,3.0502810868884787*pi) q[14];\nu3(3.301338534285733*pi,-0.12037583134128721*pi,1.4987795106758155*pi) q[15];\nu3(3.2132068899023576*pi,-0.38076854329522514*pi,4.445643420694682*pi) q[16];\nRxxyyzz(0.4100968093762601*pi,0.21760030280322468*pi,3.884342986295121*pi) q[0],q[13];\nRxxyyzz(0.37800187971416066*pi,0.17608390114636574*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3959033368457293*pi,0.17064008798822025*pi,3.8531053267484605*pi) q[2],q[11];\nRxxyyzz(0.4242959356046999*pi,0.29136884670111834*pi,0.1986385579142597*pi) q[4],q[15];\nRxxyyzz(0.4486387866054696*pi,0.2770556511867607*pi,3.78970449275117*pi) q[5],q[7];\nRxxyyzz(0.47103609849600014*pi,0.24935341381235432*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4139602147763197*pi,0.24503615691114788*pi,0.0*pi) q[10],q[16];\nu3(3.7174226974175264*pi,-0.4486741653575711*pi,0.9769188458256237*pi) q[0];\nu3(3.4256848125037216*pi,-0.16789494420473589*pi,0.7121095351329281*pi) q[1];\nu3(3.561667298719236*pi,-0.1709802355740948*pi,2.1209417620123805*pi) q[2];\nu3(3.521132217556518*pi,3.322082008088052*pi,1.0702118261192202*pi) q[4];\nu3(3.6459717078667047*pi,2.638705160180966*pi,1.7189702088772612*pi) q[5];\nu3(3.217047992738862*pi,-0.32681917955560313*pi,3.9781129706142275*pi) q[6];\nu3(3.311202655591723*pi,3.215297913047157*pi,1.7626181087391362*pi) q[7];\nu3(3.185383641269774*pi,3.3525347676174846*pi,1.0936849803670068*pi) q[8];\nu3(3.729259455274725*pi,0.12381737468271492*pi,0.662638255649938*pi) q[9];\nu3(3.640673449118852*pi,2.982516568652327*pi,4.394287972992466*pi) q[10];\nu3(3.5915027086811397*pi,3.276898712457754*pi,1.1032157255985755*pi) q[11];\nu3(3.446905103167242*pi,0.6271764080563835*pi,0.6710900555475807*pi) q[13];\nu3(3.326664156144539*pi,0.5324248260450577*pi,4.172087248857423*pi) q[15];\nu3(3.642193898041649*pi,0.21156979588274716*pi,2.391255559303209*pi) q[16];\nRxxyyzz(0.31696901902243996*pi,0.22447426933226478*pi,0.13170882709818343*pi) q[0],q[12];\nRxxyyzz(0.38600155784454954*pi,0.28683018020100004*pi,0.11656083685436026*pi) q[1],q[13];\nRxxyyzz(0.4046303191978692*pi,0.29129739082986816*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4531055318274002*pi,0.20283215323044268*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4019448479890398*pi,0.26288053521153515*pi,0.07209533241663563*pi) q[4],q[7];\nRxxyyzz(0.45296540806136976*pi,0.2810844305128359*pi,3.8549083442808794*pi) q[8],q[16];\nRxxyyzz(0.40791857234903983*pi,0.32969237812951324*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.4456425417437143*pi,0.18594295095795754*pi,0.0*pi) q[11],q[14];\nu3(3.872925915221497*pi,-0.4758128638133329*pi,4.470432178513735*pi) q[0];\nu3(3.6691907855674044*pi,-0.38661286804463657*pi,4.373066888378986*pi) q[1];\nu3(3.6209666928135658*pi,2.775040089552305*pi,1.2545041071847942*pi) q[2];\nu3(3.3488702779833663*pi,3.445307267122759*pi,1.1920403061243516*pi) q[3];\nu3(3.117623329165564*pi,2.977970134818671*pi,1.4577966596524075*pi) q[4];\nu3(3.489591454656326*pi,-0.17768428754502474*pi,1.2413815533068102*pi) q[5];\nu3(3.361138920246611*pi,0.9637526416308979*pi,4.488620964451181*pi) q[7];\nu3(3.7985363349439476*pi,2.593048463498967*pi,2.197182987825964*pi) q[8];\nu3(3.527885654402394*pi,-0.0788302306819022*pi,0.6503492269765003*pi) q[9];\nu3(3.5142503552689437*pi,2.660985929298543*pi,4.4338493755667105*pi) q[10];\nu3(3.07318997035674*pi,2.6314097952164053*pi,0.9297902231923985*pi) q[11];\nu3(3.231142697438859*pi,2.4351179015001274*pi,3.8875672857451082*pi) q[12];\nu3(3.6511343986281766*pi,3.239862433917269*pi,3.259986940390675*pi) q[13];\nu3(3.6734421881862813*pi,3.4792674710925127*pi,1.3402734790615671*pi) q[14];\nu3(3.883562428386984*pi,1.001985307824739*pi,1.1773753170135448*pi) q[15];\nu3(3.511538220204152*pi,3.4349836091004176*pi,0.9379723126501127*pi) q[16];\nRxxyyzz(0.3688443627754097*pi,0.2883997055691446*pi,0.042800188599098454*pi) q[0],q[14];\nRxxyyzz(0.37129478834177954*pi,0.15032185003508614*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.27568266873857983*pi,0.1938750484260653*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3060885008044*pi,0.246397014141861*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4152996360761593*pi,0.31137673731931637*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.28112686940129017*pi,0.22854663156559862*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4403561908929221*pi,0.18425578239018625*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.2848376250876496*pi,0.22525883543278447*pi,3.92043259338734*pi) q[16],q[11];\nu3(3.7715210607813767*pi,0.1587955976301738*pi,3.335242721317906*pi) q[0];\nu3(3.5764585978206798*pi,-0.279183032065414*pi,2.089796337070288*pi) q[1];\nu3(3.3949375675968407*pi,2.1736440950023366*pi,1.6601242682358284*pi) q[2];\nu3(3.696506964026428*pi,3.189400196049161*pi,3.7864858761694693*pi) q[3];\nu3(3.202937324497041*pi,-0.15147684923353977*pi,1.3233775667106764*pi) q[4];\nu3(3.268501468251509*pi,2.864053361514779*pi,0.5139392943477765*pi) q[5];\nu3(3.2569157072872454*pi,0.8892809718051806*pi,0.9363140806656407*pi) q[6];\nu3(3.1862293482933985*pi,3.425262645991786*pi,2.2651556314381223*pi) q[7];\nu3(3.398811250366434*pi,1.8474604727115818*pi,1.7323453989169717*pi) q[9];\nu3(3.744493849201067*pi,0.20835262729790704*pi,4.428497702799771*pi) q[10];\nu3(3.640834367662088*pi,-0.17427640264127364*pi,3.8633081853167157*pi) q[11];\nu3(3.269841480751624*pi,-0.16038566350299377*pi,1.2188246363248258*pi) q[12];\nu3(3.437537349904971*pi,2.961375785522003*pi,1.2115746795163176*pi) q[13];\nu3(3.627655656814509*pi,-0.4104850761999128*pi,2.064793599321126*pi) q[14];\nu3(3.414868164321851*pi,2.0813916538683355*pi,0.8745111519569994*pi) q[15];\nu3(3.5350478395640597*pi,2.663261082612695*pi,0.8817424687140539*pi) q[16];\nRxxyyzz(0.4460174668044303*pi,0.16125902375051246*pi,3.9337203732881907*pi) q[0],q[12];\nRxxyyzz(0.2862699798611903*pi,0.20133338258900757*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.41445468377108985*pi,0.0*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.47347379102969034*pi,0.16115773368769803*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3802770839280094*pi,0.21672744397899635*pi,0.10941893492030982*pi) q[8],q[5];\nRxxyyzz(0.33048323935955004*pi,0.16132876046926425*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.42122140418064996*pi,0.26785514417069806*pi,3.959875858148459*pi) q[9],q[11];\nRxxyyzz(0.27694099529988936*pi,0.23347033127235228*pi,0.19077652913408905*pi) q[14],q[13];\nu3(3.7187007767783933*pi,-0.49452440391347996*pi,1.603541753698864*pi) q[0];\nu3(3.443555199994546*pi,3.341174347003739*pi,0.5958290123565544*pi) q[1];\nu3(3.488718440329677*pi,-0.4737956202260491*pi,1.0498930430829958*pi) q[2];\nu3(3.036363699785893*pi,0.9232108965546773*pi,1.784617886131437*pi) q[3];\nu3(3.663907828304576*pi,0.12323400643524707*pi,1.5827303654531342*pi) q[4];\nu3(3.196747160410043*pi,3.2063395765927227*pi,3.5476027256525366*pi) q[5];\nu3(3.1922600719010967*pi,2.297178209843343*pi,1.6418504417378097*pi) q[7];\nu3(3.1433162231931586*pi,-0.3995362024138548*pi,2.886805528681219*pi) q[8];\nu3(3.708187912332044*pi,3.4727500987145232*pi,1.2705219642954657*pi) q[9];\nu3(3.5025262626153615*pi,3.378315211154163*pi,3.7085788960925297*pi) q[10];\nu3(3.4809660606283637*pi,2.933224162993808*pi,1.7641712527116349*pi) q[11];\nu3(3.158108602336149*pi,3.216698018253686*pi,1.4831289661346894*pi) q[12];\nu3(3.524837344512532*pi,2.7752501001607937*pi,3.6175136150884715*pi) q[13];\nu3(3.352620088099663*pi,0.7935648142624614*pi,4.313737000819703*pi) q[14];\nu3(3.469385714782499*pi,0.018603071064609344*pi,2.236375233479522*pi) q[15];\nu3(3.582413504112795*pi,2.8810246451142314*pi,0.8671227849679513*pi) q[16];\nRxxyyzz(0.29492056760856944*pi,0.18620144741167166*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4342215007611996*pi,0.26418874216920996*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4763327668071101*pi,0.291504570054678*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.44738147578589926*pi,0.16447418593462637*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4059601318992897*pi,0.3281652418052411*pi,0.1938565687822958*pi) q[5],q[11];\nRxxyyzz(0.48769769727676937*pi,0.23933696829195483*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.3934742710446995*pi,0.3075897055335663*pi,3.9446985689042595*pi) q[8],q[15];\nRxxyyzz(0.4503898787159298*pi,0.2836698795940556*pi,0.0949400539618261*pi) q[10],q[13];\nu3(3.512222804052786*pi,3.1402990221876816*pi,2.111127464170814*pi) q[0];\nu3(3.529219757290728*pi,-0.30271356361144697*pi,1.2208550341430264*pi) q[1];\nu3(3.5730478465347106*pi,3.454524211153368*pi,0.748131228337511*pi) q[2];\nu3(3.4428490080811285*pi,-0.22177857445555788*pi,1.0673752552946674*pi) q[3];\nu3(3.499267673306088*pi,-0.4173540235050207*pi,0.7643693850284867*pi) q[4];\nu3(3.216429372451187*pi,1.8852739514364223*pi,0.7549432035439444*pi) q[5];\nu3(3.2146048891376537*pi,2.2210726348315735*pi,0.9650900082415976*pi) q[6];\nu3(3.603499411053125*pi,0.3793864619465832*pi,0.926363994114616*pi) q[7];\nu3(3.538112974802855*pi,2.811674147207943*pi,1.2492696911483596*pi) q[8];\nu3(3.406705251955496*pi,-0.3864869275852485*pi,1.693316596095588*pi) q[9];\nu3(3.798345258926737*pi,1.098740944664562*pi,4.408718062656791*pi) q[10];\nu3(3.6693359882558205*pi,2.0612477078712965*pi,3.939248246407642*pi) q[11];\nu3(3.615488046564332*pi,3.0072156641716012*pi,3.1201852650219384*pi) q[13];\nu3(3.443779620346745*pi,0.5842549534950323*pi,0.9468282373919266*pi) q[14];\nu3(3.1302311690495253*pi,2.4749369521500815*pi,1.4918013910311563*pi) q[15];\nu3(3.312861335016754*pi,2.5036908305559713*pi,1.8880033987025444*pi) q[16];\nRxxyyzz(0.38256479777891966*pi,0.17039664702633178*pi,3.91593268526393*pi) q[1],q[13];\nRxxyyzz(0.40353962876825566*pi,0.22859279895837764*pi,0.12095292753602828*pi) q[2],q[10];\nRxxyyzz(0.35472977898408997*pi,0.0*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.16061155602484967*pi,0.08844135430816125*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.41534783260531016*pi,0.19356116193172473*pi,0.04862430191781062*pi) q[8],q[5];\nRxxyyzz(0.32379476767040005*pi,0.14773668296296893*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.3701065543683302*pi,0.21802016518749945*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.3350738897089107*pi,0.23021144650792158*pi,0.0*pi) q[9],q[14];\nu3(3.3089330606343337*pi,0.7912330188909404*pi,0.5215673110501395*pi) q[1];\nu3(3.09831286898798*pi,0.39468788322035575*pi,0.5158836947952665*pi) q[2];\nu3(3.91961958635889*pi,2.0332244766644356*pi,1.9535390542211204*pi) q[3];\nu3(3.494052352952979*pi,-0.29543042589444557*pi,1.0065361518518132*pi) q[4];\nu3(3.7324409030743766*pi,2.173646655876418*pi,0.7926611215817885*pi) q[5];\nu3(3.1961195288971247*pi,1.2187480191620135*pi,1.2709107145563407*pi) q[6];\nu3(3.74939074597735*pi,3.173087335057743*pi,2.340400992769058*pi) q[7];\nu3(3.572146152475295*pi,0.8721974867610283*pi,0.8929860970235057*pi) q[8];\nu3(3.4975879107006578*pi,2.56239301776095*pi,1.3881484956156598*pi) q[9];\nu3(3.254358873195868*pi,0.8292323170867397*pi,2.0501784004720895*pi) q[10];\nu3(3.657322274306888*pi,-0.27988081608896936*pi,1.7629939622863047*pi) q[11];\nu3(3.5292774780678497*pi,0.611663622447445*pi,0.8398569004450915*pi) q[12];\nu3(3.4257005766432207*pi,-0.47775402398665345*pi,2.2210054546724605*pi) q[13];\nu3(3.1568339812009394*pi,-0.48408678148639106*pi,1.0721919403547027*pi) q[14];\nu3(3.678957237889997*pi,0.7421801446999043*pi,1.9399533640318951*pi) q[15];\nu3(3.6470065430148395*pi,2.191788617466245*pi,1.9176075755082977*pi) q[16];\nRxxyyzz(0.41549062277976*pi,0.3274689230519032*pi,0.11339663905462037*pi) q[16],q[0];\nRxxyyzz(0.2929273733326201*pi,0.270068245117582*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4064463160939198*pi,0.25944443983367327*pi,3.876177466233051*pi) q[3],q[15];\nRxxyyzz(0.33995215659934963*pi,0.21778691202767853*pi,3.92875473014389*pi) q[4],q[5];\nRxxyyzz(0.30957555618121996*pi,0.22557785544450404*pi,3.9018845918136407*pi) q[8],q[6];\nRxxyyzz(0.45577617161047995*pi,0.30405087327392766*pi,3.8511506182612103*pi) q[7],q[9];\nRxxyyzz(0.47508753040467033*pi,0.20067224719596788*pi,0.0*pi) q[11],q[13];\nu3(3.4034849300690184*pi,3.1143136851174495*pi,4.246515795840279*pi) q[0];\nu3(3.34706510533485*pi,1.5835630879299902*pi,1.5797862263862497*pi) q[1];\nu3(3.468131448935859*pi,0.9875509647029102*pi,2.2448124890239987*pi) q[3];\nu3(3.672769686617487*pi,-0.0023625970989781253*pi,0.9779488802629156*pi) q[4];\nu3(3.5492191616101447*pi,0.8680575244370563*pi,2.1222230906398494*pi) q[5];\nu3(3.5230286727932736*pi,-0.42525978249132323*pi,3.792391697389627*pi) q[6];\nu3(3.369199489978604*pi,-0.2776729426631762*pi,2.423346195669415*pi) q[7];\nu3(3.342785208721082*pi,0.2584716279114325*pi,1.9898117577892234*pi) q[8];\nu3(3.5678898833616213*pi,3.0600802939452407*pi,1.9739237843178579*pi) q[9];\nu3(3.7959126558800764*pi,0.6547469830439339*pi,1.9925618072186495*pi) q[11];\nu3(3.551776608585244*pi,3.374256432092252*pi,3.657639718956421*pi) q[13];\nu3(3.2630191285931858*pi,0.34259796045467783*pi,1.800939290458495*pi) q[14];\nu3(3.2253521114071937*pi,1.2138919187223642*pi,2.265493414806432*pi) q[15];\nu3(3.091391683262708*pi,3.1409016297005357*pi,3.1874515140735964*pi) q[16];\nRxxyyzz(0.35309542100472*pi,0.25954918451028264*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.3515251552289201*pi,0.3231346089569662*pi,0.08010497646391146*pi) q[1],q[11];\nRxxyyzz(0.45213204716122024*pi,0.31962797870923243*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4582445826479602*pi,0.38406889046838444*pi,0.15980039790836953*pi) q[4],q[15];\nRxxyyzz(0.39224526012693023*pi,0.23814180046831446*pi,0.07393760539094849*pi) q[6],q[13];\nRxxyyzz(0.30635824699594905*pi,0.250114665177537*pi,3.8856028675819805*pi) q[8],q[10];\nRxxyyzz(0.4313631881714498*pi,0.21439147747842735*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.3990341979974797*pi,0.34832216496304447*pi,0.0785738071086324*pi) q[16],q[12];\nu3(3.74934060352052*pi,0.7915025286448336*pi,1.822253990492597*pi) q[0];\nu3(3.595575792069773*pi,1.3453482446524987*pi,0.889273490084251*pi) q[1];\nu3(3.165850257708927*pi,2.3363438348606276*pi,2.307340437463661*pi) q[2];\nu3(3.367171087825658*pi,3.239563692296774*pi,0.8774930992091902*pi) q[3];\nu3(3.4824693385581105*pi,3.0859196129869035*pi,3.572135985767379*pi) q[4];\nu3(3.424065714832286*pi,0.7638906753009851*pi,3.776903107355258*pi) q[6];\nu3(3.093421643610876*pi,0.589480001102701*pi,1.098919228684176*pi) q[7];\nu3(3.6966150119827157*pi,2.924115808457904*pi,4.235458362250657*pi) q[8];\nu3(3.3876439457465053*pi,3.299793421679374*pi,2.2054572656135654*pi) q[9];\nu3(3.4371304042522053*pi,0.9536142515708343*pi,1.973510161114242*pi) q[10];\nu3(3.2093985305293353*pi,3.23785564497181*pi,0.7299753533098627*pi) q[11];\nu3(3.81735419037241*pi,0.23889581151473172*pi,3.2696049009790977*pi) q[12];\nu3(3.6405195054789052*pi,3.3578971169827723*pi,3.271032516154143*pi) q[13];\nu3(3.834725574209641*pi,0.2234218505782053*pi,4.401386581836543*pi) q[14];\nu3(3.9124335908910375*pi,0.4057640187478875*pi,1.4212412358868602*pi) q[15];\nu3(3.324959642803984*pi,-0.3927021668008708*pi,1.2296539504202229*pi) q[16];\nRxxyyzz(0.31789879301584956*pi,0.26114481274673784*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.41073949561797213*pi,0.33131493434737397*pi,0.2275488158917396*pi) q[1],q[13];\nRxxyyzz(0.4359044700283395*pi,0.2989732633273872*pi,3.7887568881202505*pi) q[2],q[5];\nRxxyyzz(0.42035658093502964*pi,0.20773599936219697*pi,0.04403844297694079*pi) q[14],q[3];\nRxxyyzz(0.3202558582914695*pi,0.16155514382147196*pi,3.9171875019585998*pi) q[4],q[16];\nRxxyyzz(0.44657426481370954*pi,0.18975465172164974*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3609451902381907*pi,0.2018398821263525*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.3662784632036301*pi,0.12107187542128585*pi,3.94494279926759*pi) q[10],q[9];\nu3(3.4826382776407474*pi,-0.45094150070032746*pi,1.2597808798552226*pi) q[0];\nu3(3.482565361086669*pi,-0.3480914174714395*pi,0.7205405183044289*pi) q[1];\nu3(3.1555287767378473*pi,3.3552366075605384*pi,1.1945242730144057*pi) q[2];\nu3(3.454935889482478*pi,-0.1570274539771801*pi,4.426351207154701*pi) q[3];\nu3(3.2035865920814404*pi,0.6357674555234061*pi,1.4695096481748333*pi) q[4];\nu3(3.4195756264940695*pi,3.421152929417085*pi,0.9372688087581111*pi) q[5];\nu3(3.3465497857599837*pi,2.3015545475845656*pi,1.4644929785190446*pi) q[6];\nu3(3.5099722095094688*pi,0.42541750734537565*pi,3.818011666010151*pi) q[7];\nu3(3.49006337949384*pi,-0.2325532839738343*pi,4.4990533705653695*pi) q[8];\nu3(3.5249078648598218*pi,2.7963611527452246*pi,2.4947885095105518*pi) q[9];\nu3(3.6776783881324224*pi,-0.44872129217453505*pi,2.1739429395528016*pi) q[10];\nu3(3.5224707154881085*pi,2.2736922261420953*pi,1.5572450256589732*pi) q[11];\nu3(3.2003803244732585*pi,-0.22029941950425114*pi,2.7798790833561426*pi) q[13];\nu3(3.173877504021317*pi,2.997446248004894*pi,1.7769468114325595*pi) q[14];\nu3(3.253924112841951*pi,3.4199973647061004*pi,1.5652732109809615*pi) q[15];\nu3(3.398103853459194*pi,-0.3886485840522451*pi,0.5022737474451038*pi) q[16];\nRxxyyzz(0.47371714643903995*pi,0.3383205464001856*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.44770826542923986*pi,0.2838906045889723*pi,3.9025873473157393*pi) q[14],q[2];\nRxxyyzz(0.36922632060485916*pi,0.27622555145634786*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.45233327534829104*pi,0.12815695553333595*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.42706121186030943*pi,0.3674957425740952*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.44491197611228017*pi,0.26823445890033826*pi,3.9433935367565596*pi) q[9],q[7];\nRxxyyzz(0.43323206488547955*pi,0.23568418488967716*pi,3.91208343677693*pi) q[12],q[10];\nu3(3.567100723376886*pi,2.939365577331945*pi,1.219668403588864*pi) q[0];\nu3(3.889137896947409*pi,-0.3802289966616921*pi,1.939874745768813*pi) q[2];\nu3(3.438907806505059*pi,2.9621521309549044*pi,2.0981238496142183*pi) q[3];\nu3(3.295851774350874*pi,2.5273934244103184*pi,1.9985906671148201*pi) q[4];\nu3(3.4662769821969164*pi,-0.14029689246802424*pi,2.2392696425661525*pi) q[5];\nu3(3.4222106134932733*pi,0.4368354589494905*pi,3.957282570794656*pi) q[6];\nu3(3.1216607125298537*pi,-0.37322164464461177*pi,1.4590091577285078*pi) q[7];\nu3(3.221464421968491*pi,2.0926914067893376*pi,1.9738720916996908*pi) q[8];\nu3(3.3649120562642683*pi,1.8773926280972804*pi,0.8705585107763745*pi) q[9];\nu3(3.6724845300772757*pi,0.6727686962347492*pi,2.138367158600858*pi) q[10];\nu3(3.2561753874779207*pi,2.449517944593717*pi,2.033278640102959*pi) q[12];\nu3(3.4990625240569946*pi,0.6114584669754304*pi,1.3726780024133372*pi) q[14];\nu3(3.3495457455564432*pi,3.42981227139302*pi,3.7911072075473005*pi) q[15];\nu3(3.306343682626391*pi,0.3490236575493587*pi,0.8393358111507422*pi) q[16];\nRxxyyzz(0.3325361496595908*pi,0.21026271823445897*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.3570915251895196*pi,0.2826701788014834*pi,0.1958006088705968*pi) q[1],q[15];\nRxxyyzz(0.42245175175697025*pi,0.1926110441783503*pi,0.06095308923076243*pi) q[2],q[5];\nRxxyyzz(0.4191442661994004*pi,0.2624373863185674*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.38643324980476956*pi,0.32741171638326333*pi,0.1596152832539417*pi) q[4],q[16];\nRxxyyzz(0.3846141808520493*pi,0.25781533352613395*pi,0.06064113438548618*pi) q[8],q[9];\nRxxyyzz(0.38586374787391003*pi,0.15400691701622324*pi,3.9249938294698694*pi) q[11],q[10];\nRxxyyzz(0.44210849857165035*pi,0.22998875418285003*pi,3.89570294312764*pi) q[12],q[13];\nu3(3.8907873014906054*pi,2.6702702543997776*pi,0.5290547693457418*pi) q[0];\nu3(3.93502014126833*pi,2.771727953640948*pi,2.0644847556040706*pi) q[1];\nu3(3.6517147107434482*pi,-0.3084216616590406*pi,0.803338955137143*pi) q[2];\nu3(3.396809458882246*pi,0.6844996128305361*pi,1.0380023007234183*pi) q[3];\nu3(3.183716414046161*pi,-0.26476019455234534*pi,0.8666848589585072*pi) q[4];\nu3(3.5628859985662866*pi,2.5414364213275236*pi,3.721702327290121*pi) q[5];\nu3(3.527811572023218*pi,3.101824570048656*pi,0.6544703437332422*pi) q[7];\nu3(3.8372333731946213*pi,-0.46785820253393434*pi,3.481085558146818*pi) q[8];\nu3(3.4573795953786157*pi,2.8449497175651177*pi,1.0202550996293156*pi) q[9];\nu3(3.3820752478764318*pi,3.1111213813271807*pi,1.5104089298723609*pi) q[10];\nu3(3.7886749673122644*pi,0.5691793650428971*pi,1.3846754194390876*pi) q[11];\nu3(3.7641612506615867*pi,3.313713746078769*pi,1.3555265619257708*pi) q[12];\nu3(3.583087331973394*pi,2.4751739421197563*pi,1.1560736837342973*pi) q[13];\nu3(3.8189969419228564*pi,0.1480721522924382*pi,1.6718342546567346*pi) q[14];\nu3(3.6399310442041757*pi,0.48248218241587104*pi,3.0540920644091467*pi) q[15];\nu3(3.6701440135118464*pi,-0.3377913705676188*pi,3.4947983925300345*pi) q[16];\nRxxyyzz(0.37623219300089084*pi,0.0841156391561152*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.46254319669283983*pi,0.21473040792234266*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4402765258838103*pi,0.2894179395677512*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.3890536959657399*pi,0.2456643799657111*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3711420545834697*pi,0.2441424444039142*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3036992577312*pi,0.1872565345812306*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.42676198665146964*pi,0.12003377881939108*pi,0.06829778965118666*pi) q[11],q[16];\nRxxyyzz(0.4650026265356342*pi,0.32446095716018386*pi,0.0*pi) q[14],q[13];\nu3(3.4318545042980673*pi,3.34497598776344*pi,0.979737048228495*pi) q[0];\nu3(3.5451111398873327*pi,-0.11385119018906376*pi,2.2975219018508684*pi) q[1];\nu3(3.9655013149371965*pi,0.4135143839908525*pi,0.9789028699181516*pi) q[2];\nu3(3.8744336825461474*pi,0.2443686807282197*pi,1.4442095194235949*pi) q[4];\nu3(3.0631714126461524*pi,-0.13150382760943502*pi,4.083272903830104*pi) q[5];\nu3(3.731348190834836*pi,1.1309608026215443*pi,1.7522155363209564*pi) q[6];\nu3(3.1221535259276507*pi,0.876969265680378*pi,1.9772923935100986*pi) q[7];\nu3(3.638043247029254*pi,0.5408511794356503*pi,3.7797487882588032*pi) q[8];\nu3(3.534278202026359*pi,-0.1360005152788475*pi,0.6048482273142683*pi) q[9];\nu3(3.324464056212488*pi,3.3839992003771835*pi,1.1777037007011821*pi) q[10];\nu3(3.6355046404390094*pi,0.11942024468460577*pi,3.2038894108972764*pi) q[11];\nu3(3.4422422618356228*pi,-0.4131948572063048*pi,3.6792946694580277*pi) q[12];\nu3(3.2288784023679846*pi,2.4995474035406477*pi,1.5857255755073265*pi) q[13];\nu3(3.3271384859546975*pi,0.33371624440999625*pi,1.2288284519962303*pi) q[14];\nu3(3.424458937797606*pi,2.8117177523237666*pi,4.320446556651439*pi) q[15];\nu3(3.7798448796310247*pi,3.4886561259543694*pi,1.0543212645159044*pi) q[16];\nRxxyyzz(0.45318959866420017*pi,0.18512074986668925*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.2962835164459926*pi,0.10431157971072702*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.44721891395059027*pi,0.2769581827308589*pi,3.86529296466939*pi) q[12],q[2];\nRxxyyzz(0.43065273181897024*pi,0.24311667106773638*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.34932492039071933*pi,0.22433389687610017*pi,3.8859731118381404*pi) q[4],q[14];\nRxxyyzz(0.17330544662378958*pi,0.09472108381793243*pi,3.9459355891826906*pi) q[9],q[6];\nRxxyyzz(0.27737490386533975*pi,0.25025477991362743*pi,0.07367870061030724*pi) q[10],q[11];\nu3(3.423681543360876*pi,2.8373563736230887*pi,2.4282134032579448*pi) q[0];\nu3(3.496932729052479*pi,2.7010927108406446*pi,0.669623095092358*pi) q[1];\nu3(3.8455145759313987*pi,2.7618687299241436*pi,1.9183801801210347*pi) q[2];\nu3(3.348002083814708*pi,2.951948547876306*pi,0.8858661124139625*pi) q[3];\nu3(3.6012113867634343*pi,2.3062345131534627*pi,1.0706104155516338*pi) q[4];\nu3(3.5470205164877195*pi,2.7118592216526793*pi,4.437000405728*pi) q[6];\nu3(3.2987725425280017*pi,3.1576677804109954*pi,0.5425964333543756*pi) q[8];\nu3(3.5889566025962503*pi,-0.44750107934631456*pi,2.447421432569623*pi) q[9];\nu3(3.3736226161924208*pi,0.22378519919165152*pi,3.9670383288103688*pi) q[10];\nu3(3.1939563947322815*pi,0.1836101224744977*pi,4.3179069723058445*pi) q[11];\nu3(3.4423145108516797*pi,2.676453804403309*pi,1.1509953755997149*pi) q[12];\nu3(3.66863738639032*pi,2.343630075976616*pi,0.8778542848653708*pi) q[13];\nu3(3.263107456648693*pi,3.3435293365135816*pi,1.8235894343707666*pi) q[14];\nu3(3.3088573491246223*pi,2.1890014254068166*pi,1.7139352488351123*pi) q[16];\nRxxyyzz(0.49341599859427754*pi,0.30004260127829685*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3763064861724602*pi,0.2997189913643311*pi,0.07324293030198835*pi) q[1],q[14];\nRxxyyzz(0.42312402889033945*pi,0.23425013893463875*pi,3.8303735906263103*pi) q[11],q[2];\nRxxyyzz(0.38294330190272025*pi,0.17390065048010406*pi,0.10457213402009438*pi) q[5],q[3];\nRxxyyzz(0.46578901367960013*pi,0.21789696700908756*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4651409850079986*pi,0.15822649967729252*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4474445998861992*pi,0.37907470325077064*pi,3.7980354987076*pi) q[9],q[8];\nRxxyyzz(0.4207465723556796*pi,0.17524806014997502*pi,0.04305324001675194*pi) q[16],q[13];\nu3(3.8265294383938304*pi,-0.3003892595595102*pi,1.5549380559388557*pi) q[0];\nu3(3.4940740236814904*pi,0.22962418839905518*pi,3.964263689253231*pi) q[1];\nu3(3.4524759817121913*pi,-0.3288323046326146*pi,2.0894210608271013*pi) q[2];\nu3(3.7464810643930493*pi,3.4061343584115464*pi,3.2057092890706462*pi) q[3];\nu3(3.7505493605265805*pi,-0.3637985754645189*pi,0.7296619211135319*pi) q[4];\nu3(3.370556753204021*pi,1.240439847931911*pi,4.295854020288995*pi) q[5];\nu3(3.0891600245913855*pi,2.924202953998561*pi,0.5487913186851182*pi) q[6];\nu3(3.58346991546446*pi,3.2384985704688636*pi,0.9440480391401813*pi) q[7];\nu3(3.601202535938979*pi,0.17379032009057704*pi,0.7148200172745383*pi) q[8];\nu3(3.429858254877802*pi,3.0460275590667782*pi,1.5722799901239308*pi) q[9];\nu3(3.3239976441547774*pi,0.1517594569558256*pi,0.7122652839587595*pi) q[11];\nu3(3.3804894507728465*pi,0.07773369875654712*pi,0.7310287125055122*pi) q[12];\nu3(3.5633448734795703*pi,3.413880383640977*pi,3.658981846304889*pi) q[13];\nu3(3.7469038701422295*pi,0.987432719120293*pi,0.9182572527937338*pi) q[14];\nu3(3.8408713971730433*pi,0.6203272482155098*pi,0.7681712240260934*pi) q[15];\nu3(3.537327239748597*pi,2.974087876156292*pi,4.358419079289704*pi) q[16];\nRxxyyzz(0.4090262003776193*pi,0.2868488901298516*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.44554447319208024*pi,0.2613492891899535*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.39900175365020024*pi,0.28366285114680306*pi,0.08427873610644226*pi) q[8],q[3];\nRxxyyzz(0.44987782129030984*pi,0.3957989836050081*pi,3.8498991386541803*pi) q[10],q[4];\nRxxyyzz(0.3991722000004593*pi,0.27238078554742107*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4478684618224402*pi,0.09609043846253162*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4309752495058299*pi,0.2938315233743593*pi,0.16090114843293163*pi) q[15],q[14];\nu3(3.3405862088621494*pi,0.10178113836074054*pi,0.9745435384621288*pi) q[1];\nu3(3.459083571562256*pi,1.2515452686725803*pi,0.8481195345701321*pi) q[2];\nu3(3.787098879954327*pi,0.35461855388532815*pi,3.456416764222485*pi) q[3];\nu3(3.5696794581510733*pi,3.3512767815180484*pi,1.4583908128708036*pi) q[4];\nu3(3.424059222668234*pi,0.18221957656410304*pi,1.7325532437482623*pi) q[5];\nu3(3.4568711653312607*pi,-0.3656106217329226*pi,0.7154473108078259*pi) q[7];\nu3(3.5464497867530222*pi,-0.19541720774507965*pi,3.750987949113472*pi) q[8];\nu3(3.513969926072054*pi,3.076341149430391*pi,2.0988823662858884*pi) q[10];\nu3(3.9611297417741373*pi,2.517327500205982*pi,1.805943136061296*pi) q[11];\nu3(3.812534108839727*pi,3.069088099288113*pi,1.241805512963639*pi) q[12];\nu3(3.5784173597674753*pi,3.252441329595457*pi,0.6417915155344884*pi) q[13];\nu3(3.4933851649020387*pi,0.14397044935760206*pi,3.3812557426185643*pi) q[14];\nu3(3.852710919245335*pi,-0.31157823350146924*pi,4.200121753604295*pi) q[15];\nu3(3.807378880370024*pi,0.12393877386272234*pi,1.4516076824428*pi) q[16];\nmeasure q[1] -> c[4];\nmeasure q[16] -> c[9];\nmeasure q[3] -> c[15];\nRxxyyzz(0.48384292326726985*pi,0.2912351817245389*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.29938516126886927*pi,0.14243471626214876*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.35142996765462986*pi,0.20814869110663503*pi,0.07155632229947351*pi) q[14],q[4];\nRxxyyzz(0.35810158183767016*pi,0.14336031674818706*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4056298218408495*pi,0.11499520134195684*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3910662320715003*pi,0.258005528029972*pi,3.9440132390805*pi) q[11],q[7];\nRxxyyzz(0.3362056885698102*pi,0.24980648402559424*pi,0.153350835494924*pi) q[10],q[9];\nu3(3.6753462453487384*pi,2.6740415982378236*pi,0.6778011658873564*pi) q[0];\nu3(3.6455990702636325*pi,-0.18156056881692972*pi,2.4313257757419993*pi) q[2];\nu3(0.6365844673715244*pi,0.3162091301353206*pi,3.5305346911792386*pi) q[4];\nu3(0.5982288499559363*pi,3.3738707330420845*pi,1.8359293542152098*pi) q[5];\nu3(3.3173010335810647*pi,-0.2553961840954706*pi,4.251408126967953*pi) q[6];\nu3(3.0625205924407446*pi,1.4639840534860697*pi,0.8571190356991618*pi) q[7];\nu3(1.3997046035892025*pi,0.8909204314532855*pi,0.9938745097983513*pi) q[8];\nu3(2.654171404496616*pi,-0.23954835615938957*pi,4.269759112180743*pi) q[9];\nu3(1.4181091540267001*pi,0.10036519027667956*pi,1.2856469631941598*pi) q[10];\nu3(3.560256137376668*pi,2.520526783591648*pi,1.6320943389458922*pi) q[11];\nu3(3.6332833385917023*pi,-0.26460279944331155*pi,1.5905086644971465*pi) q[12];\nu3(0.5509698392259617*pi,0.11751717769418835*pi,2.328216983412853*pi) q[13];\nu3(1.5078742002795664*pi,0.8722487278293005*pi,4.199172930368939*pi) q[14];\nu3(3.4820649540005943*pi,-0.353181397002436*pi,1.0453862071404423*pi) q[15];\nmeasure q[10] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[11] -> c[5];\nmeasure q[0] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[6] -> c[10];\nmeasure q[15] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[14] -> c[14];\nmeasure q[4] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.553879785201906*pi,3.124497979742598*pi,4.416581993236891*pi) q[0];\nu3(3.379446936672866*pi,3.251689531917548*pi,1.9552075364159784*pi) q[1];\nu3(3.746945735993496*pi,2.6924975118198393*pi,1.0633700719742532*pi) q[2];\nu3(3.414266711424682*pi,-0.3107989890222401*pi,3.49011959788844*pi) q[3];\nu3(3.3890747358196065*pi,2.9936871932127285*pi,0.7913308376995619*pi) q[4];\nu3(3.6704252778446778*pi,2.801341362616221*pi,0.7665758186272289*pi) q[5];\nu3(3.3401057778323673*pi,2.715625094879921*pi,1.5425397107070462*pi) q[6];\nu3(3.6318249768153734*pi,3.176378226938753*pi,2.01527869253584*pi) q[7];\nu3(3.1169629972177466*pi,3.0781366251561586*pi,2.4652265379312084*pi) q[8];\nu3(3.3978873131582565*pi,3.2983222707420743*pi,1.4155705058213481*pi) q[9];\nu3(3.067544525832342*pi,3.0826205957435433*pi,1.9545407645145225*pi) q[10];\nu3(3.3027841896305996*pi,2.6621557064454464*pi,2.5753637444807946*pi) q[11];\nu3(3.3656416755641057*pi,0.09827317533520108*pi,4.212453835575225*pi) q[12];\nu3(3.65204900277977*pi,3.355265156468586*pi,2.912711410852693*pi) q[13];\nu3(3.6195591668253013*pi,2.848308667431261*pi,3.5137327478514724*pi) q[14];\nu3(3.885482927896397*pi,3.2785390796405833*pi,4.222081378331801*pi) q[15];\nu3(3.163344149561439*pi,3.3853067132466164*pi,0.7539731946691945*pi) q[16];\nRxxyyzz(0.35155309899514997*pi,0.26653293527503097*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3697133766463799*pi,0.28483658213838936*pi,0.12481029511521928*pi) q[1],q[14];\nRxxyyzz(0.44298272072976996*pi,0.1165578160887174*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.39668114451569997*pi,0.2872288915444105*pi,0.1506572845673668*pi) q[4],q[6];\nRxxyyzz(0.4595937045739398*pi,0.2897203290632062*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4050069252147499*pi,0.16127884547002624*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.4252917266212002*pi,0.20226659073497902*pi,3.8425433232060797*pi) q[11],q[15];\nRxxyyzz(0.4144661934330104*pi,0.25488979863327377*pi,0.0*pi) q[12],q[13];\nu3(3.2501874849037264*pi,-0.17599998874815004*pi,1.2939077751811343*pi) q[0];\nu3(3.708436866484491*pi,-0.004199716746937254*pi,3.03134903035081*pi) q[1];\nu3(3.5745779915848424*pi,-0.07982291292965804*pi,2.4968153995235*pi) q[2];\nu3(3.36839301983228*pi,3.2086043963381607*pi,2.157986681121911*pi) q[4];\nu3(3.3669995815973675*pi,2.0089409949955668*pi,1.5237264418322516*pi) q[5];\nu3(3.3194734732534656*pi,2.948322559250993*pi,0.7533887563061278*pi) q[6];\nu3(3.100015868593849*pi,0.4685765372455717*pi,2.3794551871272738*pi) q[7];\nu3(3.1344033236081623*pi,2.696465871232931*pi,1.2556097201493759*pi) q[8];\nu3(3.151312523346384*pi,3.2137331027545994*pi,0.6816820561508017*pi) q[9];\nu3(3.4219844003412785*pi,3.4651713184312696*pi,0.511012502196126*pi) q[10];\nu3(3.1983457561536817*pi,0.9371173851818528*pi,1.1200971685945182*pi) q[11];\nu3(3.774467565892627*pi,0.6537017172446016*pi,2.037725895443783*pi) q[12];\nu3(3.617273943076371*pi,-0.19149414534467207*pi,2.455029446282796*pi) q[13];\nu3(3.30545433175977*pi,1.905530480168709*pi,0.8297527521933888*pi) q[14];\nu3(3.2478435154170753*pi,2.3680312783000828*pi,1.0147048612629521*pi) q[15];\nu3(3.484344425096019*pi,2.522765449953128*pi,2.325019785143454*pi) q[16];\nRxxyyzz(0.4567804718523697*pi,0.2930899618668088*pi,0.04296066236216381*pi) q[0],q[15];\nRxxyyzz(0.28471994415838975*pi,0.14903899782760188*pi,3.9317555313820205*pi) q[1],q[11];\nRxxyyzz(0.4535470524081494*pi,0.290403833068134*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.41943470496482027*pi,0.3566155005091922*pi,0.12512451270148242*pi) q[3],q[16];\nRxxyyzz(0.4472293963829994*pi,0.20065915660563682*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.45919709858858904*pi,0.21377255267922912*pi,3.9181787489329296*pi) q[6],q[10];\nRxxyyzz(0.4180414464407899*pi,0.14936868565033157*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4431047671706994*pi,0.17211882667042125*pi,0.059877465201411934*pi) q[9],q[13];\nu3(3.649893823851461*pi,2.8223557484054167*pi,4.0328201835588855*pi) q[0];\nu3(3.174051039422707*pi,3.0793503564498805*pi,4.050821510634973*pi) q[1];\nu3(3.7301347803894793*pi,-0.3171586910228278*pi,3.8846977202794415*pi) q[2];\nu3(3.8484158908071286*pi,2.7210173417877597*pi,1.6092396586997864*pi) q[3];\nu3(3.1904491462030746*pi,3.2682016073235967*pi,4.384557073314927*pi) q[4];\nu3(3.9008111128486287*pi,2.9185022487036347*pi,1.8627936613954807*pi) q[5];\nu3(3.6246458810802524*pi,0.6320183927273915*pi,2.33786066952811*pi) q[6];\nu3(3.2937135618305375*pi,2.837296353590149*pi,2.138937725251967*pi) q[7];\nu3(3.8202261487248417*pi,2.8591601842118712*pi,4.418773192028208*pi) q[8];\nu3(3.490836684326257*pi,0.9949809897314568*pi,4.086105147740898*pi) q[9];\nu3(3.39603757139672*pi,-0.45432778243207833*pi,2.3243612621001484*pi) q[10];\nu3(3.6826714814702575*pi,0.21118737514494212*pi,0.8454674662356315*pi) q[11];\nu3(3.3883577755503334*pi,0.3801413138318166*pi,1.6220294826468087*pi) q[12];\nu3(3.62324077512855*pi,3.215965254895467*pi,4.24357636157551*pi) q[13];\nu3(3.5447331725173914*pi,2.2544803135131675*pi,1.193456517037422*pi) q[15];\nu3(3.2396882217196317*pi,2.34107654692652*pi,0.8952425188472436*pi) q[16];\nRxxyyzz(0.39954160723359955*pi,0.3084680175175082*pi,0.04812559128947477*pi) q[1],q[6];\nRxxyyzz(0.4562138580359592*pi,0.12205562741069054*pi,3.9258057400376405*pi) q[2],q[16];\nRxxyyzz(0.4728297722798761*pi,0.20787817404090858*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4224867885467495*pi,0.2412133657498544*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4679239251395494*pi,0.2376927888101763*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4318126598576312*pi,0.22224617308756767*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4411827983757604*pi,0.2562227616802161*pi,0.2357755084797301*pi) q[10],q[15];\nRxxyyzz(0.41686389754850023*pi,0.2909161630554421*pi,0.10466630329280903*pi) q[13],q[14];\nu3(3.134476148453709*pi,3.447751236946779*pi,0.6142922151563858*pi) q[1];\nu3(3.5134507796002694*pi,2.874195665190017*pi,2.318318202026917*pi) q[2];\nu3(3.6942014676080706*pi,-0.027458114210817897*pi,4.3858218273822*pi) q[3];\nu3(3.543046162769781*pi,3.26909041170571*pi,1.1971599320389852*pi) q[4];\nu3(3.369562303186389*pi,3.346949893878227*pi,0.9668980848373803*pi) q[5];\nu3(3.6843345599883293*pi,-0.13504127778288133*pi,3.519739464054507*pi) q[6];\nu3(3.3706459929066885*pi,2.291593209109477*pi,1.7826254503252825*pi) q[7];\nu3(3.7595323748370424*pi,1.0334449320260921*pi,1.3896081021686402*pi) q[8];\nu3(3.3015864893952847*pi,-0.3386530486652904*pi,1.8646347603495155*pi) q[9];\nu3(3.8091376186104653*pi,1.0458505004540721*pi,0.5652968014112539*pi) q[10];\nu3(3.3893933310211564*pi,2.5480215321841677*pi,2.303452064667497*pi) q[11];\nu3(3.1603986318416024*pi,3.392743949983628*pi,2.1295439337294333*pi) q[12];\nu3(3.711299611315493*pi,1.3700624092526565*pi,0.5356243162678934*pi) q[13];\nu3(3.588506154560726*pi,0.06087902237200282*pi,0.8702203081477922*pi) q[14];\nu3(3.9364657997749384*pi,-0.06546538959736137*pi,3.2706027163097904*pi) q[15];\nu3(3.6744350935411276*pi,1.3241544013659947*pi,2.3512862053253176*pi) q[16];\nRxxyyzz(0.39510631732709983*pi,0.2752028754183832*pi,0.10422491453212268*pi) q[0],q[6];\nRxxyyzz(0.45357065371169014*pi,0.22444726398084225*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4517832145977696*pi,0.21931516890371594*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4405323519544396*pi,0.22281071271456948*pi,3.9218802291099895*pi) q[7],q[5];\nRxxyyzz(0.2241846857866001*pi,0.1339389283293997*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3408928714968803*pi,0.17121179821713195*pi,0.0*pi) q[9],q[16];\nu3(3.1403653473158846*pi,2.227459624770739*pi,4.241856999299423*pi) q[0];\nu3(3.443013906159516*pi,0.90943540791104*pi,1.45134926225099*pi) q[1];\nu3(3.318837267614417*pi,-0.11863401015019487*pi,2.0189518751421263*pi) q[2];\nu3(3.744824001477868*pi,1.3084710646080744*pi,2.4595559187933995*pi) q[5];\nu3(3.08942248169581*pi,0.060941412918631754*pi,3.102705005566585*pi) q[6];\nu3(3.4473053138565057*pi,1.875227484060117*pi,0.6451990630198603*pi) q[7];\nu3(3.787380139076536*pi,2.7853700667174572*pi,1.4092055623439617*pi) q[8];\nu3(3.0312457812019655*pi,3.357345617522445*pi,1.1026538678621707*pi) q[9];\nu3(3.371272939629519*pi,3.359891548112233*pi,0.6288684855771841*pi) q[11];\nu3(3.4120296910080357*pi,3.1050884531577374*pi,1.6335710589478827*pi) q[12];\nu3(3.621319293615859*pi,2.529087982345671*pi,0.9512686635375436*pi) q[14];\nu3(3.6563080490828748*pi,0.3653968450750906*pi,1.768481770728415*pi) q[16];\nRxxyyzz(0.4791503142910001*pi,0.365655172662704*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.37658369436876005*pi,0.280885208493055*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3979846793457997*pi,0.26208967605665273*pi,0.11843541337037243*pi) q[3],q[8];\nRxxyyzz(0.43888291319791994*pi,0.2452541244929502*pi,0.053724720711890606*pi) q[4],q[7];\nRxxyyzz(0.45427293200513014*pi,0.1854238054070776*pi,3.87507445277818*pi) q[6],q[9];\nRxxyyzz(0.39840754777524956*pi,0.15616354239491836*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.47183658067261036*pi,0.1978835686283954*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.4126550693831197*pi,0.27204181234622204*pi,0.0*pi) q[12],q[13];\nu3(3.429077531553867*pi,0.527617351833618*pi,4.089203048405508*pi) q[1];\nu3(3.49865920983801*pi,0.3387987318880028*pi,0.963981555190476*pi) q[2];\nu3(3.2273462976447598*pi,0.5452867942540736*pi,0.9524251368084838*pi) q[3];\nu3(3.336166401877379*pi,2.324699496263677*pi,3.9150182922144423*pi) q[4];\nu3(3.9741884207939284*pi,3.3181459590145685*pi,2.4952432220014016*pi) q[5];\nu3(3.763358653618961*pi,2.7108486657397775*pi,2.397123717294077*pi) q[6];\nu3(3.264868642100459*pi,2.8783437428903804*pi,1.1624230710800338*pi) q[7];\nu3(3.3601686765082297*pi,-0.1961537585973639*pi,3.4515898364452378*pi) q[8];\nu3(3.7600626309551632*pi,3.173018202250967*pi,1.1210393493329924*pi) q[9];\nu3(3.366026995689335*pi,2.859079139834022*pi,1.7304303200899693*pi) q[10];\nu3(3.8302345568672767*pi,2.4154318002908566*pi,1.373703751184217*pi) q[11];\nu3(3.6566378645824926*pi,2.71206726567088*pi,1.3037567644230263*pi) q[12];\nu3(3.8642858442967074*pi,3.1757162929160256*pi,1.6083517546522532*pi) q[13];\nu3(3.463656851346293*pi,3.3160264452708956*pi,0.8322620107795178*pi) q[14];\nu3(3.490863231914203*pi,0.5532437487048363*pi,4.113465905078822*pi) q[15];\nu3(3.253102884701745*pi,2.911597391897082*pi,4.3177271711589045*pi) q[16];\nRxxyyzz(0.3895762355085793*pi,0.31006948498227177*pi,0.05787168662229964*pi) q[0],q[6];\nRxxyyzz(0.45976113875673036*pi,0.3505890635242494*pi,0.0895742504217405*pi) q[4],q[1];\nRxxyyzz(0.45335181225802934*pi,0.16968810800384082*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.39345607202715005*pi,0.3879402706985091*pi,3.9555035589455496*pi) q[3],q[12];\nRxxyyzz(0.4589006319655854*pi,0.2511777140049136*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.45757767764067925*pi,0.22223945678688273*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.42226667972356957*pi,0.3173390346290124*pi,0.14995416297880798*pi) q[9],q[10];\nRxxyyzz(0.3527167107699497*pi,0.1145239655441892*pi,3.938968839242311*pi) q[13],q[16];\nu3(3.173949654370565*pi,-0.11112988591359163*pi,2.0682028784441284*pi) q[0];\nu3(3.3864518993082235*pi,2.787911713138671*pi,1.7788141599985918*pi) q[1];\nu3(3.634743781886338*pi,0.200337788750244*pi,1.5872206318564792*pi) q[2];\nu3(3.3768182685107204*pi,0.19739867212978646*pi,4.490201056968622*pi) q[3];\nu3(3.3055787506740977*pi,1.7874720597947689*pi,4.366021938597255*pi) q[4];\nu3(3.39728554557703*pi,0.5170069453305857*pi,0.6374260323343601*pi) q[5];\nu3(3.5641999730875775*pi,2.779127643404506*pi,0.9947847139861793*pi) q[6];\nu3(3.3152758862048772*pi,3.4366342153549443*pi,0.8256638854120357*pi) q[7];\nu3(3.6726125244971666*pi,0.006458682276911043*pi,0.625211473079045*pi) q[8];\nu3(3.203829482420371*pi,3.00980772670764*pi,1.760821089057515*pi) q[9];\nu3(3.029320399920899*pi,3.3314067904630593*pi,2.818851513225905*pi) q[10];\nu3(3.526932353030533*pi,0.7905060960070054*pi,0.9928323293666557*pi) q[12];\nu3(3.5457955290566376*pi,1.244713773553718*pi,0.9012769823320855*pi) q[13];\nu3(3.3157993453716172*pi,-0.3598343216907562*pi,0.6789968230007477*pi) q[14];\nu3(3.236711420319201*pi,2.7336310057339825*pi,0.5061873085500777*pi) q[15];\nu3(3.2172429552498096*pi,0.4233038294392948*pi,1.552214743858861*pi) q[16];\nRxxyyzz(0.40008075007623*pi,0.3687084957192692*pi,0.20965190941758483*pi) q[0],q[15];\nRxxyyzz(0.2857719009964992*pi,0.1195945880256789*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.29701376639203925*pi,0.1699057774777284*pi,3.93872884065824*pi) q[4],q[2];\nRxxyyzz(0.2877592843064195*pi,0.20754677390588405*pi,0.08701845350674242*pi) q[3],q[16];\nRxxyyzz(0.49159420918378016*pi,0.20612662261699033*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.44856032734087925*pi,0.20133103855423332*pi,0.08775719599104524*pi) q[8],q[13];\nRxxyyzz(0.4889851774599898*pi,0.29984633265989324*pi,0.0*pi) q[12],q[10];\nu3(3.202523024284208*pi,0.248002697847024*pi,1.7848034857238193*pi) q[0];\nu3(3.163227911391961*pi,3.2578256363273272*pi,4.3770616313522455*pi) q[1];\nu3(3.31709489274889*pi,2.3406197550161885*pi,1.0092548007528683*pi) q[2];\nu3(3.4800844978942402*pi,0.5073608247213897*pi,4.181658194786729*pi) q[3];\nu3(3.2964043958447737*pi,3.2351153939099486*pi,1.7042961174240125*pi) q[4];\nu3(3.3983801991442126*pi,-0.10900530716557272*pi,2.4104204503872*pi) q[6];\nu3(3.5980624497869*pi,0.2233021918737439*pi,4.310934973159448*pi) q[8];\nu3(3.1721102665817162*pi,0.8366924180326083*pi,0.8244475833766638*pi) q[9];\nu3(3.8567750800682323*pi,0.46022143999163334*pi,2.312634461569642*pi) q[10];\nu3(3.8799062479116344*pi,2.5223338082996936*pi,1.260389247247171*pi) q[12];\nu3(3.550667283895706*pi,-0.3491822928341627*pi,2.6620890201763143*pi) q[13];\nu3(3.8682287477402686*pi,-0.38545951441814874*pi,1.4735687344589572*pi) q[14];\nu3(3.356899369473349*pi,2.4374641065640903*pi,1.2829249532758968*pi) q[15];\nu3(3.545268478032978*pi,2.0611470548309585*pi,4.321736434378855*pi) q[16];\nRxxyyzz(0.35021430298185013*pi,0.24576277642364808*pi,3.86629037836901*pi) q[0],q[5];\nRxxyyzz(0.43675236809682627*pi,0.13733770370172327*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.44691209801505943*pi,0.17101089579778508*pi,0.047402079758230097*pi) q[3],q[6];\nRxxyyzz(0.44143234972069056*pi,0.20705584841623426*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.31564742032072113*pi,0.1969140796627038*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.43201731221345663*pi,0.13634180331484547*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3774597010167403*pi,0.2670346720014809*pi,0.0*pi) q[14],q[12];\nRxxyyzz(0.3980729946560101*pi,0.1916434257354588*pi,3.9230821789417405*pi) q[13],q[15];\nu3(3.245790042861634*pi,2.7593256550168554*pi,0.9850024546151817*pi) q[0];\nu3(3.4471020112544934*pi,0.2524966480595574*pi,1.4481376802450208*pi) q[1];\nu3(3.10924429654357*pi,0.6523360596764087*pi,1.6056469756625482*pi) q[2];\nu3(3.1518006002998975*pi,0.9927663455021993*pi,0.5939654742337387*pi) q[3];\nu3(3.7769612888638964*pi,2.571082354484387*pi,1.3095880912676625*pi) q[4];\nu3(3.4370276123205787*pi,0.18364787160810336*pi,1.785318584824442*pi) q[5];\nu3(3.901266065624655*pi,3.034550304500796*pi,3.986353155031623*pi) q[6];\nu3(3.4211418631961967*pi,3.108810898038714*pi,3.9958675903854783*pi) q[7];\nu3(3.58510678539315*pi,-0.27873687449509754*pi,0.9025225859448214*pi) q[8];\nu3(3.8284582513808254*pi,2.021780941206128*pi,1.2496043117622524*pi) q[9];\nu3(3.3960517564738804*pi,-0.46975408724116585*pi,4.414405407009948*pi) q[10];\nu3(3.6039249343694966*pi,2.6197052683237967*pi,1.954866105084868*pi) q[12];\nu3(3.2051338399689877*pi,3.4416821454916167*pi,2.04544665401007*pi) q[13];\nu3(3.256035924538669*pi,2.1147347957483227*pi,1.812049347355953*pi) q[14];\nu3(3.801815431856485*pi,2.5813265574485786*pi,2.410340653749695*pi) q[15];\nu3(3.100129117390627*pi,0.060055766828205015*pi,2.254804019142145*pi) q[16];\nRxxyyzz(0.39946206381865557*pi,0.18624734871485615*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.41840224172655904*pi,0.16074272130163303*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4374686675323796*pi,0.2585887920877525*pi,0.11918828784089869*pi) q[3],q[10];\nRxxyyzz(0.43960354869307927*pi,0.30614816872660455*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.44718826568018955*pi,0.2812544443310836*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4573957088444499*pi,0.3391251170433335*pi,0.07597652539037811*pi) q[11],q[8];\nRxxyyzz(0.35886006459918024*pi,0.30482756541573597*pi,3.94365472065088*pi) q[9],q[12];\nu3(3.1389446970204364*pi,-0.37808672393705667*pi,1.867647832259418*pi) q[1];\nu3(3.3178437948463633*pi,2.3472212332769744*pi,1.5842820495237393*pi) q[2];\nu3(3.444847262856018*pi,3.0513497420934375*pi,3.713849293922949*pi) q[3];\nu3(3.3482861602372935*pi,3.2703687660538256*pi,0.7266796330778718*pi) q[4];\nu3(3.261129359113376*pi,2.5718736749730424*pi,2.409500572990675*pi) q[5];\nu3(3.290813023234849*pi,0.019159641622768397*pi,1.6115661119442801*pi) q[6];\nu3(3.3071603470537316*pi,3.314347988180658*pi,0.6013142957527774*pi) q[8];\nu3(3.242127069289287*pi,2.77147164942166*pi,2.0674405485827085*pi) q[9];\nu3(3.1428642110015517*pi,3.3940890458569353*pi,1.9976832504527153*pi) q[10];\nu3(3.627333165198523*pi,0.37199817354075826*pi,1.0427642067866014*pi) q[11];\nu3(3.6465512795764825*pi,0.2809964871222944*pi,2.07409003549303*pi) q[12];\nu3(3.7507752586106*pi,2.7677280055339053*pi,4.45424810081642*pi) q[13];\nu3(3.5473212335984488*pi,3.3061712437598825*pi,0.6359836629877813*pi) q[14];\nu3(3.3447204169631557*pi,-0.15088400347596942*pi,1.2699291581842882*pi) q[15];\nRxxyyzz(0.4124388897074499*pi,0.24470882158704693*pi,3.88528940753811*pi) q[0],q[4];\nRxxyyzz(0.2868301553876696*pi,0.1564241951029599*pi,3.94165078983408*pi) q[1],q[8];\nRxxyyzz(0.4397766338010798*pi,0.27092198739037787*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3320749807607798*pi,0.26548884309211074*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.4705360020924001*pi,0.22779073517179704*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.45134147193118945*pi,0.3847884883390747*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.43659856385805007*pi,0.34429287979404677*pi,3.7804799887558094*pi) q[14],q[11];\nRxxyyzz(0.4101749138134698*pi,0.14406333477503977*pi,0.09180508895114033*pi) q[12],q[16];\nu3(3.422418423158911*pi,3.364998224387925*pi,1.6556529236436996*pi) q[0];\nu3(3.6941135110263876*pi,1.773675489724679*pi,0.8824005496201399*pi) q[1];\nu3(3.090055815699593*pi,0.6395270958305521*pi,1.202287162577846*pi) q[2];\nu3(3.6989176196415077*pi,3.313285105115491*pi,0.792150202375459*pi) q[3];\nu3(3.3588857701815753*pi,1.1085132987167463*pi,2.439215460280439*pi) q[4];\nu3(3.8722580344183735*pi,3.367511512646143*pi,2.108228685225616*pi) q[5];\nu3(3.6152091055914206*pi,3.196971163248651*pi,0.7918334562343308*pi) q[7];\nu3(3.6943642261507446*pi,-0.17594573910018318*pi,0.9021787973422829*pi) q[8];\nu3(3.2774630531798516*pi,-0.38605161466274385*pi,2.736419620766958*pi) q[9];\nu3(3.276610146661106*pi,2.6691508825592876*pi,1.6387077700338946*pi) q[10];\nu3(3.802682916592877*pi,-0.25219319031992377*pi,1.2114276747694752*pi) q[11];\nu3(3.8465874146211325*pi,2.386204935916761*pi,4.23103057247019*pi) q[12];\nu3(3.1691731311769464*pi,0.3311091151246819*pi,1.055218825500704*pi) q[13];\nu3(3.72423496659991*pi,1.7406950423344973*pi,0.575296589352897*pi) q[14];\nu3(3.2508359070069224*pi,0.9112916198371357*pi,1.3214352875869682*pi) q[15];\nu3(3.81996007404397*pi,2.558664864099396*pi,1.298737776958441*pi) q[16];\nRxxyyzz(0.3620001845226895*pi,0.2660097466359232*pi,3.89161141168304*pi) q[0],q[12];\nRxxyyzz(0.44101337053835976*pi,0.2438635765965771*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.32221989107366855*pi,0.2803056949694561*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.42821851111092446*pi,0.17271699548330766*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4510237868048802*pi,0.15053340624051204*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.44098791171154933*pi,0.13033279015306704*pi,3.94483439661653*pi) q[11],q[8];\nRxxyyzz(0.39975643598752797*pi,0.11984336445188792*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.3742621020826228*pi,0.21237627142241922*pi,0.0*pi) q[15],q[16];\nu3(3.6253552713352972*pi,0.20812989560609185*pi,2.1381685462153515*pi) q[0];\nu3(3.2586324264534734*pi,2.88056528418058*pi,4.222238513652373*pi) q[1];\nu3(3.1859309216641796*pi,0.44067511374519186*pi,0.6647652818504222*pi) q[2];\nu3(3.662713358396531*pi,-0.4597252293710211*pi,2.2813450107144817*pi) q[3];\nu3(3.565265276100643*pi,2.991714176705364*pi,4.376394438256657*pi) q[4];\nu3(3.5928642852658124*pi,-0.35449633497011307*pi,1.1427500174582763*pi) q[6];\nu3(3.8557262215605674*pi,-0.1283069238865519*pi,1.8074093633700654*pi) q[7];\nu3(3.342699226748786*pi,-0.3807402508074448*pi,0.9773867037908017*pi) q[8];\nu3(3.574965048044164*pi,2.806474308283288*pi,1.465969477611511*pi) q[9];\nu3(3.0532579213484006*pi,-0.24474483428045946*pi,1.2340927882030241*pi) q[10];\nu3(3.4668144949336566*pi,3.3160795337389826*pi,0.9172774801810881*pi) q[11];\nu3(3.3126338400854305*pi,1.9588621244109405*pi,0.8432447390935329*pi) q[12];\nu3(3.6471695684594447*pi,0.2470259568184815*pi,1.565184451548847*pi) q[13];\nu3(3.397563582018813*pi,2.631870424086776*pi,0.5327516891302588*pi) q[14];\nu3(3.5231546555669304*pi,0.47566607984151565*pi,1.025592294684544*pi) q[15];\nu3(3.155386252071745*pi,2.4757782895795724*pi,1.3388114729448874*pi) q[16];\nRxxyyzz(0.43442784730831974*pi,0.21015114205769514*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.37529247246351904*pi,0.17877352580310735*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.44322108084224954*pi,0.25460598775063537*pi,0.0964873792160751*pi) q[14],q[3];\nRxxyyzz(0.34904340917159005*pi,0.2197508643461472*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.4391925077752399*pi,0.3054153967301164*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3241943344293402*pi,0.09899047978540754*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.40500496378513956*pi,0.254727886171973*pi,3.94392135885769*pi) q[8],q[15];\nRxxyyzz(0.37103057509932047*pi,0.1633617682012738*pi,0.0*pi) q[10],q[16];\nu3(3.6529574459644687*pi,0.3924005175274148*pi,1.236827821063932*pi) q[0];\nu3(3.452982049212842*pi,0.7405152828921289*pi,0.8554763368184299*pi) q[2];\nu3(3.739543305861123*pi,3.3945026864010814*pi,3.7861595266941337*pi) q[3];\nu3(3.0595477698984825*pi,3.0033744455989972*pi,3.820898997729465*pi) q[4];\nu3(3.2715733145403583*pi,-0.26507846859163453*pi,1.2064133178132295*pi) q[5];\nu3(3.6973389532708314*pi,0.12189332427760069*pi,0.6510694937518363*pi) q[6];\nu3(3.519757750166802*pi,2.4709384060963053*pi,0.8672581450980559*pi) q[7];\nu3(3.596664647021757*pi,-0.3926301219161012*pi,1.4823082142379755*pi) q[8];\nu3(3.320065283511076*pi,2.76697911359217*pi,2.198642044616312*pi) q[9];\nu3(3.2408874108495933*pi,3.3318395959266636*pi,0.9299642003011481*pi) q[10];\nu3(3.3978400857247153*pi,3.3769105573595772*pi,1.6735466385953714*pi) q[11];\nu3(3.9760139941752586*pi,0.3653111316933618*pi,2.2475117020244886*pi) q[12];\nu3(3.1710472223188986*pi,2.6001397825366235*pi,1.4509102289147586*pi) q[13];\nu3(3.2691085659266763*pi,0.13590330459141087*pi,0.5871261881075809*pi) q[14];\nu3(3.4312285883990437*pi,3.2686483170939833*pi,1.0995261115604955*pi) q[15];\nu3(3.7012815955696396*pi,2.6752060515193397*pi,2.0178052398555577*pi) q[16];\nRxxyyzz(0.38965187790461986*pi,0.17528659262333957*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4498825804669596*pi,0.11657507121923685*pi,3.912852234517331*pi) q[13],q[2];\nRxxyyzz(0.4523062325822801*pi,0.19575030660982906*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4096133499680699*pi,0.2414121269722668*pi,3.93854075428806*pi) q[5],q[15];\nRxxyyzz(0.34053231861898997*pi,0.19755042332485084*pi,3.96090334886164*pi) q[6],q[7];\nRxxyyzz(0.40517877150292003*pi,0.23701852427634695*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.40064096349167677*pi,0.1078602940477289*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.39458481821669*pi,0.3476288202627045*pi,0.0*pi) q[14],q[12];\nu3(3.4462043018142796*pi,3.338358957785546*pi,1.302509116756797*pi) q[0];\nu3(3.690859849548474*pi,2.43026976265291*pi,1.900285542569944*pi) q[1];\nu3(3.463041090779968*pi,-0.37527244641704677*pi,1.8138113452402835*pi) q[2];\nu3(3.502548079398963*pi,0.7581460063173671*pi,1.754453289625388*pi) q[3];\nu3(3.4298137630702894*pi,-0.07413448283028523*pi,4.030079829518401*pi) q[4];\nu3(3.3286132756764175*pi,2.275947705004155*pi,0.7347902477515689*pi) q[5];\nu3(3.427484274138695*pi,-0.08715641481792125*pi,4.008832747497541*pi) q[6];\nu3(3.752212436203966*pi,-0.472908495982906*pi,1.2498822507601395*pi) q[7];\nu3(3.6699366686087207*pi,2.7065583998875993*pi,4.444316632558107*pi) q[8];\nu3(3.4631467976827217*pi,3.111523509332272*pi,1.8581004470580216*pi) q[9];\nu3(3.7638092015731894*pi,0.3137708758310407*pi,1.9455294643735561*pi) q[11];\nu3(3.181751022531669*pi,0.8328077959473073*pi,2.1247508830048716*pi) q[12];\nu3(3.721038429008156*pi,-0.45928252732480646*pi,0.6874320413291624*pi) q[13];\nu3(3.465340005159565*pi,3.433003477195472*pi,2.4124406619441623*pi) q[14];\nu3(3.4697057251896113*pi,-0.060594787464562594*pi,1.7169330762598318*pi) q[15];\nu3(3.4263658818529397*pi,-0.34374812127326904*pi,0.5428159948507734*pi) q[16];\nRxxyyzz(0.4576359425847999*pi,0.18239657615264404*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.44043630375230947*pi,0.24387365817031803*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.2341716884370496*pi,0.16154019694954536*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.3904272089058095*pi,0.19602481448544995*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.44632202334990995*pi,0.15667202453900586*pi,0.1463238116604487*pi) q[13],q[6];\nRxxyyzz(0.40264460254633966*pi,0.243190322979069*pi,3.9089020950328592*pi) q[16],q[7];\nRxxyyzz(0.41006963923151474*pi,0.14443748874255324*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.4615887395061241*pi,0.24110655535801673*pi,0.0*pi) q[10],q[12];\nu3(3.2856030076321066*pi,2.5443386837753885*pi,2.0259865218628184*pi) q[0];\nu3(3.424520498609108*pi,0.359199023007172*pi,1.2599037589215527*pi) q[1];\nu3(3.3213819806053624*pi,-0.19925566659134475*pi,4.3154827008101595*pi) q[3];\nu3(3.3636714766056652*pi,3.12479254072946*pi,0.6259169689152739*pi) q[4];\nu3(3.5994258409916644*pi,2.621004293006285*pi,0.7214321513780586*pi) q[5];\nu3(3.193822093048465*pi,1.1971529426976915*pi,0.7003046851248624*pi) q[6];\nu3(3.4510987024123896*pi,-0.22628933025316345*pi,1.3784794334060093*pi) q[7];\nu3(3.4211014286499593*pi,-0.3671840779763316*pi,0.5565380369321582*pi) q[8];\nu3(3.519760739956922*pi,3.498878632504723*pi,1.3051648763254313*pi) q[9];\nu3(3.1584412241555646*pi,0.20052020653751446*pi,1.2697335329247221*pi) q[10];\nu3(3.327575793687658*pi,3.123564739315419*pi,4.439666345233142*pi) q[11];\nu3(3.356813936601401*pi,0.8465135394991257*pi,1.6720221899195433*pi) q[12];\nu3(3.3832874279286353*pi,0.4598633801999279*pi,0.6229245928509781*pi) q[13];\nu3(3.49777501267273*pi,3.4595115057112498*pi,1.331366432844108*pi) q[14];\nu3(3.3584081276276025*pi,0.5283384010947014*pi,0.9845358474322154*pi) q[15];\nu3(3.581304532237861*pi,-0.2953920576551169*pi,1.801875680223452*pi) q[16];\nRxxyyzz(0.39393943114062024*pi,0.2628218782754349*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.47089618345961204*pi,0.14408853199581118*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.4034935502968212*pi,0.31350533512315926*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.47018004805299995*pi,0.28315928813875524*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.43131458546243945*pi,0.1284384913887799*pi,3.9520216067780805*pi) q[13],q[7];\nRxxyyzz(0.4411363101375993*pi,0.18362941879683445*pi,3.92290800677193*pi) q[15],q[8];\nRxxyyzz(0.44425454280009014*pi,0.27151580702559713*pi,0.11915416350098756*pi) q[16],q[14];\nu3(3.282437305123883*pi,2.4557448482727597*pi,0.7330086333098732*pi) q[0];\nu3(3.504293145469487*pi,-0.24551066106922803*pi,3.8362557747090618*pi) q[1];\nu3(3.8670512308152007*pi,0.8080636865082584*pi,1.8838916863056456*pi) q[2];\nu3(3.663712827800232*pi,0.2552237725755301*pi,2.4073778877243095*pi) q[4];\nu3(3.633811643251856*pi,3.4070322678775478*pi,1.0986912053654265*pi) q[5];\nu3(3.463105720062634*pi,-0.16279353288325937*pi,0.8101561995256622*pi) q[6];\nu3(3.5187151377465953*pi,0.49552710142957657*pi,2.3888364241451905*pi) q[7];\nu3(3.726659307077652*pi,3.282661216026877*pi,1.724641773522531*pi) q[8];\nu3(3.2150725133084688*pi,2.5265511240679794*pi,2.378824546321934*pi) q[9];\nu3(3.543471962340324*pi,0.18855644628131862*pi,0.5906272301034136*pi) q[11];\nu3(3.849527768475026*pi,-0.23844915980432724*pi,1.1879290526270456*pi) q[13];\nu3(3.497767703924201*pi,0.7963667808164274*pi,4.010431082425841*pi) q[14];\nu3(3.4531935795258253*pi,-0.35224927716885057*pi,0.7192994190540567*pi) q[15];\nu3(3.5788078956103835*pi,-0.3441717145621705*pi,0.7425536974458123*pi) q[16];\nRxxyyzz(0.3349835962088*pi,0.22392639811708925*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.27404366822021*pi,0.14836001096191787*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.35526968617624854*pi,0.05177833416761579*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4531454337624201*pi,0.18935719286361974*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3652043356661203*pi,0.3229354657047665*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.4589213915136697*pi,0.25894944254871133*pi,0.07944119074150878*pi) q[6],q[7];\nRxxyyzz(0.4500001920173706*pi,0.4076166357756249*pi,0.0*pi) q[15],q[11];\nRxxyyzz(0.3767575412908196*pi,0.2644249048813938*pi,0.061042243951797526*pi) q[13],q[12];\nu3(3.427094352195323*pi,0.14773715862200776*pi,1.9303195042579353*pi) q[1];\nu3(3.1838535458430233*pi,-0.19613899600249307*pi,1.152938259653614*pi) q[2];\nu3(3.545544028606396*pi,-0.12277462632588959*pi,0.718149915550728*pi) q[3];\nu3(3.4576257065259393*pi,0.09110906906218208*pi,0.7518174291923068*pi) q[4];\nu3(3.5728944546716104*pi,2.87146816108615*pi,0.8235959822938588*pi) q[5];\nu3(3.34803018399772*pi,-0.4898475958542*pi,0.7937856099224109*pi) q[6];\nu3(3.3427526430732746*pi,2.4736614165732758*pi,1.007050858921462*pi) q[7];\nu3(3.550868934284927*pi,-0.22438134827681983*pi,1.3449938122020817*pi) q[8];\nu3(3.5059471904510127*pi,-0.2954468298725376*pi,1.0525087635431936*pi) q[9];\nu3(3.450842377852279*pi,2.8517869267067035*pi,1.8807607957076873*pi) q[10];\nu3(3.919909955838735*pi,-0.29710361146774344*pi,3.2301471402944264*pi) q[11];\nu3(3.248630161210486*pi,2.167533041400333*pi,0.6798648184288759*pi) q[12];\nu3(3.5726220194690708*pi,0.4138964744502621*pi,3.7679011992713263*pi) q[13];\nu3(3.889771276544712*pi,3.215284643746016*pi,1.3035941686078036*pi) q[14];\nu3(3.601426765276098*pi,2.502506422242457*pi,0.8505005760801156*pi) q[15];\nu3(3.706155510244299*pi,3.0614772420883076*pi,1.2738044097925096*pi) q[16];\nmeasure q[11] -> c[11];\nRxxyyzz(0.44158850241931025*pi,0.2794206744452521*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.39388353796282005*pi,0.16827462431693996*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.40617000776572976*pi,0.14424985713624605*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4774917910414067*pi,0.23703895698600885*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4086935660559296*pi,0.27445990716267493*pi,0.07180674997437347*pi) q[13],q[5];\nRxxyyzz(0.39798179353878993*pi,0.3687359755376233*pi,0.07370239573550563*pi) q[9],q[7];\nRxxyyzz(0.3783966337683094*pi,0.2558477245347333*pi,3.9168440150364496*pi) q[12],q[10];\nRxxyyzz(0.40640437787216144*pi,0.2840877827708068*pi,0.0*pi) q[16],q[15];\nu3(3.5845483495507993*pi,1.8482348722183364*pi,1.4746717766298807*pi) q[0];\nu3(3.469926373202755*pi,1.2562355493311101*pi,1.4155468714141264*pi) q[1];\nu3(3.7016745805067264*pi,0.43123555444601*pi,0.5557679267099109*pi) q[2];\nu3(3.258561707885362*pi,1.3841083746241396*pi,1.4918263826788127*pi) q[3];\nu3(3.254610805311045*pi,1.4280463124256149*pi,1.512809434772178*pi) q[4];\nu3(3.2479791809787693*pi,1.878028599242529*pi,0.8966183689191008*pi) q[5];\nu3(3.4224120700799356*pi,0.10316091469616406*pi,4.214037996468286*pi) q[6];\nu3(3.7411395233374725*pi,1.8979259498069947*pi,0.7434769834252539*pi) q[7];\nu3(3.4007732690994095*pi,2.975288022466323*pi,0.9841774917791711*pi) q[8];\nu3(3.308364557139602*pi,1.3981265119781163*pi,0.7108038438023003*pi) q[9];\nu3(3.929964990706028*pi,-0.260351566892662*pi,1.85528291310621*pi) q[10];\nu3(3.7896555036437705*pi,1.318378044518524*pi,0.632916275881362*pi) q[12];\nu3(3.509352792522759*pi,1.878870883989864*pi,0.5795868029375771*pi) q[13];\nu3(3.5325209374748288*pi,0.5954969673151758*pi,1.3279185057737248*pi) q[14];\nu3(3.6138892192325187*pi,1.1749454270661897*pi,1.5712136712475027*pi) q[15];\nu3(3.6364173725589595*pi,2.487143590173004*pi,0.9034953470252165*pi) q[16];\nmeasure q[13] -> c[0];\nmeasure q[15] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[6] -> c[4];\nmeasure q[9] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[0] -> c[8];\nmeasure q[10] -> c[9];\nmeasure q[5] -> c[10];\nmeasure q[14] -> c[12];\nmeasure q[16] -> c[13];\nmeasure q[2] -> c[14];\nmeasure q[1] -> c[15];\nmeasure q[4] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.7825884635829174*pi,2.5610582359240106*pi,0.5066654680726295*pi) q[0];\nu3(3.3101164058917685*pi,-0.49700002545714606*pi,2.8362538366188734*pi) q[1];\nu3(3.821049626687425*pi,3.300754954320935*pi,3.6459802673615105*pi) q[2];\nu3(3.6039539292373504*pi,3.2921277965536175*pi,1.0151803460206663*pi) q[3];\nu3(3.308208190029516*pi,3.1288031593512686*pi,1.0743809399914417*pi) q[4];\nu3(3.773257688379391*pi,3.257289633940105*pi,0.5169032584971667*pi) q[5];\nu3(3.6718736125123335*pi,3.4217339003832636*pi,1.5122826415536754*pi) q[6];\nu3(3.66575432171693*pi,2.8994780033853935*pi,1.1743677834611317*pi) q[7];\nu3(3.310010161352755*pi,1.4986926439836006*pi,4.2412965960157685*pi) q[8];\nu3(3.5015293166744823*pi,0.6468867378808736*pi,2.0789101425244376*pi) q[9];\nu3(3.489753495333335*pi,-0.17423517530343147*pi,1.7441613111856387*pi) q[10];\nu3(3.6908978118701232*pi,2.2485423012644983*pi,4.007198446131141*pi) q[11];\nu3(3.3933220275839577*pi,0.4165227103579833*pi,1.024213286268107*pi) q[12];\nu3(3.3816448421157244*pi,-0.08262597788604387*pi,4.3506483112265*pi) q[13];\nu3(3.782703807808761*pi,3.027759182949035*pi,2.8171696641159514*pi) q[14];\nu3(3.273174734682425*pi,2.5949558546930804*pi,0.6322158685867556*pi) q[15];\nu3(3.726903387446201*pi,-0.00537852234553271*pi,1.8003013984254195*pi) q[16];\nRxxyyzz(0.3560453435191201*pi,0.06052402534516532*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.38882969885930063*pi,0.14875977274992147*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.32900692216408967*pi,0.16843231763143696*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4349697831793802*pi,0.3439076350885558*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3416157175596996*pi,0.2192459613876352*pi,0.07296080274106265*pi) q[4],q[8];\nRxxyyzz(0.3293033600458438*pi,0.16059979460287155*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.35244433188651936*pi,0.3365368858583673*pi,3.8115242479783102*pi) q[6],q[12];\nRxxyyzz(0.36715946073261974*pi,0.2359824441956131*pi,0.0*pi) q[14],q[15];\nu3(3.4435790236454564*pi,3.171172198788705*pi,0.9149112906249979*pi) q[0];\nu3(3.877591756549939*pi,0.8742076951360613*pi,1.5536693578514145*pi) q[1];\nu3(3.747000995940946*pi,0.4822834998165514*pi,3.67016158451289*pi) q[2];\nu3(3.821118076925718*pi,0.4819325896846487*pi,0.8261515102010064*pi) q[3];\nu3(3.2264047370547653*pi,0.39425296612878546*pi,1.4750538070090233*pi) q[4];\nu3(3.7371397924482266*pi,2.0248354696335884*pi,0.9961577746898453*pi) q[5];\nu3(3.618581097785818*pi,0.18447800252021396*pi,4.452338404668515*pi) q[6];\nu3(3.2300584615950116*pi,0.2918344066888592*pi,2.0594331567455546*pi) q[7];\nu3(3.5140900146009133*pi,2.367082322432745*pi,3.8813577637939103*pi) q[8];\nu3(3.6992108793600864*pi,3.321089757866323*pi,2.4368649443901886*pi) q[9];\nu3(3.1243732598927547*pi,-0.35947150230139574*pi,2.2054182746813336*pi) q[10];\nu3(3.591481495875444*pi,3.195702222828827*pi,2.23632361337912*pi) q[11];\nu3(3.885498896812543*pi,0.1480125728049001*pi,0.5990387169827193*pi) q[12];\nu3(3.3572747636043228*pi,-0.42545537707588976*pi,0.9147974203296929*pi) q[13];\nu3(3.7387902197634975*pi,3.3878112092581727*pi,1.3514339397336301*pi) q[14];\nu3(3.346492183658625*pi,0.9365146338888495*pi,1.5860170037884898*pi) q[15];\nRxxyyzz(0.4105190108172998*pi,0.378111794311319*pi,3.81305726989031*pi) q[0],q[5];\nRxxyyzz(0.4481118260414601*pi,0.20474537882396404*pi,0.12053575118470385*pi) q[6],q[1];\nRxxyyzz(0.37486020309004975*pi,0.19967843563071241*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4195579923144399*pi,0.1357753409955642*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4338167747830893*pi,0.2817794143260532*pi,3.91397726143031*pi) q[7],q[13];\nRxxyyzz(0.4353878059778089*pi,0.3636928193919322*pi,3.9529245087323392*pi) q[8],q[16];\nRxxyyzz(0.3933122365762102*pi,0.18486474266748953*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.47874956551307024*pi,0.2207239100980818*pi,0.0*pi) q[11],q[15];\nu3(3.598623842754727*pi,2.0423411307922583*pi,1.2122350597220226*pi) q[0];\nu3(3.723494387232833*pi,2.3485117792131813*pi,4.085303131589901*pi) q[1];\nu3(3.827664060472752*pi,2.915500349032732*pi,0.5425189630343148*pi) q[2];\nu3(3.4487090133228433*pi,3.0040667932066625*pi,4.127140462465711*pi) q[3];\nu3(3.5532410240943046*pi,3.1067408723630203*pi,1.5988892368840848*pi) q[4];\nu3(3.73385287015583*pi,-0.1379053529304386*pi,4.023289885783447*pi) q[5];\nu3(3.722157385274843*pi,3.4751735165299955*pi,3.0162733902647667*pi) q[6];\nu3(3.2150095608202367*pi,-0.34475835784942344*pi,1.6923870945104866*pi) q[7];\nu3(3.1113646663321166*pi,3.2028334483896703*pi,3.935613093544748*pi) q[8];\nu3(3.4876035263592158*pi,2.833235554576516*pi,2.4253236507127163*pi) q[9];\nu3(3.102146203294599*pi,3.4153070862835007*pi,1.3181710255759547*pi) q[10];\nu3(3.512666412770189*pi,3.270056485703736*pi,0.5873534405820312*pi) q[11];\nu3(3.4970900022396028*pi,-0.03264144221165516*pi,2.0843496441428337*pi) q[13];\nu3(3.5551820104073126*pi,0.3215528549028682*pi,0.546173968624037*pi) q[14];\nu3(3.6365339802240744*pi,-0.15609961606170886*pi,2.0266251055652336*pi) q[15];\nu3(3.8910981162191267*pi,-0.43472555944225155*pi,0.500107787303039*pi) q[16];\nRxxyyzz(0.33419503167258*pi,0.08120738153201801*pi,3.9528770310572003*pi) q[0],q[10];\nRxxyyzz(0.38161400725539973*pi,0.3299866203501873*pi,3.9566993092088207*pi) q[1],q[8];\nRxxyyzz(0.4102996284222299*pi,0.1794765886359564*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.47442002123641935*pi,0.1621206831586227*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4303482044229252*pi,0.2908983384273498*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.38337903882198*pi,0.23863369229610198*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.42749895688369066*pi,0.20259649226543708*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.43399616329683954*pi,0.14582069304824155*pi,3.9157230384034705*pi) q[13],q[16];\nu3(3.3693010922762445*pi,3.080505267799258*pi,3.528691060725788*pi) q[0];\nu3(3.8385754227887423*pi,-0.4793539327010362*pi,2.2103079972976154*pi) q[1];\nu3(3.7234647387937705*pi,2.7985070150465488*pi,0.5065299500733597*pi) q[2];\nu3(3.2654563564857693*pi,0.2922783254756922*pi,1.466628896522821*pi) q[3];\nu3(3.4370442413483016*pi,3.4781552731479435*pi,3.580292506024999*pi) q[4];\nu3(3.111000494589034*pi,1.7695801789394374*pi,1.4703521207134709*pi) q[5];\nu3(3.507778044379456*pi,2.6146681348254726*pi,2.153824807632147*pi) q[6];\nu3(3.2464546355266006*pi,-0.36930038739459736*pi,3.7622807393158393*pi) q[7];\nu3(3.7532439615768096*pi,0.8690119221704748*pi,0.9752284462224705*pi) q[8];\nu3(3.7656599095568546*pi,0.17571122317325827*pi,4.245026722532506*pi) q[9];\nu3(3.4601876233346585*pi,3.0168051586807967*pi,1.7228437930643974*pi) q[10];\nu3(3.465031376093525*pi,0.08467532083422424*pi,1.9922798158891695*pi) q[11];\nu3(3.28252211622135*pi,0.752067588579167*pi,0.9324388283329144*pi) q[12];\nu3(3.5826697244553083*pi,3.0149149101591672*pi,1.2556553075653998*pi) q[13];\nu3(3.7032624034833557*pi,2.7393236366274554*pi,0.7002901187497117*pi) q[14];\nu3(3.5701817559210207*pi,0.8598700509286397*pi,2.4479550255509226*pi) q[16];\nRxxyyzz(0.3806108236894602*pi,0.22267492272117317*pi,0.10260181803864615*pi) q[0],q[16];\nRxxyyzz(0.40953510949124966*pi,0.18896942004207984*pi,0.07873110479618821*pi) q[7],q[1];\nRxxyyzz(0.47927772540459557*pi,0.27758535721999245*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4020721675969001*pi,0.15958918826355584*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.44522838171223*pi,0.22554442032742944*pi,3.933139643885541*pi) q[14],q[4];\nRxxyyzz(0.4757518354015099*pi,0.24046834730966726*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.44010466838602036*pi,0.28280145754523833*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4133403496691203*pi,0.26027520466319254*pi,0.12977744036234598*pi) q[11],q[9];\nu3(3.2566266174441383*pi,0.8005704278047665*pi,4.272725272545249*pi) q[0];\nu3(3.53218720702215*pi,1.6909795544781394*pi,4.410101087389869*pi) q[1];\nu3(3.3883326462835734*pi,3.401433395038614*pi,1.2740013575214868*pi) q[2];\nu3(3.394131220745709*pi,-0.07961762714965998*pi,4.194202920974889*pi) q[3];\nu3(3.5575750529509302*pi,3.440898937205617*pi,1.5678245986638837*pi) q[4];\nu3(3.247421703116808*pi,3.2874668494772865*pi,0.5555119054472022*pi) q[5];\nu3(3.6251502338776715*pi,-0.262786658183044*pi,1.334826068371809*pi) q[6];\nu3(3.90204998117695*pi,2.5436342486739503*pi,0.9108095671782649*pi) q[7];\nu3(3.583201227673487*pi,0.037248452902332474*pi,1.3191507170964187*pi) q[8];\nu3(3.1154971253800348*pi,0.545466886719892*pi,0.511493533578972*pi) q[9];\nu3(3.332057077807885*pi,2.7492612970969206*pi,3.1238243595378736*pi) q[11];\nu3(3.7582624063554158*pi,2.893772411914144*pi,1.8808343447479114*pi) q[12];\nu3(3.5262437361231105*pi,-0.2581997238404923*pi,1.8707932606365167*pi) q[13];\nu3(3.55371731625543*pi,3.1573710765417418*pi,0.9598649276609441*pi) q[14];\nu3(3.411456531775671*pi,2.7571008840851343*pi,1.582570543350443*pi) q[15];\nu3(3.438021961128324*pi,0.41541513557785537*pi,0.5632430018674417*pi) q[16];\nRxxyyzz(0.4347817670102997*pi,0.22614200983212743*pi,3.91092061944754*pi) q[0],q[1];\nRxxyyzz(0.43274078303047625*pi,0.3714692186015076*pi,3.7073205262246427*pi) q[5],q[2];\nRxxyyzz(0.4155155839444502*pi,0.17244340674946193*pi,0.043008763422530745*pi) q[4],q[10];\nRxxyyzz(0.35699747247907976*pi,0.1840624446526924*pi,0.119065230478693*pi) q[6],q[11];\nRxxyyzz(0.3921210454963995*pi,0.37167711304778156*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.32284799668452*pi,0.21919075050955805*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.40845778468658983*pi,0.3418276268239073*pi,0.23710399050774145*pi) q[14],q[16];\nu3(3.278867996783539*pi,2.8857328268719344*pi,1.3161584121185226*pi) q[0];\nu3(3.5048279770513044*pi,3.2044068135622594*pi,1.1942362584112085*pi) q[1];\nu3(3.7124793366620485*pi,-0.25235980751438175*pi,1.3934338770264336*pi) q[2];\nu3(3.269835342381949*pi,2.9264197319593697*pi,0.9175535173400875*pi) q[4];\nu3(3.430467699510024*pi,3.1340554401083796*pi,0.5898658229738651*pi) q[5];\nu3(3.336153971767636*pi,3.1778193923122884*pi,4.08223757568736*pi) q[6];\nu3(3.2938518982626652*pi,3.113427163728664*pi,1.8781204199068968*pi) q[7];\nu3(3.2750175560327834*pi,0.4988450404524769*pi,2.3660183824428396*pi) q[9];\nu3(3.8691678151472515*pi,2.110974717853359*pi,1.071900888770057*pi) q[10];\nu3(3.746998094886357*pi,3.4830594444864627*pi,1.6335828644035078*pi) q[11];\nu3(3.3382728886201662*pi,0.7918187844350855*pi,1.5588903548593671*pi) q[12];\nu3(3.4622287821084834*pi,1.9430669169768136*pi,4.237834399132469*pi) q[13];\nu3(3.5068011300273594*pi,3.3387656380536295*pi,3.4042428850501785*pi) q[14];\nu3(3.0748115233889095*pi,-0.33024867167739513*pi,1.7816845446028065*pi) q[16];\nRxxyyzz(0.3421274106949303*pi,0.20760783735810673*pi,0.1384945380828202*pi) q[0],q[12];\nRxxyyzz(0.4213462731328299*pi,0.1994719830101186*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3440045692125201*pi,0.23189246579568668*pi,0.14900585709554903*pi) q[4],q[9];\nRxxyyzz(0.3269010380548916*pi,0.18496835444905368*pi,0.05685381177207738*pi) q[6],q[8];\nRxxyyzz(0.43737090879116014*pi,0.1815306068911688*pi,0.039963040512418405*pi) q[7],q[16];\nRxxyyzz(0.4161649524778924*pi,0.08958840367024079*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.4660841092801483*pi,0.25404711307702055*pi,0.0*pi) q[13],q[14];\nu3(3.963675715448044*pi,-0.37017125120420147*pi,1.910030768008733*pi) q[0];\nu3(3.2359289906099002*pi,-0.3111264552217223*pi,0.6291175812867955*pi) q[1];\nu3(3.516022857839598*pi,-0.16483113050801895*pi,0.5654984078135441*pi) q[3];\nu3(3.264742465794713*pi,1.0554380441761293*pi,1.3629526113671453*pi) q[4];\nu3(3.6918965063573363*pi,3.4929914395003774*pi,3.422768438108151*pi) q[6];\nu3(3.663264776924447*pi,0.6519278439815384*pi,4.20342024668171*pi) q[7];\nu3(3.3709713383358224*pi,2.6895731121597115*pi,4.276924648706097*pi) q[8];\nu3(3.2692735080650426*pi,0.5078422256973176*pi,0.9271118761988852*pi) q[9];\nu3(3.0482530562136225*pi,2.6140732417499466*pi,2.3804619651869303*pi) q[10];\nu3(3.8218441141517383*pi,-0.01631496353822509*pi,2.2508300498166665*pi) q[11];\nu3(3.6237810080795696*pi,0.5295435305169616*pi,1.199120984050783*pi) q[12];\nu3(3.8868944329395685*pi,3.4085603590539604*pi,3.660286052489587*pi) q[13];\nu3(3.2574165418403096*pi,-0.3189846272892677*pi,1.4677857117542905*pi) q[14];\nu3(3.483716584766279*pi,0.33777083176941225*pi,3.727149014493447*pi) q[16];\nRxxyyzz(0.38356580117425937*pi,0.3080221195975859*pi,3.91878427186768*pi) q[1],q[16];\nRxxyyzz(0.43697018766424955*pi,0.11128638699726212*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.36668051118393985*pi,0.2201157061723764*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.39407104790297*pi,0.19233125221378344*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.47012299701472937*pi,0.16926929930826629*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.3798791975311398*pi,0.10939337828658685*pi,3.9235275091042503*pi) q[9],q[11];\nRxxyyzz(0.39194624463321975*pi,0.17322606868687715*pi,0.08887204674553098*pi) q[10],q[15];\nu3(3.200989968883452*pi,1.9881950229856469*pi,2.0850878266888286*pi) q[1];\nu3(3.269457926710833*pi,0.7832490106900296*pi,1.1102729501869077*pi) q[2];\nu3(3.5443928882545155*pi,0.9468487514094435*pi,4.103393572373717*pi) q[3];\nu3(3.426751543018643*pi,3.093745964635063*pi,0.7645902684746173*pi) q[4];\nu3(3.586721977619473*pi,0.8905643554493046*pi,2.0113373343939847*pi) q[5];\nu3(3.839867513666637*pi,-0.41349448924004123*pi,2.3523210126216707*pi) q[6];\nu3(3.11258598813248*pi,-0.4028427719787727*pi,0.643560179983887*pi) q[7];\nu3(3.2617108738033975*pi,3.2967775319896795*pi,2.067351064885403*pi) q[9];\nu3(3.818305955837271*pi,2.0984909113000416*pi,4.310044225784239*pi) q[10];\nu3(3.763636508352835*pi,2.6014823666607096*pi,1.3161636206488314*pi) q[11];\nu3(3.257764665201547*pi,2.5640526289006416*pi,0.5914156997292549*pi) q[12];\nu3(3.1213581202010876*pi,2.538600452188339*pi,1.0151950552583056*pi) q[14];\nu3(3.254552951811295*pi,-0.25545179901649073*pi,1.7891748353993084*pi) q[15];\nu3(3.344713748766084*pi,3.1702554870063313*pi,2.1204494025199647*pi) q[16];\nRxxyyzz(0.34315789446723965*pi,0.1834374107112*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.36014210349453*pi,0.18098025053106426*pi,3.9589841340060694*pi) q[1],q[9];\nRxxyyzz(0.4594910849806876*pi,0.15613337179177744*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3274091650603923*pi,0.21212098953613312*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4332386258918702*pi,0.305327762020521*pi,3.8349648492060795*pi) q[13],q[4];\nRxxyyzz(0.4648585985654695*pi,0.3356281230064173*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4564428388006637*pi,0.3193338340240981*pi,0.0*pi) q[7],q[15];\nu3(3.7318852441555372*pi,3.3702370725475985*pi,1.8378614203355363*pi) q[0];\nu3(3.5443650744945048*pi,0.6800481136796952*pi,1.371820889940802*pi) q[1];\nu3(3.692273356389671*pi,1.0231781396426582*pi,1.8255849090728056*pi) q[2];\nu3(3.8805212739845976*pi,3.478132518121795*pi,1.7769836709155222*pi) q[3];\nu3(3.3507211101338883*pi,1.329821668600673*pi,0.5935906397208264*pi) q[4];\nu3(3.6708381802204415*pi,0.500967371678886*pi,1.2991604063001758*pi) q[5];\nu3(3.858570873224037*pi,3.2367505813015915*pi,3.9344144690756604*pi) q[7];\nu3(3.429518047673325*pi,1.7044901546788886*pi,1.9968246650243189*pi) q[9];\nu3(3.5344500186632186*pi,-0.08786340396304804*pi,4.177876265509257*pi) q[10];\nu3(3.1598773883297744*pi,-0.4989650390891526*pi,4.160930699762103*pi) q[11];\nu3(3.534118944840565*pi,3.3062686817247657*pi,0.6899481887262104*pi) q[12];\nu3(3.3879104458597338*pi,2.0306763447789975*pi,1.0075031336618112*pi) q[13];\nu3(3.284589821665558*pi,0.28663154277123115*pi,1.37678294418336*pi) q[15];\nu3(3.9412989060984014*pi,0.4843502461686029*pi,1.5258304492393846*pi) q[16];\nRxxyyzz(0.28539306605019016*pi,0.20082109980375096*pi,0.1475615537669661*pi) q[0],q[5];\nRxxyyzz(0.3201520282439099*pi,0.12674173571389602*pi,3.95873711816059*pi) q[14],q[1];\nRxxyyzz(0.42479968520536077*pi,0.23888771775702847*pi,0.11877154624243835*pi) q[2],q[7];\nRxxyyzz(0.3675541247599673*pi,0.21178282660535974*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.4382156327454997*pi,0.24856080470297798*pi,0.09002497619826318*pi) q[15],q[8];\nRxxyyzz(0.30555676224767936*pi,0.2263030989731325*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.4060692353732902*pi,0.14730309431967734*pi,0.12257214756954589*pi) q[11],q[16];\nu3(3.3324471082603764*pi,2.6733483181897513*pi,0.9302003685622948*pi) q[0];\nu3(3.6089306253485804*pi,2.7516129792278283*pi,1.6446829762603359*pi) q[1];\nu3(3.792521408532598*pi,1.6640285080890798*pi,4.448376592581452*pi) q[2];\nu3(3.3827116548019296*pi,0.04967658822841736*pi,4.2142620353287095*pi) q[4];\nu3(3.3658642044908964*pi,2.0014375154984476*pi,4.434405714204891*pi) q[5];\nu3(3.5524097801248753*pi,0.3933941422743583*pi,2.2410155635933613*pi) q[6];\nu3(3.6394293591873783*pi,2.0449085032555034*pi,0.5447180328225686*pi) q[7];\nu3(3.3536704332836944*pi,0.9746909617144399*pi,4.326194894173096*pi) q[8];\nu3(3.630736823072119*pi,-0.043031735112394*pi,0.9085182366012626*pi) q[9];\nu3(3.6257040063295407*pi,-0.4472650980957422*pi,2.256429652683401*pi) q[11];\nu3(3.44377350340868*pi,-0.43534293242850175*pi,3.698016695893675*pi) q[13];\nu3(3.875797817332976*pi,2.9431970218073635*pi,3.8442563571885784*pi) q[14];\nu3(3.3704915330947536*pi,0.08188050723910689*pi,1.4684429053466692*pi) q[15];\nu3(3.8500500096735495*pi,2.6935510612564566*pi,3.7183214555815765*pi) q[16];\nRxxyyzz(0.4346233933696825*pi,0.34747688632204327*pi,0.1361933081314071*pi) q[0],q[8];\nRxxyyzz(0.43143566629970004*pi,0.17634473122292957*pi,0.0799921778670994*pi) q[10],q[1];\nRxxyyzz(0.36439879841819944*pi,0.11064720754241275*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.45712432508487977*pi,0.36487567026020296*pi,3.8736857368012796*pi) q[4],q[12];\nRxxyyzz(0.3911652860969702*pi,0.2506623238788265*pi,0.04254187144813093*pi) q[5],q[13];\nRxxyyzz(0.4378493083441901*pi,0.15804076495755948*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.4660977152087098*pi,0.1974110832792937*pi,0.0*pi) q[15],q[11];\nu3(3.66849416563543*pi,1.09834686526849*pi,0.6353163584886846*pi) q[0];\nu3(3.4503240777179887*pi,0.15285363654878625*pi,0.950094563934021*pi) q[1];\nu3(3.7283536889823896*pi,0.5509450193108714*pi,1.6288808332052858*pi) q[3];\nu3(3.3719222767754093*pi,3.2879932806962664*pi,4.4100233301928515*pi) q[4];\nu3(3.5324445115383925*pi,-0.21224764722719014*pi,4.049419425369292*pi) q[5];\nu3(3.271775291802819*pi,-0.239495984144649*pi,4.426866919862034*pi) q[6];\nu3(3.4162643554667045*pi,-0.2711639885408392*pi,1.5490482633690847*pi) q[8];\nu3(3.599293804502802*pi,3.2705458410932984*pi,1.1512124808546806*pi) q[9];\nu3(3.7111001617988215*pi,1.8719968850193833*pi,0.6304210517415384*pi) q[10];\nu3(3.222502416520278*pi,0.9641336114860368*pi,1.4355904621795985*pi) q[11];\nu3(3.6425793533405266*pi,-0.2998512815384774*pi,1.0126317840149808*pi) q[12];\nu3(3.3070765171281233*pi,3.453858198840866*pi,2.849861826863041*pi) q[13];\nu3(3.2302720740313733*pi,1.0167983432612102*pi,1.0202078377562356*pi) q[15];\nu3(3.5836044745865427*pi,-0.13407457396930944*pi,1.7304378920579513*pi) q[16];\nRxxyyzz(0.44010396798095053*pi,0.3357492327806445*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.41154984308205067*pi,0.16680908872836775*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.3160639718736701*pi,0.21822150557777897*pi,0.13639129487861545*pi) q[4],q[16];\nRxxyyzz(0.34530746166262993*pi,0.19587983237171525*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.45366061333210983*pi,0.10804967821723466*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4176374055473402*pi,0.33018791206586445*pi,3.92457398617307*pi) q[14],q[10];\nRxxyyzz(0.4667249797211399*pi,0.34544218242604063*pi,0.0*pi) q[12],q[11];\nu3(3.6072524033530566*pi,2.5374878661140765*pi,1.3629481621701114*pi) q[1];\nu3(3.2242909292176063*pi,2.3563609349577326*pi,1.5058340470155502*pi) q[2];\nu3(3.2425959964178985*pi,0.009276599218127402*pi,1.733306377266*pi) q[4];\nu3(3.1204053056983416*pi,1.2097151941092563*pi,1.68269259178612*pi) q[5];\nu3(3.660957404230498*pi,-0.32388090155807436*pi,1.3774993703867922*pi) q[6];\nu3(3.1035665925193676*pi,0.8125120246173201*pi,2.178496655680911*pi) q[7];\nu3(3.5688096803779374*pi,0.8108800742381543*pi,1.8573013050067857*pi) q[9];\nu3(3.778533671663228*pi,-0.002736592905803359*pi,2.2567577512527057*pi) q[10];\nu3(3.6914088159415614*pi,0.6926930028952616*pi,2.3950580213790764*pi) q[11];\nu3(3.401212383033528*pi,3.3698903487490437*pi,2.1627595360372758*pi) q[12];\nu3(3.8745092694066514*pi,2.403686685498334*pi,1.701384968468132*pi) q[13];\nu3(3.5347161618810876*pi,1.6839192721299616*pi,2.4025217510206724*pi) q[14];\nu3(3.3951864322780034*pi,-0.3119334870776158*pi,0.5280296411982541*pi) q[15];\nu3(3.7470430462591544*pi,3.467060133960862*pi,1.8886499766877523*pi) q[16];\nRxxyyzz(0.35290196044093985*pi,0.20525037260276102*pi,0.1694812569346471*pi) q[0],q[11];\nRxxyyzz(0.42863092241185996*pi,0.1986149292361139*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4642895776984002*pi,0.3646037899424357*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3464454763231103*pi,0.1728389094674726*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.3394614491071*pi,0.23083458346139274*pi,3.8489281241350195*pi) q[4],q[6];\nRxxyyzz(0.4363031185307297*pi,0.3011246884111039*pi,3.797475821160111*pi) q[13],q[5];\nRxxyyzz(0.3339341376683194*pi,0.2160015880310593*pi,0.16998741514895954*pi) q[14],q[7];\nRxxyyzz(0.4527592750692575*pi,0.3684734046489482*pi,3.959555793576966*pi) q[10],q[16];\nu3(3.780450862062691*pi,0.3444567767745723*pi,4.239689948960688*pi) q[0];\nu3(3.885872233696932*pi,-0.1956050325174331*pi,1.169575232697102*pi) q[1];\nu3(3.2029493020932245*pi,3.225382675532223*pi,3.5073879215062345*pi) q[2];\nu3(3.2789776509334114*pi,0.8375085703298595*pi,0.8772975550674685*pi) q[3];\nu3(3.4507218040067023*pi,3.2068367327441454*pi,2.4958960081076844*pi) q[4];\nu3(3.506533087421797*pi,3.2673884650013516*pi,2.408174667257838*pi) q[5];\nu3(3.260000958054818*pi,1.265347412726621*pi,1.4330567760561972*pi) q[6];\nu3(3.8817958936536376*pi,0.014154232377517895*pi,1.8775341340076535*pi) q[7];\nu3(3.251761626655317*pi,2.7742448179291475*pi,0.7704381555780517*pi) q[8];\nu3(3.5690742117369822*pi,1.3084407318019617*pi,1.377403565040857*pi) q[9];\nu3(3.567313813287583*pi,-0.40085667510990175*pi,0.5773999384693078*pi) q[10];\nu3(3.285138595980125*pi,0.06156058444343737*pi,3.118548901037754*pi) q[11];\nu3(3.3594948375658267*pi,2.121661894723689*pi,0.984390482855904*pi) q[13];\nu3(3.2518027245168284*pi,0.43330079855483383*pi,1.310503693994818*pi) q[14];\nu3(3.7184603158352902*pi,3.370128987794055*pi,4.26505923555686*pi) q[15];\nu3(3.803960136169168*pi,1.191960696965349*pi,1.6883141710782934*pi) q[16];\nRxxyyzz(0.38426820717413823*pi,0.334429863460475*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.23117714736327025*pi,0.13929765518975712*pi,0.07531513833697723*pi) q[2],q[11];\nRxxyyzz(0.3907737181586243*pi,0.15558947139959756*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4332297900522794*pi,0.3134665347322971*pi,3.82532302516244*pi) q[8],q[5];\nRxxyyzz(0.24209951313511024*pi,0.09658986656528168*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.44776008844412013*pi,0.1270684992706558*pi,3.9491378645313304*pi) q[7],q[12];\nRxxyyzz(0.3978480121428697*pi,0.24044717608874122*pi,0.0*pi) q[15],q[13];\nu3(3.518131348864766*pi,3.397018010399111*pi,2.459477796422971*pi) q[0];\nu3(3.3329473402509238*pi,2.535807780818983*pi,1.807222246268056*pi) q[1];\nu3(3.7386088380755997*pi,2.2574541669283104*pi,4.472896392149064*pi) q[2];\nu3(3.5685232522326213*pi,0.18512139419461104*pi,4.260356996261317*pi) q[4];\nu3(3.640765807056431*pi,2.000637726600311*pi,0.6689641146418706*pi) q[5];\nu3(3.5822583075423315*pi,2.7984883648657863*pi,1.139067814984243*pi) q[6];\nu3(3.645584155813127*pi,2.1370945969942543*pi,0.9488954249393609*pi) q[7];\nu3(3.7921245836303505*pi,-0.16434004394991275*pi,1.9230251009925703*pi) q[8];\nu3(3.55587771858415*pi,3.3505918525736442*pi,1.1085179124124513*pi) q[9];\nu3(3.326009259953784*pi,3.3462669773399147*pi,1.4693659254998952*pi) q[11];\nu3(3.7380447432634663*pi,2.413570426068347*pi,1.5997759641387193*pi) q[12];\nu3(3.4128062403242296*pi,0.26379405069542583*pi,1.3159150705888791*pi) q[13];\nu3(3.2952872532012547*pi,3.236080730207773*pi,4.164314095468422*pi) q[14];\nu3(3.6653514192013965*pi,0.08630202541076115*pi,1.4252880837099169*pi) q[15];\nRxxyyzz(0.46608811168860953*pi,0.39503455676033916*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4518871141196595*pi,0.24025001031250307*pi,0.13167941958300278*pi) q[1],q[8];\nRxxyyzz(0.43436858018823976*pi,0.3973860028087861*pi,3.83937137359635*pi) q[2],q[12];\nRxxyyzz(0.4662807684519491*pi,0.11950305040147458*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3664735026460902*pi,0.12716812294559676*pi,3.9316658210116895*pi) q[4],q[15];\nRxxyyzz(0.43945922964037015*pi,0.32475723510057275*pi,3.9369266765686994*pi) q[5],q[7];\nRxxyyzz(0.2917643832131901*pi,0.1261249860297875*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.3935025274771997*pi,0.13505301984077733*pi,0.0*pi) q[14],q[16];\nu3(3.3705252636805696*pi,2.966348903530963*pi,3.881843298048616*pi) q[0];\nu3(3.627893772167844*pi,-0.13420205666181223*pi,3.3907824075878525*pi) q[1];\nu3(3.5862686852191454*pi,0.5462215101200207*pi,0.5896325873590911*pi) q[2];\nu3(3.474291226740337*pi,-0.07489360407851864*pi,1.5280489509433706*pi) q[3];\nu3(3.871438390194121*pi,2.7553197114031405*pi,1.374303382072092*pi) q[4];\nu3(3.575592503687023*pi,-0.35914106067669044*pi,2.318081434028743*pi) q[5];\nu3(3.1711249275064195*pi,2.281087302961065*pi,1.1859159297074937*pi) q[7];\nu3(3.6626195972272306*pi,2.400154368946899*pi,1.0386356456415617*pi) q[8];\nu3(3.6896945008565805*pi,0.674326938960399*pi,2.206420738783904*pi) q[9];\nu3(3.492863467971773*pi,0.6475507080968672*pi,0.8549515639340404*pi) q[10];\nu3(3.8449906921143997*pi,1.0578931136923213*pi,1.5771513903144263*pi) q[11];\nu3(3.649587251385254*pi,0.6067698332790443*pi,2.386168265258323*pi) q[12];\nu3(3.3854151113568305*pi,2.8518103667698544*pi,3.3542665443212876*pi) q[13];\nu3(3.4485649855494716*pi,1.0792672892654944*pi,1.6093334270368231*pi) q[14];\nu3(3.3349598394261766*pi,0.06835327064489427*pi,1.039292643961745*pi) q[15];\nu3(3.571796223057751*pi,-0.15996512842976318*pi,0.5799214898343892*pi) q[16];\nRxxyyzz(0.36026530804837986*pi,0.31475018763126006*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.44000655476816014*pi,0.3099743245678352*pi,0.07933583654810548*pi) q[1],q[12];\nRxxyyzz(0.3840650224169496*pi,0.1942161694700798*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.40937336164540905*pi,0.3417277643224894*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3836658862681389*pi,0.2532708399743475*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4669303214941998*pi,0.3678076132473632*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.45898991065666017*pi,0.1941373528885219*pi,0.07329008978442662*pi) q[8],q[9];\nRxxyyzz(0.46191411952883954*pi,0.12004887505234274*pi,0.0*pi) q[15],q[11];\nu3(3.4110115204005282*pi,2.6221623281096536*pi,1.2359399021971051*pi) q[0];\nu3(3.1575736137007135*pi,2.7358732729837536*pi,1.247226975279296*pi) q[1];\nu3(3.472623086302175*pi,2.8566674614738856*pi,2.3311685648219673*pi) q[2];\nu3(3.555835801410759*pi,0.6216515513962988*pi,1.3653359750680294*pi) q[3];\nu3(3.5973516485418555*pi,0.640186991402873*pi,0.6717534597654847*pi) q[4];\nu3(3.8148880007039745*pi,3.260861442397095*pi,2.110016661863131*pi) q[5];\nu3(3.521270384570769*pi,3.2473439095611036*pi,4.245725555828457*pi) q[6];\nu3(3.6534009060417647*pi,1.0074668165178282*pi,1.5034165562096256*pi) q[7];\nu3(3.4310954379721985*pi,3.102731017939486*pi,1.4331215939958333*pi) q[8];\nu3(3.1120283040113277*pi,-0.20039313576138695*pi,4.268551765669063*pi) q[9];\nu3(3.75074728791139*pi,-0.26425280561180076*pi,2.189921523373335*pi) q[10];\nu3(3.3629822418012925*pi,3.128462362078487*pi,1.0981551742044915*pi) q[11];\nu3(3.5048937944945435*pi,3.4146379208633766*pi,2.3491397568509926*pi) q[12];\nu3(3.362020540191859*pi,1.2672096995335829*pi,4.4208211374581*pi) q[13];\nu3(3.4300833364910592*pi,0.25417484606109264*pi,1.5304904854656187*pi) q[14];\nu3(3.288069628586846*pi,1.6835995368769519*pi,1.5080826642197454*pi) q[15];\nRxxyyzz(0.41328508924350926*pi,0.24774937216564688*pi,0.17741557951430836*pi) q[0],q[16];\nRxxyyzz(0.39524719112522017*pi,0.2739184651001118*pi,0.10010889072111749*pi) q[1],q[5];\nRxxyyzz(0.3733790375042601*pi,0.335973281327962*pi,3.8607978568342602*pi) q[2],q[6];\nRxxyyzz(0.37970645383642965*pi,0.1153530782295551*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.44175565851194964*pi,0.26085613998477025*pi,0.1519551499856195*pi) q[4],q[11];\nRxxyyzz(0.3859849195414501*pi,0.17541824719200383*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.3448538458513435*pi,0.2711480493443361*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4422784929744702*pi,0.3013006407159988*pi,0.0*pi) q[13],q[15];\nu3(3.9298875654797945*pi,3.4199127848589317*pi,2.3729112098940672*pi) q[0];\nu3(3.312961169345948*pi,-0.44331266456623836*pi,3.6838844773718105*pi) q[1];\nu3(3.38511717067817*pi,0.08290891872605*pi,2.3037738725121133*pi) q[2];\nu3(3.694996315636412*pi,1.20500944237644*pi,1.3085568722581384*pi) q[3];\nu3(3.8047216592818196*pi,2.904938352753325*pi,3.909116272223396*pi) q[4];\nu3(3.460853458541268*pi,-0.03602830707769433*pi,3.121870316180005*pi) q[5];\nu3(3.3998179288796146*pi,2.2963031525288526*pi,0.8534013293629208*pi) q[6];\nu3(3.67022681610402*pi,-0.4869266917828524*pi,1.2905051048271625*pi) q[7];\nu3(3.3864990678600195*pi,1.4115646992139785*pi,1.8120242749721789*pi) q[8];\nu3(3.40081441336618*pi,-0.47407660950240627*pi,3.7984344798052367*pi) q[9];\nu3(3.7982541167255337*pi,0.18611394235132916*pi,4.2225234948192325*pi) q[10];\nu3(3.858694062036622*pi,1.4114336036556905*pi,1.3018343308141174*pi) q[11];\nu3(3.5049503028751174*pi,0.20808857331651942*pi,4.246915910739507*pi) q[12];\nu3(3.9511458166989586*pi,3.1652355285730223*pi,0.5541578763513662*pi) q[13];\nu3(3.646017966199322*pi,1.455592039444848*pi,1.9302053745583485*pi) q[15];\nu3(3.6576750100086066*pi,3.0470473472726614*pi,4.399036885183746*pi) q[16];\nmeasure q[6] -> c[10];\nRxxyyzz(0.18858256710095977*pi,0.08113555082793977*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.38631520946543896*pi,0.3111583759618979*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.42929871372388995*pi,0.24892605002209045*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3917802829934995*pi,0.19320440202573935*pi,0.06789189954219818*pi) q[5],q[3];\nRxxyyzz(0.35835544207051984*pi,0.22309331271886723*pi,3.9004969626852297*pi) q[4],q[15];\nRxxyyzz(0.3311678076407196*pi,0.26541578526767395*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.3589747707406801*pi,0.30338230800829624*pi,0.048736156655319274*pi) q[13],q[8];\nRxxyyzz(0.2913176378367198*pi,0.19944424774121394*pi,0.0826809301064948*pi) q[10],q[14];\nu3(0.42641222630456893*pi,0.3188371876025704*pi,0.6348465334552189*pi) q[0];\nu3(3.0560535154870383*pi,0.7930752642062828*pi,4.288879749031874*pi) q[1];\nu3(3.6290313767958535*pi,-0.36599182678686226*pi,1.0304035496493826*pi) q[2];\nu3(3.0986930295123827*pi,2.260139285535315*pi,1.8168925818944517*pi) q[3];\nu3(1.6239780824676329*pi,0.6392419319923448*pi,0.801956727523588*pi) q[4];\nu3(3.8462155686571715*pi,2.575813719412235*pi,4.211313706156677*pi) q[5];\nu3(0.49431705404475185*pi,0.42535457784980546*pi,1.2306518206484582*pi) q[7];\nu3(2.64872593367288*pi,0.15412468163704796*pi,1.3767845502548375*pi) q[8];\nu3(3.232742692825405*pi,-0.2674985484472583*pi,1.9580220205317247*pi) q[9];\nu3(1.7306085515538734*pi,1.078009357098699*pi,4.265776970296772*pi) q[10];\nu3(1.6279488895768712*pi,3.3894156570532417*pi,1.918519855097165*pi) q[11];\nu3(3.5881370736912146*pi,0.6935912336786623*pi,1.2616530087839748*pi) q[12];\nu3(1.7842425850073782*pi,0.5106377398822086*pi,4.273512859908395*pi) q[13];\nu3(2.756290184968346*pi,0.7494349447173425*pi,0.6220319428037309*pi) q[14];\nu3(0.5000104690669522*pi,0.09053528582183923*pi,0.5345516459926903*pi) q[15];\nu3(3.7028709761083816*pi,0.3514872505962454*pi,2.2807226150850304*pi) q[16];\nmeasure q[16] -> c[0];\nmeasure q[4] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[0] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[9] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[15] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[10] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[7] -> c[14];\nmeasure q[8] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6955959537437555*pi,3.424765257387952*pi,2.954280565162935*pi) q[0];\nu3(3.613193396508568*pi,3.0366956659910587*pi,0.8533087614777406*pi) q[1];\nu3(3.628703770841832*pi,0.898075983144226*pi,1.0433447212029408*pi) q[2];\nu3(3.3213431643496265*pi,3.320434944303531*pi,2.6035625967769036*pi) q[3];\nu3(3.8021823464540585*pi,0.8820341718788449*pi,1.605668104885185*pi) q[4];\nu3(3.8899899961504283*pi,0.6497928131628594*pi,3.142805898817139*pi) q[5];\nu3(3.63364030692166*pi,-0.1884942177222495*pi,0.9805586920010486*pi) q[6];\nu3(3.341023744890409*pi,2.548067603002065*pi,1.40695283799801*pi) q[7];\nu3(3.7070552588634986*pi,0.5727163451764992*pi,0.7388177890189191*pi) q[8];\nu3(3.5871905955057404*pi,0.586695154733941*pi,1.7782183962804519*pi) q[9];\nu3(3.3021847570768292*pi,2.3174822832620463*pi,3.046004419761921*pi) q[10];\nu3(3.4733426963360285*pi,0.41818876778359715*pi,2.3980838394409902*pi) q[11];\nu3(3.362201031294591*pi,-0.47875947962028104*pi,4.0747608924917795*pi) q[12];\nu3(3.4220073096066765*pi,0.032238558203521284*pi,0.9524229495009893*pi) q[13];\nu3(3.4351032311797614*pi,2.9688684750712*pi,1.9591455386333396*pi) q[14];\nu3(3.5024249110149794*pi,-0.48523970080207607*pi,1.2641861883686027*pi) q[15];\nu3(3.243182439832794*pi,2.789643495993146*pi,0.9822327549500889*pi) q[16];\nRxxyyzz(0.4150895789380305*pi,0.24965226754959957*pi,3.926449102482371*pi) q[0],q[8];\nRxxyyzz(0.2833182224649695*pi,0.19887503697840003*pi,3.9544268425782896*pi) q[1],q[5];\nRxxyyzz(0.4482414972645897*pi,0.2726087612582924*pi,0.12479199662705302*pi) q[2],q[11];\nRxxyyzz(0.45033581558096003*pi,0.3119948541469344*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.30195009270160955*pi,0.19848722711229305*pi,3.92295562535584*pi) q[4],q[9];\nRxxyyzz(0.39995269156931995*pi,0.323678647780077*pi,3.950555178364789*pi) q[6],q[16];\nRxxyyzz(0.39563154200434875*pi,0.30299409044080733*pi,3.85129611709646*pi) q[10],q[13];\nRxxyyzz(0.3622538838634996*pi,0.24644315611420348*pi,0.20565366159787593*pi) q[14],q[15];\nu3(3.369089372083094*pi,1.1426368350628433*pi,0.7977703886154695*pi) q[0];\nu3(3.367431706346561*pi,3.0458723258899534*pi,3.695119599558172*pi) q[1];\nu3(3.5835879620926674*pi,0.23442026221908618*pi,1.4186108623096079*pi) q[2];\nu3(3.586814678881513*pi,0.6978000294299471*pi,1.3235219967138137*pi) q[3];\nu3(3.4540418612561825*pi,2.7756517799613354*pi,1.1533356343686507*pi) q[4];\nu3(3.122210237871547*pi,0.37873807340549737*pi,1.5373619576934314*pi) q[5];\nu3(3.7944967227855337*pi,2.2389549599617413*pi,1.9421602579078496*pi) q[6];\nu3(3.324409099192951*pi,0.06289717113869164*pi,2.0439742908251963*pi) q[7];\nu3(3.786497118191902*pi,1.6492289470324066*pi,0.5175262201345388*pi) q[8];\nu3(3.7675010293994022*pi,2.488051437831284*pi,1.4660466002562624*pi) q[9];\nu3(3.750950807544483*pi,-0.25194184038002476*pi,0.5983680855581253*pi) q[10];\nu3(3.580866533317958*pi,1.9733172438150302*pi,4.479668683507952*pi) q[11];\nu3(3.359114578179537*pi,2.271121267002436*pi,0.7548872449800168*pi) q[13];\nu3(3.2795649450898336*pi,1.8275905122212976*pi,0.5358658177945562*pi) q[14];\nu3(3.4441207097586797*pi,2.33585465296294*pi,3.9419777768627386*pi) q[15];\nu3(3.2082435493467636*pi,0.3129589248301724*pi,1.9218812391379707*pi) q[16];\nRxxyyzz(0.35391354146134535*pi,0.21635506052802367*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4437803839767493*pi,0.1905805819132476*pi,3.95831457054991*pi) q[1],q[11];\nRxxyyzz(0.36175525466948966*pi,0.14195400064804176*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4006008133696399*pi,0.35665343897434487*pi,3.92719392966515*pi) q[4],q[12];\nRxxyyzz(0.43473302273147935*pi,0.18952575717941927*pi,0.1787231823752112*pi) q[5],q[14];\nRxxyyzz(0.4415545960901194*pi,0.32221063739927713*pi,0.11716074691289043*pi) q[6],q[15];\nRxxyyzz(0.32870586914083033*pi,0.045897519386350005*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.2988894072227576*pi,0.23209772457366107*pi,3.956542389271621*pi) q[9],q[10];\nu3(3.697315323500759*pi,3.329381631962804*pi,1.4280842887649905*pi) q[0];\nu3(3.353512597031937*pi,-0.38659456490839494*pi,0.7221002653953463*pi) q[1];\nu3(3.4555260592658885*pi,3.455918182834471*pi,4.323218484439037*pi) q[2];\nu3(3.4495757567691374*pi,2.6453307309309344*pi,4.443524890634361*pi) q[3];\nu3(3.176689087903901*pi,0.20423228827391937*pi,2.442928425746808*pi) q[4];\nu3(3.5874833182306274*pi,3.3211116914198238*pi,1.3012822591984874*pi) q[5];\nu3(3.212709992716524*pi,0.8230860214933176*pi,1.0555068027028454*pi) q[6];\nu3(3.5058601434653527*pi,0.3193007480281528*pi,0.6323711142466476*pi) q[7];\nu3(3.8056768366622316*pi,0.7172870465259393*pi,1.3947159240735578*pi) q[8];\nu3(3.271197114020758*pi,-0.08023185892690599*pi,1.1164203641822312*pi) q[9];\nu3(3.314746316102586*pi,3.3601901720378833*pi,0.8293381977798634*pi) q[10];\nu3(3.6853297681643093*pi,2.442997935672765*pi,2.067275739405831*pi) q[11];\nu3(3.3747267618710577*pi,2.4255413713855853*pi,0.9695487428413374*pi) q[12];\nu3(3.580874952211852*pi,3.4762658521649983*pi,1.4668238982880182*pi) q[13];\nu3(3.129597516639704*pi,-0.11051036723699936*pi,1.1505986930729*pi) q[14];\nu3(3.783094319833276*pi,-0.14111747415236686*pi,2.0871831334794644*pi) q[15];\nRxxyyzz(0.44521253736437105*pi,0.25225614144205455*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.4402947356975901*pi,0.2616982010390622*pi,0.16871516523606012*pi) q[1],q[13];\nRxxyyzz(0.4076648513314999*pi,0.1441421541908845*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.39428668029939923*pi,0.3098936772144731*pi,3.791951499895551*pi) q[3],q[15];\nRxxyyzz(0.3983592222470095*pi,0.25688803164041785*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.43309275466795905*pi,0.38126766351160324*pi,3.8360157152538705*pi) q[6],q[7];\nRxxyyzz(0.31923914001095965*pi,0.25445220191892315*pi,0.0*pi) q[12],q[14];\nu3(3.625126797124063*pi,2.810900065534832*pi,1.7300814314484396*pi) q[0];\nu3(3.3338915386881833*pi,-0.24785214351286722*pi,3.608549470874136*pi) q[1];\nu3(3.9263387607383176*pi,-0.17359912359036578*pi,3.991341355897861*pi) q[2];\nu3(3.7622354917325245*pi,3.0040658095512147*pi,2.063204272514082*pi) q[3];\nu3(3.327958646693271*pi,-0.3157320228072123*pi,0.7596963881165768*pi) q[4];\nu3(3.5102170286457013*pi,2.708670478646898*pi,0.5553212776338183*pi) q[5];\nu3(3.4240287101646905*pi,-0.3797583331495198*pi,2.1615505321104047*pi) q[6];\nu3(3.1760909758733784*pi,3.437456544891873*pi,2.228471615781026*pi) q[7];\nu3(3.3923263198097926*pi,-0.36681042553903365*pi,0.6144264489855509*pi) q[11];\nu3(3.3814056541851403*pi,-0.11373096089114543*pi,4.297540793181109*pi) q[12];\nu3(3.628132549515796*pi,-0.4021240627408478*pi,1.0755000484119366*pi) q[13];\nu3(3.8718299980212008*pi,0.8038302475412351*pi,1.0230630388105677*pi) q[14];\nu3(3.34525793030267*pi,2.422907523630178*pi,1.7661130327131673*pi) q[15];\nu3(3.5436855722260034*pi,0.7645851318231167*pi,1.9212170508065372*pi) q[16];\nRxxyyzz(0.382593912095211*pi,0.2486878761729109*pi,0.04100667916431875*pi) q[3],q[0];\nRxxyyzz(0.4331056265602795*pi,0.38242559809827104*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.35404723825832984*pi,0.29397804084261914*pi,0.18215166420417273*pi) q[4],q[15];\nRxxyyzz(0.40506474377172985*pi,0.2607386732445027*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.4133013214075095*pi,0.3211362565063971*pi,0.279493714859294*pi) q[6],q[9];\nRxxyyzz(0.43878096439887015*pi,0.22616252050706742*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.47668291809735086*pi,0.3847994181056057*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.25609545014064894*pi,0.09863343891301479*pi,0.0*pi) q[11],q[13];\nu3(3.320508229441424*pi,3.1740693127965893*pi,2.065261273264679*pi) q[0];\nu3(3.6865035853805694*pi,0.18049128739956755*pi,3.4908928148523213*pi) q[1];\nu3(3.6068568366654157*pi,2.0824698693224444*pi,1.0695076783774478*pi) q[3];\nu3(3.535821789209627*pi,-0.485172187857838*pi,0.7112942634867672*pi) q[4];\nu3(3.7036360568654683*pi,-0.011935922386206999*pi,1.6774925292304443*pi) q[5];\nu3(3.772291853991606*pi,0.21766456840493864*pi,4.29709870715231*pi) q[6];\nu3(3.4601187812940792*pi,2.5548644699951883*pi,2.4969469789233076*pi) q[7];\nu3(3.3614454649082215*pi,0.20006703177200047*pi,1.6631748782367008*pi) q[8];\nu3(3.153363693139625*pi,-0.2215646623649723*pi,4.116813909290274*pi) q[9];\nu3(3.4797283368960183*pi,-0.3551366464285943*pi,0.8984357957509999*pi) q[10];\nu3(3.4956710904251396*pi,2.8104123500360974*pi,4.18338877604582*pi) q[11];\nu3(3.2505093299112544*pi,0.3768625576870952*pi,1.0940587166504907*pi) q[12];\nu3(3.736630484307819*pi,0.14944551798104033*pi,0.6328331080095002*pi) q[13];\nu3(3.4604842171787427*pi,-0.43610601785914194*pi,2.923878127716655*pi) q[14];\nu3(3.380814752840787*pi,1.9744016744114266*pi,0.8197454560665297*pi) q[15];\nu3(3.272965122281119*pi,3.272719768241918*pi,3.3931423232230538*pi) q[16];\nRxxyyzz(0.39433752706812975*pi,0.06746214873687262*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3866104329460095*pi,0.12334342316612479*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.33580703396236966*pi,0.16456716954262085*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3936208351392897*pi,0.16742519019688906*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.43524900017734003*pi,0.2462534147873151*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.4410814753984997*pi,0.29740234690372297*pi,3.82973216577059*pi) q[16],q[12];\nRxxyyzz(0.45573448535487937*pi,0.2666292459476405*pi,3.9550671084550206*pi) q[14],q[13];\nu3(3.4314380591551417*pi,2.207469784935875*pi,0.9091755303996467*pi) q[1];\nu3(3.6699863417217466*pi,-0.4907711576001314*pi,1.1243176574227416*pi) q[2];\nu3(3.418045257078015*pi,-0.40181621370837844*pi,0.9533463120432739*pi) q[4];\nu3(3.18159574797274*pi,3.1133322603745084*pi,4.317041428253434*pi) q[6];\nu3(3.418884276281433*pi,3.4412020484283468*pi,4.051428586438257*pi) q[7];\nu3(3.3294608181139065*pi,2.5669152004181797*pi,0.7268404075566693*pi) q[8];\nu3(3.478693178409204*pi,-0.3639208121384395*pi,1.1653013662851788*pi) q[9];\nu3(3.0830252552376396*pi,3.201583463724262*pi,1.2820322732957492*pi) q[10];\nu3(3.8824766947816483*pi,2.4068724987784016*pi,1.6931046957168479*pi) q[11];\nu3(3.58756171056327*pi,0.9027280249137069*pi,1.0325588172313056*pi) q[12];\nu3(3.155335426011339*pi,2.8963719049725793*pi,1.139650617289874*pi) q[13];\nu3(3.8280516053044*pi,2.236315783097487*pi,0.8791752308543934*pi) q[14];\nu3(3.298488445407993*pi,2.535941908882096*pi,0.8553579078154461*pi) q[15];\nu3(3.2555140115160586*pi,2.284959229018482*pi,1.2266582813143336*pi) q[16];\nRxxyyzz(0.4316970063664468*pi,0.23785075279701218*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.31649088947190096*pi,0.2651890737517455*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.41762787654159983*pi,0.31934494283741*pi,0.09436151566686818*pi) q[3],q[16];\nRxxyyzz(0.4902994496498799*pi,0.1944894162564934*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.432354445730339*pi,0.24952029875877152*pi,3.93941054981166*pi) q[7],q[5];\nRxxyyzz(0.38760352244967966*pi,0.08793281130148423*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.24009366714583963*pi,0.11350706244493436*pi,0.0626043187783889*pi) q[9],q[12];\nRxxyyzz(0.24898607602071932*pi,0.11334926682940705*pi,0.0*pi) q[11],q[13];\nu3(3.849714656807292*pi,-0.30749191197469905*pi,1.0308463425196295*pi) q[1];\nu3(3.674681196061319*pi,2.3149655640102145*pi,1.6493719040259387*pi) q[2];\nu3(3.400826364568389*pi,2.8999425147033993*pi,4.1630601065128054*pi) q[3];\nu3(3.563522279439787*pi,3.4712702894324217*pi,3.9394708358404795*pi) q[4];\nu3(3.5266388103620043*pi,3.489483735179915*pi,0.9338912445470691*pi) q[5];\nu3(3.145084854692429*pi,-0.20078949206083718*pi,4.053558093579564*pi) q[6];\nu3(3.3351700030480513*pi,2.376451707460805*pi,0.6878564760007762*pi) q[7];\nu3(3.5231145376462463*pi,0.9569086678878693*pi,0.8368603922618356*pi) q[8];\nu3(3.509513551617429*pi,2.422369589816062*pi,4.128066295855765*pi) q[9];\nu3(3.824102577903478*pi,0.1874800339835314*pi,0.8124934077814956*pi) q[10];\nu3(3.6611708514322827*pi,2.941355714899889*pi,1.8050412642589766*pi) q[11];\nu3(3.4196963068897173*pi,0.03575600703736892*pi,1.1407146774489316*pi) q[12];\nu3(3.0334791801068324*pi,3.260820177115018*pi,1.9543281317715624*pi) q[13];\nu3(3.2101912226857543*pi,0.7235269067120149*pi,0.9214508350881119*pi) q[14];\nu3(3.501771683871527*pi,-0.41434699006642606*pi,3.8959872624016203*pi) q[15];\nu3(3.5270395491668536*pi,0.8487138810491266*pi,4.22758348196502*pi) q[16];\nRxxyyzz(0.40601127818321014*pi,0.12104346483602581*pi,0.0881663396318142*pi) q[12],q[0];\nRxxyyzz(0.3935218729934532*pi,0.23185349476332373*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3240154813831243*pi,0.2955873419489312*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.26582166081231984*pi,0.21788837312641718*pi,0.1713040531639498*pi) q[3],q[8];\nRxxyyzz(0.40493748192958995*pi,0.3188850850625391*pi,0.053617068049444334*pi) q[4],q[10];\nRxxyyzz(0.36417419806045537*pi,0.13340568998837554*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4339702640146593*pi,0.2857633787211382*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.3930120234400895*pi,0.269285513483784*pi,0.13640712501224483*pi) q[11],q[14];\nu3(3.4116656167895534*pi,3.0296525991143683*pi,0.5459424298281538*pi) q[0];\nu3(3.3736905254764387*pi,2.9043320744118537*pi,1.517151958018757*pi) q[1];\nu3(3.1465083960221936*pi,-0.11378672051524824*pi,2.326136413483752*pi) q[2];\nu3(3.7644515589781644*pi,0.21470390873303136*pi,0.7806269156233876*pi) q[3];\nu3(3.514005328341602*pi,3.4196044271197907*pi,3.0141801083997564*pi) q[4];\nu3(3.293023431043874*pi,3.1895787706567402*pi,0.8967507692121679*pi) q[5];\nu3(3.405369612178744*pi,3.1916681457154654*pi,4.224917097035901*pi) q[6];\nu3(3.379697892011648*pi,0.4281325369351765*pi,1.0211499704832985*pi) q[7];\nu3(3.7632141068729252*pi,-0.16124655831255247*pi,4.245645385901053*pi) q[8];\nu3(3.045367695818951*pi,-0.12476445945146053*pi,4.439579157647181*pi) q[9];\nu3(3.6552790209408488*pi,0.8635035919038485*pi,0.875299375542058*pi) q[10];\nu3(3.492889290014422*pi,1.876563928098152*pi,0.5821063539057807*pi) q[11];\nu3(3.267474956954586*pi,1.9206906125122591*pi,3.23845153538207*pi) q[12];\nu3(3.4566583305914014*pi,0.7165743508535765*pi,1.5977367528151998*pi) q[13];\nu3(3.519452585654475*pi,-0.48858541363002284*pi,3.7795701477913015*pi) q[14];\nu3(3.5428516335509093*pi,2.1358493425766847*pi,1.4671790691306756*pi) q[15];\nRxxyyzz(0.4646487476752892*pi,0.26251340052045435*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4616947260900518*pi,0.2643192212805099*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.37264522654121035*pi,0.16142787624050237*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3530676214515999*pi,0.172523986776838*pi,3.93324156169807*pi) q[4],q[5];\nRxxyyzz(0.45020810464008987*pi,0.2556696760092614*pi,0.0*pi) q[16],q[10];\nRxxyyzz(0.2174121716701398*pi,0.16035078575407713*pi,0.04077244758345966*pi) q[15],q[12];\nRxxyyzz(0.30984515446271954*pi,0.15134946738141442*pi,0.0*pi) q[14],q[13];\nu3(3.192368384036019*pi,0.2620385427725769*pi,0.9934837297262644*pi) q[0];\nu3(3.1493779482978046*pi,3.0774117339766818*pi,1.6470568416934501*pi) q[1];\nu3(3.7224879120437806*pi,2.5368177441965933*pi,1.6936475394462032*pi) q[3];\nu3(3.3475567461322844*pi,1.7866044095610536*pi,0.8329979509860069*pi) q[4];\nu3(3.675569144321396*pi,2.3630629511733456*pi,2.303797163299418*pi) q[5];\nu3(3.22190391943933*pi,-0.05112851403398827*pi,1.531096784336793*pi) q[6];\nu3(3.2519409269458692*pi,2.727477676484958*pi,0.5079598253964344*pi) q[8];\nu3(3.5054114087514328*pi,1.8966839242249796*pi,1.2320013761303445*pi) q[10];\nu3(3.393197085834001*pi,-0.3496119442615293*pi,3.906558240070301*pi) q[11];\nu3(3.640694474348261*pi,2.780590199999795*pi,3.2607753332033567*pi) q[12];\nu3(3.2028721300021523*pi,0.8420335521403668*pi,1.630860669644402*pi) q[13];\nu3(3.3553479587619988*pi,2.128121809967852*pi,1.6581675571840697*pi) q[14];\nu3(3.4319854678974995*pi,0.9562796596346057*pi,1.4672057604360538*pi) q[15];\nu3(3.222992844822314*pi,0.8405350355904408*pi,1.5077155650273293*pi) q[16];\nRxxyyzz(0.44928365571332984*pi,0.22395926893335888*pi,0.145198346246098*pi) q[16],q[1];\nRxxyyzz(0.40685254459485*pi,0.30756188582745225*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.38794905927762*pi,0.166196834280129*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3814018855919397*pi,0.2273375002623172*pi,0.20142065218782612*pi) q[5],q[12];\nRxxyyzz(0.42026296838639243*pi,0.31164210005451676*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.41552802257877985*pi,0.3131403131538264*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.45742026800379965*pi,0.1821702843595622*pi,3.89904281545458*pi) q[9],q[14];\nu3(3.4581349520663736*pi,2.5186865804435175*pi,3.6434747471511963*pi) q[1];\nu3(3.6308083986911006*pi,2.5192386379174403*pi,2.203681992589585*pi) q[2];\nu3(3.0627088827910898*pi,0.1543694267181448*pi,4.206445158834815*pi) q[3];\nu3(3.2317934350441844*pi,0.020441331247947447*pi,0.5339830903119493*pi) q[4];\nu3(3.178952835052416*pi,0.7563750468873831*pi,4.426238510076196*pi) q[5];\nu3(3.5944353090432526*pi,2.668372595567364*pi,1.0960877804385265*pi) q[6];\nu3(3.2983701533241887*pi,1.7846284700735238*pi,1.6188374894169875*pi) q[7];\nu3(3.589976857419523*pi,0.7268430474789374*pi,2.1056124428130283*pi) q[9];\nu3(3.5237174134231117*pi,0.3289971635945491*pi,0.5668544689918863*pi) q[11];\nu3(3.745544969907618*pi,3.254799636703124*pi,2.149641113040508*pi) q[12];\nu3(3.516205274532629*pi,0.10254446931125172*pi,1.7139772268923872*pi) q[13];\nu3(3.6692749974226246*pi,0.6476216509880584*pi,1.688597930312502*pi) q[14];\nu3(3.237467703994186*pi,3.341016530596884*pi,1.7460531609333927*pi) q[15];\nu3(3.362176032953541*pi,-0.2458351659413005*pi,1.6600387333106157*pi) q[16];\nRxxyyzz(0.4370157962645802*pi,0.2270456167296162*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4545568657027399*pi,0.37602945608297134*pi,0.1608137743050282*pi) q[12],q[1];\nRxxyyzz(0.42208166741042963*pi,0.1503279617254003*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4059319410741803*pi,0.21049398966509877*pi,3.87835722465257*pi) q[3],q[8];\nRxxyyzz(0.36019069536983916*pi,0.18237580921410523*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.44974420615423927*pi,0.2664484713909695*pi,0.19737856386440786*pi) q[9],q[7];\nRxxyyzz(0.4345641815474198*pi,0.15228214960589248*pi,3.91112089496624*pi) q[10],q[14];\nRxxyyzz(0.4510527258749502*pi,0.30151326125802297*pi,0.21873770279356594*pi) q[16],q[11];\nu3(3.6297123700223652*pi,2.073014769965054*pi,1.1990941573825635*pi) q[0];\nu3(3.5981259319251007*pi,-0.41187817199960214*pi,3.7986650967104367*pi) q[1];\nu3(3.7567333527852047*pi,-0.1876226564108503*pi,1.503499340937523*pi) q[2];\nu3(3.4657644100154315*pi,0.623968582221273*pi,2.4907480294941395*pi) q[3];\nu3(3.5832357323119384*pi,1.4725455019023148*pi,1.10871277536269*pi) q[4];\nu3(3.256483616866667*pi,3.2854417545484966*pi,3.732084425986522*pi) q[5];\nu3(3.4250823718990935*pi,1.382709501782021*pi,1.532356198179134*pi) q[6];\nu3(3.4896154700559885*pi,0.7160575982651229*pi,1.1345268907201769*pi) q[7];\nu3(3.777653354448946*pi,0.03672830936691385*pi,2.0561850817570995*pi) q[8];\nu3(3.4780998835467276*pi,2.363373864916273*pi,0.7620575081971199*pi) q[9];\nu3(3.2191329070531283*pi,3.456231936572833*pi,0.9926657412729658*pi) q[10];\nu3(3.74833094579365*pi,2.3200300540878063*pi,4.417354550005249*pi) q[11];\nu3(3.4984146119466533*pi,-0.2826683364439757*pi,4.318084718039412*pi) q[12];\nu3(3.5646255967567284*pi,2.8575651706798495*pi,1.267173844751004*pi) q[14];\nu3(3.611394023117547*pi,3.4822083759975424*pi,2.4483027841362723*pi) q[15];\nu3(3.8913683884652337*pi,0.01304404422954375*pi,4.041295092480825*pi) q[16];\nRxxyyzz(0.374154111209701*pi,0.2642007583066458*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4241625916467303*pi,0.32614118728144725*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.37013343192870984*pi,0.19444395752885613*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.28991995936068005*pi,0.1580383934663795*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.36738063979381974*pi,0.28410641478196674*pi,0.06511006818664945*pi) q[5],q[11];\nRxxyyzz(0.4508055664541599*pi,0.4205744574495345*pi,3.87360016647911*pi) q[12],q[7];\nRxxyyzz(0.3730626315480495*pi,0.26173772162432085*pi,3.89512297769492*pi) q[8],q[9];\nRxxyyzz(0.40088728289522035*pi,0.18639480848113532*pi,0.0*pi) q[10],q[13];\nu3(3.46396214453825*pi,-0.1126357613833101*pi,2.3701061043962994*pi) q[0];\nu3(3.803623864411308*pi,0.5238314130853876*pi,2.027755934877657*pi) q[1];\nu3(3.296153490262604*pi,-0.4679948596175513*pi,1.390492032831283*pi) q[2];\nu3(3.573516904858559*pi,2.741168854209777*pi,1.065743375907266*pi) q[3];\nu3(3.4667501150816875*pi,-0.21468857560500887*pi,2.4064798305773767*pi) q[4];\nu3(3.4067747872603413*pi,2.078372846441126*pi,0.7140633790163234*pi) q[5];\nu3(3.7492843571537375*pi,3.103333771016121*pi,2.1843714768973506*pi) q[6];\nu3(3.5970393658761415*pi,-0.4351595414575872*pi,1.6782303536293053*pi) q[7];\nu3(3.526120499583631*pi,2.423261676284037*pi,0.696498215410561*pi) q[8];\nu3(3.755102198928319*pi,0.020858091575494786*pi,1.6741056461534525*pi) q[9];\nu3(3.44776398246662*pi,0.590931694778529*pi,2.391362072621696*pi) q[10];\nu3(3.619659444540898*pi,-0.029701265846358293*pi,1.958839781489851*pi) q[11];\nu3(3.555002391840286*pi,-0.4438946978314101*pi,4.329302335225443*pi) q[12];\nu3(3.8970938959920804*pi,3.2586798406467112*pi,2.3473392726126474*pi) q[13];\nu3(3.275649180687988*pi,3.088395439742314*pi,1.938033719085241*pi) q[14];\nu3(3.374926439721586*pi,0.3946202746398364*pi,1.8883639144307671*pi) q[15];\nRxxyyzz(0.36147285814905017*pi,0.2990877176909238*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4185239214234196*pi,0.203841498735255*pi,3.8624136263751794*pi) q[13],q[2];\nRxxyyzz(0.35767773859577*pi,0.16744331165982962*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4479371610808701*pi,0.2948293976815379*pi,3.8022210148132505*pi) q[12],q[4];\nRxxyyzz(0.4804508743359297*pi,0.448570807827711*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.22678427980554705*pi,0.09608481606526664*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3255199618106194*pi,0.08797963301491929*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.4725921545077406*pi,0.3068334232559984*pi,0.0*pi) q[16],q[15];\nu3(3.6049640888112817*pi,-0.3230494887175526*pi,0.5785676236734563*pi) q[0];\nu3(3.473684026437268*pi,0.04925052235581728*pi,1.789213368555119*pi) q[2];\nu3(3.142879588392694*pi,0.5951729281836728*pi,0.5547580419774927*pi) q[3];\nu3(3.241100586708004*pi,2.3363051424842283*pi,1.0797277605455768*pi) q[4];\nu3(3.4260461585606152*pi,2.691642541462422*pi,2.003724622459563*pi) q[5];\nu3(3.471424178831221*pi,2.283568638071727*pi,2.183451845376363*pi) q[6];\nu3(3.613549268352285*pi,0.10504677610979019*pi,3.1623367621444682*pi) q[7];\nu3(3.162574865320829*pi,-0.3472809952209304*pi,3.401330483376932*pi) q[8];\nu3(3.5956502890609667*pi,0.32208867156985965*pi,2.175518167744228*pi) q[9];\nu3(3.0558620035186554*pi,-0.29659755806534804*pi,2.375273294938253*pi) q[10];\nu3(3.848861892186286*pi,2.2699093020958667*pi,0.8466406070063551*pi) q[11];\nu3(3.4689078515788996*pi,-0.47421425343169676*pi,2.206847880714702*pi) q[12];\nu3(3.581926903806297*pi,2.0540863077410725*pi,2.275886868314571*pi) q[13];\nu3(3.4264082722648443*pi,-0.28371848676880296*pi,4.323927934193131*pi) q[14];\nu3(3.1105554606743815*pi,3.073369720154961*pi,4.235097849254577*pi) q[15];\nu3(3.358063758059059*pi,0.008667029173499374*pi,4.155347860782357*pi) q[16];\nRxxyyzz(0.3793165663300896*pi,0.26266854695245706*pi,0.15697849352824753*pi) q[16],q[1];\nRxxyyzz(0.4153194756298505*pi,0.24119709892441077*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.38835064302359*pi,0.16667247263709106*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4519851449344401*pi,0.3831489982894558*pi,3.8815871761831406*pi) q[5],q[9];\nRxxyyzz(0.4161189702455208*pi,0.18475961880497316*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.46056189305503986*pi,0.2996565785082832*pi,0.15096587959379706*pi) q[8],q[13];\nRxxyyzz(0.3833568970879303*pi,0.32323393498081193*pi,0.18882583054261548*pi) q[11],q[10];\nRxxyyzz(0.3423155024528397*pi,0.0660435774625957*pi,0.0*pi) q[15],q[14];\nu3(3.699123885078487*pi,1.8585097026999935*pi,4.230520064228578*pi) q[1];\nu3(3.1962449721024435*pi,2.772767013578018*pi,0.5323458987841672*pi) q[2];\nu3(3.6195367709208526*pi,2.7594520072300797*pi,0.7834381859694818*pi) q[3];\nu3(3.4917745035460555*pi,1.2413166257013293*pi,1.2962392239093803*pi) q[4];\nu3(3.1406357180250124*pi,1.4070147993503261*pi,1.579736446024747*pi) q[5];\nu3(3.728459099898295*pi,3.032028899923868*pi,0.566204371991573*pi) q[6];\nu3(3.913737549882684*pi,0.6906821885636536*pi,0.7728108406536416*pi) q[7];\nu3(3.4791053345192986*pi,2.619149098951759*pi,3.561229714635756*pi) q[8];\nu3(3.5904909081729977*pi,3.0492250251903084*pi,0.90638805395219*pi) q[9];\nu3(3.3553341909369125*pi,2.1534019381807017*pi,3.858683269767784*pi) q[10];\nu3(3.722888715650408*pi,2.923565807873365*pi,3.894060326757435*pi) q[11];\nu3(3.4375639406750333*pi,-0.1863458782903351*pi,1.5257792162107469*pi) q[12];\nu3(3.901320731633482*pi,2.5477386263454145*pi,3.0414928195321016*pi) q[13];\nu3(3.458751826482788*pi,-0.2920408308516523*pi,1.9643602843293977*pi) q[14];\nu3(3.4669104822447925*pi,2.141449456388395*pi,1.3275123852466546*pi) q[15];\nu3(3.822020616124742*pi,-0.425578519286767*pi,4.494092968234613*pi) q[16];\nRxxyyzz(0.43551522315441005*pi,0.13629264053558854*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.34472159849237033*pi,0.21461054170433247*pi,0.0918585818540496*pi) q[2],q[13];\nRxxyyzz(0.38571781270062677*pi,0.3255265098068181*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4530995377434106*pi,0.12404069830195763*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4125904600879198*pi,0.294888753503165*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.40206045005999924*pi,0.19302547879436593*pi,3.90339458454868*pi) q[11],q[6];\nRxxyyzz(0.40967988239830955*pi,0.3410265004403202*pi,3.81425982243956*pi) q[8],q[7];\nRxxyyzz(0.38908096672004944*pi,0.2076368228292147*pi,0.0*pi) q[16],q[15];\nu3(3.298244755762529*pi,2.617927997499345*pi,1.7625379968860915*pi) q[0];\nu3(3.3209777122322133*pi,3.4837965476786987*pi,3.2483417148740306*pi) q[2];\nu3(3.5692201749662*pi,1.374608016050384*pi,1.7823082922594167*pi) q[3];\nu3(3.7149103774029317*pi,2.5754856050953117*pi,1.5830582448978134*pi) q[4];\nu3(3.3058816209989565*pi,0.5584280196920663*pi,1.2133006506179247*pi) q[5];\nu3(3.572450068801636*pi,1.1413280575471636*pi,0.880031006947128*pi) q[6];\nu3(3.5675852430304373*pi,0.1299377949759012*pi,2.2805769478965834*pi) q[7];\nu3(3.802545627921814*pi,-0.05325807139173755*pi,2.179100392734396*pi) q[8];\nu3(3.3287850928344156*pi,1.5651435936592941*pi,1.5029270143406763*pi) q[9];\nu3(3.369630549764765*pi,3.197948797669432*pi,2.1363346342488363*pi) q[10];\nu3(3.7814884624749134*pi,2.8026408461511405*pi,1.3596897156032037*pi) q[11];\nu3(3.834296808037311*pi,-0.05413901919670788*pi,2.117798409374946*pi) q[12];\nu3(3.774305562344724*pi,0.11996370263389111*pi,1.2593676895545007*pi) q[13];\nu3(3.843493261092345*pi,1.0206026737155622*pi,1.8870050076428306*pi) q[14];\nu3(3.4853773097489764*pi,0.4878826698360983*pi,0.9562301355737555*pi) q[15];\nu3(3.7872952283017463*pi,-0.07376487182149993*pi,1.0113438904446879*pi) q[16];\nRxxyyzz(0.44329760734578016*pi,0.257198454097574*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.47908703764248106*pi,0.2924314790729865*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.3799911845255996*pi,0.20255705714942474*pi,0.06522350242761381*pi) q[2],q[14];\nRxxyyzz(0.35239617393271994*pi,0.2689286364100899*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4644174270294399*pi,0.1934510336529245*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.3542956280446501*pi,0.06907206317831793*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4265233625312659*pi,0.3078183269357796*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4277086462726102*pi,0.1498262572965059*pi,0.0*pi) q[8],q[12];\nu3(3.338058584336749*pi,1.1792312450717177*pi,1.6892549173117675*pi) q[0];\nu3(3.751200317536684*pi,1.8489066146315052*pi,1.5306541114234684*pi) q[1];\nu3(3.83714050965618*pi,3.0028372215020873*pi,4.48367536600391*pi) q[2];\nu3(3.681188256574069*pi,3.134383683492735*pi,0.9190492708875225*pi) q[3];\nu3(3.5884192890311777*pi,2.347780176124171*pi,1.8536014753678802*pi) q[4];\nu3(3.768991740325134*pi,3.050576732207256*pi,1.9772951824806047*pi) q[5];\nu3(3.3499390797398103*pi,3.4176816649011017*pi,0.8864397631673211*pi) q[6];\nu3(3.4015681463402028*pi,3.0214913824556184*pi,1.9369625923049316*pi) q[7];\nu3(3.288866207576427*pi,0.3869297967973907*pi,2.405046314343749*pi) q[8];\nu3(3.685270916794904*pi,3.492362468932878*pi,0.889014262975627*pi) q[9];\nu3(3.2268253836841674*pi,-0.44383517643428083*pi,1.6774446887748526*pi) q[10];\nu3(3.1967445935501364*pi,0.4312977780051229*pi,2.1763055752874902*pi) q[11];\nu3(3.4091026681322196*pi,0.06692248543966461*pi,4.386554366680615*pi) q[12];\nu3(3.6421543841009987*pi,0.40292650099166205*pi,4.346511929086632*pi) q[13];\nu3(3.2002264488545213*pi,3.4095774508177947*pi,0.7867290475965336*pi) q[14];\nu3(3.4127464896375845*pi,2.728073737265472*pi,2.0071858777763962*pi) q[16];\nRxxyyzz(0.44834364326421994*pi,0.31781770951514354*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4764689464672198*pi,0.36094611738417604*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.378583330521744*pi,0.1968419558968586*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.36245664404738964*pi,0.16515511444035486*pi,0.11922495381806239*pi) q[4],q[16];\nRxxyyzz(0.4617047836795699*pi,0.17355861895518299*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.37163539425274983*pi,0.2347275317093961*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4424337214806703*pi,0.2851310221876755*pi,0.0*pi) q[14],q[13];\nu3(3.313482636775056*pi,-0.2640001222451357*pi,4.177157007491516*pi) q[0];\nu3(3.127631635714403*pi,0.6650204859785767*pi,0.5482797609977157*pi) q[1];\nu3(3.8989831260593815*pi,1.8324284937466961*pi,1.7752897701481558*pi) q[2];\nu3(3.3300775199927193*pi,3.4904789771755373*pi,1.1568158708090772*pi) q[4];\nu3(3.6304322602029844*pi,3.2212357018391073*pi,0.7855706937882463*pi) q[5];\nu3(3.258649332556648*pi,2.7699042395328153*pi,0.5045026277530451*pi) q[6];\nu3(3.319319232194436*pi,3.428282004730568*pi,1.3221111719794392*pi) q[8];\nu3(3.2703609921906436*pi,-0.42243518876238706*pi,4.483492877148002*pi) q[9];\nu3(3.5783871914497043*pi,2.1452951760060985*pi,1.6619157184515103*pi) q[11];\nu3(3.88150128745565*pi,0.5399773501362661*pi,1.1630462350455308*pi) q[12];\nu3(3.3333499285994126*pi,-0.2031646992659183*pi,3.8720250997839756*pi) q[13];\nu3(3.3545081589698325*pi,-0.49318602791415234*pi,2.0062576371470344*pi) q[14];\nu3(3.3830506213318396*pi,2.089643702850318*pi,1.6388378371726935*pi) q[15];\nu3(3.5349981732199613*pi,3.3090584328969217*pi,2.918103361339225*pi) q[16];\nmeasure q[2] -> c[4];\nRxxyyzz(0.4356698269898196*pi,0.2869637006412964*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.44320567255984955*pi,0.2295294509180572*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.3190445891834002*pi,0.22361432205654808*pi,3.863930009049879*pi) q[8],q[3];\nRxxyyzz(0.4166018360616902*pi,0.19813197491911197*pi,3.9244177570479906*pi) q[15],q[4];\nRxxyyzz(0.36811184116385987*pi,0.2831848610316553*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.27152660825414987*pi,0.18850361738430266*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.43999237500871957*pi,0.1539239063041864*pi,0.0*pi) q[14],q[12];\nRxxyyzz(0.4316814879330195*pi,0.34805401204214*pi,3.8782448341843505*pi) q[13],q[16];\nu3(3.669982232645913*pi,-0.32548248316465633*pi,0.5946995206860359*pi) q[0];\nu3(3.392515512332399*pi,1.1014847424770602*pi,4.436351356641615*pi) q[1];\nu3(0.12490441102173148*pi,3.365573280366519*pi,1.3546706699429416*pi) q[3];\nu3(3.4451969010214674*pi,-0.16050624886472087*pi,1.5335643285340446*pi) q[4];\nu3(3.5929145257562114*pi,3.292495925567604*pi,2.4886748814528468*pi) q[5];\nu3(3.6168222656364555*pi,0.46948119256789*pi,1.546481833030004*pi) q[6];\nu3(3.5511681549732197*pi,-0.30034379548804235*pi,1.0274478128227393*pi) q[7];\nu3(1.2286476264011466*pi,0.5440156614432785*pi,0.6200882384360923*pi) q[8];\nu3(0.6041813839218176*pi,-0.4388206201364794*pi,0.9501789432980331*pi) q[9];\nu3(3.2376409677848534*pi,0.16572882206984585*pi,2.0574873987903137*pi) q[10];\nu3(3.170625551227314*pi,3.1068244822973603*pi,0.6677205639502097*pi) q[11];\nu3(3.5592073345791797*pi,-0.15510504767291478*pi,0.6667914255757967*pi) q[12];\nu3(3.7579906090820656*pi,1.7857690767317855*pi,2.4296415927715254*pi) q[13];\nu3(3.57066179792071*pi,0.38022747509621735*pi,4.442742375052697*pi) q[14];\nu3(3.4936111531769645*pi,2.349463997861679*pi,0.5249900854599554*pi) q[15];\nu3(3.6652663923812216*pi,0.435515701694557*pi,1.264458690540122*pi) q[16];\nmeasure q[15] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[8] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[4] -> c[7];\nmeasure q[3] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[1] -> c[10];\nmeasure q[6] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[16] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[9] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.1833482968498323*pi,3.1475745104040618*pi,1.9350092832553236*pi) q[0];\nu3(3.8419751702212124*pi,2.124122239959683*pi,3.3001697907144525*pi) q[1];\nu3(3.181132687783834*pi,2.974093523537957*pi,3.993090478525014*pi) q[2];\nu3(3.29922558727146*pi,-0.2070346001237378*pi,0.9718210734663582*pi) q[3];\nu3(3.2966228923957055*pi,2.87500041260423*pi,2.625529882607794*pi) q[4];\nu3(3.6986509051675753*pi,3.0258855994088645*pi,4.26329289149398*pi) q[5];\nu3(3.2532088422575396*pi,-0.23308950225086855*pi,1.54760382776651*pi) q[6];\nu3(3.3790260082985486*pi,-0.16976904189063385*pi,1.9266204827523201*pi) q[7];\nu3(3.3912123049361815*pi,-0.12926732453749507*pi,2.973228729811854*pi) q[8];\nu3(3.3921993677880717*pi,3.3772954309485868*pi,2.2436571355645976*pi) q[9];\nu3(3.3717880406107965*pi,2.9639266261048274*pi,2.774321444315989*pi) q[10];\nu3(3.8686837793459037*pi,0.1340046602422139*pi,3.1933047105761703*pi) q[11];\nu3(3.4735478207087946*pi,2.610126879040734*pi,1.1138511704924707*pi) q[12];\nu3(3.404163926377206*pi,3.408173190688289*pi,4.238076797085743*pi) q[13];\nu3(3.6681370857476794*pi,2.3776408976102816*pi,0.8594259745690612*pi) q[14];\nu3(3.5838949454833395*pi,3.413094631327062*pi,3.8584239240476688*pi) q[15];\nu3(3.555682325561482*pi,3.0160336461872443*pi,3.5226790909136128*pi) q[16];\nRxxyyzz(0.4341895918547395*pi,0.23186038953488403*pi,3.9000082678564696*pi) q[0],q[9];\nRxxyyzz(0.4523492269286695*pi,0.2315340760799568*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.36887616482102015*pi,0.16814256422919993*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.45525089727802026*pi,0.4156708148860879*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4186910250285999*pi,0.2775822443230701*pi,3.8730819532218796*pi) q[4],q[7];\nRxxyyzz(0.43542037899405994*pi,0.299377231138365*pi,3.8230581571989006*pi) q[5],q[16];\nRxxyyzz(0.44172843767512004*pi,0.35811830823941837*pi,0.06519300216404184*pi) q[8],q[15];\nRxxyyzz(0.38524893637778174*pi,0.2529566089999032*pi,0.12182307123156953*pi) q[10],q[12];\nu3(3.8374290014063566*pi,0.2649970131450662*pi,1.3766064751972613*pi) q[0];\nu3(3.7550918079549938*pi,-0.41042479738509746*pi,0.7925870626439542*pi) q[1];\nu3(3.3140794803328766*pi,0.8826963699975101*pi,0.9718947502614813*pi) q[2];\nu3(3.648537021536784*pi,0.5243758733687465*pi,4.436376597747271*pi) q[3];\nu3(3.545503199678646*pi,2.954777798098955*pi,1.6017122960082446*pi) q[4];\nu3(3.4408211096731947*pi,-0.0019022880808652332*pi,2.090542688335554*pi) q[5];\nu3(3.568741018568654*pi,1.1455817753675352*pi,1.5239123106737733*pi) q[6];\nu3(3.459521890876502*pi,-0.22687846967091707*pi,0.5482798192967753*pi) q[7];\nu3(3.7069519216180797*pi,2.326344318619656*pi,0.6265275096176818*pi) q[8];\nu3(3.4107385543392437*pi,3.164773867935266*pi,1.2637939045705777*pi) q[9];\nu3(3.7189881945562053*pi,1.970520759645078*pi,4.080183791051286*pi) q[10];\nu3(3.624923056417682*pi,2.5934319490750317*pi,4.498765518931222*pi) q[11];\nu3(3.789256607310766*pi,0.1845821699432888*pi,4.06393257089435*pi) q[12];\nu3(3.6317236329534843*pi,-0.0992999250539296*pi,2.4790501677970775*pi) q[13];\nu3(3.798126640524423*pi,2.3614188875219777*pi,0.8227227688967838*pi) q[15];\nu3(3.817606506684343*pi,1.183909665440594*pi,0.7977243938981391*pi) q[16];\nRxxyyzz(0.3307325471804697*pi,0.14045137144477504*pi,0.06281927558898026*pi) q[0],q[5];\nRxxyyzz(0.45777728604699885*pi,0.32982489643148805*pi,3.9421332983477804*pi) q[1],q[7];\nRxxyyzz(0.48009996127840027*pi,0.33969528188060516*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3819827669984296*pi,0.10396170335090027*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4077671335553702*pi,0.09106357149516775*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.41884259014774006*pi,0.2934813216638359*pi,0.05584723101850857*pi) q[6],q[15];\nRxxyyzz(0.4907839689025102*pi,0.42899533160525377*pi,0.0*pi) q[11],q[13];\nu3(3.2992635010950147*pi,0.8358773102194659*pi,1.5354538541659957*pi) q[0];\nu3(3.49861325797364*pi,2.534256578539549*pi,0.9265501308377626*pi) q[1];\nu3(3.816921177690281*pi,1.784104108577727*pi,1.4203125607481812*pi) q[2];\nu3(3.667107919146153*pi,-0.21625773504675172*pi,1.3054321388880767*pi) q[3];\nu3(3.50772362422732*pi,2.902067940142161*pi,1.2688420954097472*pi) q[4];\nu3(3.4391640570252884*pi,3.3174905925450875*pi,1.0591035453195539*pi) q[5];\nu3(3.376132499244523*pi,3.4873696314046683*pi,0.9947438202501332*pi) q[6];\nu3(3.6383767701884424*pi,1.7341239798343553*pi,2.4376937731634736*pi) q[7];\nu3(3.3483986384133737*pi,2.039596178908318*pi,1.8590296076323622*pi) q[8];\nu3(3.582339389818481*pi,2.7844215287091068*pi,1.4844445944548625*pi) q[11];\nu3(3.256120871252035*pi,-0.07047207978910341*pi,0.5962057194493635*pi) q[13];\nu3(3.4400837528485493*pi,1.174715902396022*pi,1.6577512950441657*pi) q[14];\nu3(3.417344984761919*pi,1.5551769805500673*pi,0.5217940014369511*pi) q[15];\nu3(3.6649857117452047*pi,1.3712567177108828*pi,1.461441888189965*pi) q[16];\nRxxyyzz(0.43405675255239023*pi,0.24641656954162897*pi,3.9145255475683403*pi) q[0],q[10];\nRxxyyzz(0.41900842164570007*pi,0.3127498338941053*pi,0.12993680284803938*pi) q[1],q[6];\nRxxyyzz(0.4404630364497102*pi,0.14910834815636442*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4764961870135701*pi,0.2953964619178069*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.36655359163060586*pi,0.26310463936917494*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.36865259354933194*pi,0.14778783176017152*pi,3.8891017489982644*pi) q[16],q[7];\nRxxyyzz(0.47131199477201946*pi,0.4182676630230102*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.4302361495717792*pi,0.2015607672277638*pi,3.932717858004411*pi) q[12],q[14];\nu3(3.516777289163444*pi,0.6769718342516287*pi,2.170079958428147*pi) q[0];\nu3(3.8395338510664123*pi,0.6813494533568263*pi,1.1906475611681515*pi) q[1];\nu3(3.65238391383557*pi,0.19658011180904633*pi,0.5371126507063123*pi) q[2];\nu3(3.1100923191143672*pi,0.2407476375516434*pi,4.318117332346984*pi) q[3];\nu3(3.1086462810903757*pi,0.47200508396455043*pi,1.5861428581523032*pi) q[4];\nu3(3.1827371529634467*pi,0.41338343674461286*pi,3.4494836338089154*pi) q[6];\nu3(3.2951788469346717*pi,1.2581876414638469*pi,0.5646099813940149*pi) q[7];\nu3(3.7989305017634147*pi,-0.1861125915206231*pi,1.8538234117692274*pi) q[8];\nu3(3.9149755535274693*pi,2.238379786054521*pi,4.008897309026807*pi) q[9];\nu3(3.83154935389966*pi,0.2487972811885154*pi,1.3298666072396834*pi) q[10];\nu3(3.858243800659662*pi,3.1153982055439484*pi,1.3355246656683863*pi) q[11];\nu3(3.6023225006534196*pi,-0.00485646958157282*pi,1.0884610911019097*pi) q[12];\nu3(3.4155356535443846*pi,3.151740767446274*pi,1.103689141228894*pi) q[13];\nu3(3.828502785237754*pi,1.0428680877973617*pi,0.5716985268291812*pi) q[14];\nu3(3.269120340117619*pi,1.3652881030360517*pi,1.5337853653885354*pi) q[15];\nu3(3.5797988566530825*pi,0.6005089364019494*pi,0.9591209683818125*pi) q[16];\nRxxyyzz(0.46015250444052985*pi,0.31641233301266397*pi,0.13822865989582553*pi) q[0],q[5];\nRxxyyzz(0.4443618357383198*pi,0.059041401563313944*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4269960510620001*pi,0.3408769886372185*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.37048892585871973*pi,0.33347019210080686*pi,3.937371270232671*pi) q[6],q[3];\nRxxyyzz(0.42583835880583937*pi,0.29653012866027784*pi,3.8081956879512493*pi) q[15],q[8];\nRxxyyzz(0.43048619838114016*pi,0.1844293725149945*pi,3.88601084844146*pi) q[10],q[12];\nRxxyyzz(0.4145604436622792*pi,0.24889742970795492*pi,0.05138552385259829*pi) q[13],q[14];\nu3(3.1750356155255135*pi,2.0265339507994073*pi,4.465837568729182*pi) q[0];\nu3(3.4730142049482553*pi,3.180397880441789*pi,1.1103373581237548*pi) q[1];\nu3(3.275322841738829*pi,2.7075261706841256*pi,2.246422184413707*pi) q[2];\nu3(3.2301068784342784*pi,2.8945456967701215*pi,1.567374608959657*pi) q[3];\nu3(3.543900748648505*pi,0.5924064071838582*pi,1.9956626709917757*pi) q[4];\nu3(3.263889498992141*pi,0.9126316366935172*pi,4.43834590182464*pi) q[5];\nu3(3.5091468179931082*pi,3.4345242236172364*pi,1.413670646615154*pi) q[6];\nu3(3.4044076662243694*pi,2.6823788277472165*pi,1.6553186834312656*pi) q[8];\nu3(3.7304012626431713*pi,-0.4493525873212322*pi,3.6484439893387326*pi) q[9];\nu3(3.3903114774690932*pi,0.5157131313992842*pi,1.1760141759634823*pi) q[10];\nu3(3.4076572491482526*pi,0.7459570912577815*pi,0.6230561552468199*pi) q[12];\nu3(3.474964256981786*pi,-0.3941763804250814*pi,1.1753253223866533*pi) q[13];\nu3(3.4579553165643233*pi,0.8945887871219464*pi,3.896520772470704*pi) q[14];\nu3(3.1788329190502713*pi,0.7831851444033049*pi,0.9544384844327873*pi) q[15];\nRxxyyzz(0.41318366259917993*pi,0.18878741913818564*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.48648600584200985*pi,0.25242752805505697*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3954852099217201*pi,0.19035570419114478*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.41677133447338555*pi,0.3089353983295551*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.42149402606694986*pi,0.20347818256521855*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.37972882890198745*pi,0.19173220260301704*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.45299467535605226*pi,0.2999612667473*pi,0.18447210714509527*pi) q[8],q[12];\nRxxyyzz(0.3867055213843599*pi,0.18514949784613294*pi,3.9375477551052804*pi) q[15],q[11];\nu3(3.741845420187853*pi,0.5048698505404978*pi,0.7574972536462486*pi) q[0];\nu3(3.4793517833481067*pi,1.771326131834682*pi,1.4087844112127403*pi) q[1];\nu3(3.404637391110982*pi,2.3650611085956204*pi,1.6901588414830155*pi) q[2];\nu3(3.5221938787081166*pi,2.5776518931151964*pi,1.0009191932268222*pi) q[3];\nu3(3.52248554745727*pi,0.9843633200166737*pi,1.8773116464878954*pi) q[4];\nu3(3.28272888224559*pi,3.139753851973767*pi,1.0409857250094037*pi) q[5];\nu3(3.641131547296083*pi,0.42905968577185993*pi,2.3893590110123055*pi) q[6];\nu3(3.5841548531385463*pi,-0.008103199890858725*pi,1.6068082038380678*pi) q[7];\nu3(3.791063761155246*pi,3.2005570983818683*pi,1.7802243427809958*pi) q[8];\nu3(3.419696051085829*pi,-0.2720191204816314*pi,0.5859541802233799*pi) q[9];\nu3(3.5645341169009273*pi,2.299035215805291*pi,2.0234177259340997*pi) q[10];\nu3(3.8588778251704285*pi,3.119950817340002*pi,1.486073277451188*pi) q[11];\nu3(3.6209381966697114*pi,2.431802294909522*pi,0.9055562146769613*pi) q[12];\nu3(3.171455065501359*pi,1.2301885320006112*pi,1.2818387247729826*pi) q[14];\nu3(3.367731290183354*pi,2.0903285528865894*pi,0.9002274186462085*pi) q[15];\nu3(3.2183851380105954*pi,1.8113029470240516*pi,1.5869157563893566*pi) q[16];\nRxxyyzz(0.4456147569961698*pi,0.26288246699158085*pi,3.8938878771925705*pi) q[1],q[10];\nRxxyyzz(0.4213894318981185*pi,0.22438467952268804*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.42542027394324944*pi,0.21239080363758944*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.29696587138418984*pi,0.14100915510187306*pi,0.049092335591785385*pi) q[4],q[7];\nRxxyyzz(0.39159594889335025*pi,0.2825153747314655*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.45130615675546*pi,0.19408679011294505*pi,0.1305376027980441*pi) q[14],q[11];\nu3(3.741654118823264*pi,-0.25912026571755153*pi,2.2525647446372394*pi) q[1];\nu3(3.372803561512711*pi,1.1523532458104944*pi,1.1670792618673507*pi) q[2];\nu3(3.633248694829964*pi,2.9213520375925457*pi,4.301051790801248*pi) q[3];\nu3(3.156862200051507*pi,0.046895199139870725*pi,0.9982153327662726*pi) q[4];\nu3(3.481872308640794*pi,3.423224618671435*pi,2.1651731121332114*pi) q[5];\nu3(3.4611328167129836*pi,-0.22238856123721096*pi,4.304910333653281*pi) q[7];\nu3(3.191062948572437*pi,-0.41525549456142186*pi,1.5238326483564992*pi) q[10];\nu3(3.544430083338287*pi,1.8916741186958372*pi,0.5626887080975487*pi) q[11];\nu3(3.566155346875894*pi,-0.0739879877061993*pi,1.317073821720048*pi) q[13];\nu3(3.741716918832395*pi,3.453753286190818*pi,3.425264527067307*pi) q[14];\nu3(3.346741724404316*pi,-0.45364653619019857*pi,1.2749280196195398*pi) q[15];\nu3(3.50918030305535*pi,-0.42151293992381705*pi,0.6746823786718081*pi) q[16];\nRxxyyzz(0.3936644527195599*pi,0.16879304603608025*pi,0.08919192744720826*pi) q[0],q[4];\nRxxyyzz(0.4627830600200903*pi,0.19144315186749794*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.45968135354241946*pi,0.3243793187440174*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.4291825315469496*pi,0.2972563838468005*pi,3.901315016468841*pi) q[3],q[8];\nRxxyyzz(0.41715448891782003*pi,0.3475668265855968*pi,0.20548333994503395*pi) q[6],q[5];\nRxxyyzz(0.3675016151702901*pi,0.15953468777260887*pi,0.07295671798851443*pi) q[9],q[10];\nRxxyyzz(0.40716089213873*pi,0.2523964394717593*pi,3.87051210794607*pi) q[15],q[11];\nRxxyyzz(0.37932551777820006*pi,0.287509330492242*pi,0.12198155214913733*pi) q[12],q[13];\nu3(3.740314993669739*pi,3.1217654432335187*pi,4.2373920615541065*pi) q[0];\nu3(3.653051164429935*pi,0.6288487202758668*pi,1.460228223422017*pi) q[1];\nu3(3.5371614782845375*pi,0.1115514415519977*pi,4.325130841875655*pi) q[2];\nu3(3.639234523262536*pi,-0.3625657721305815*pi,1.5794099228368996*pi) q[3];\nu3(3.3533335474508306*pi,3.4477413304683155*pi,3.008292397707539*pi) q[4];\nu3(3.7426942866917208*pi,2.6131640451305658*pi,1.1420101366221815*pi) q[5];\nu3(3.5171572224153116*pi,3.058131877530192*pi,3.4215527008971796*pi) q[6];\nu3(3.5546356628367772*pi,-0.2636040438643907*pi,1.5743896041822407*pi) q[8];\nu3(3.6186150743982335*pi,2.643029353127139*pi,4.331188361666641*pi) q[9];\nu3(3.740751897995705*pi,2.8992506599566523*pi,3.320176493792207*pi) q[10];\nu3(3.8618077286480874*pi,3.280550556304328*pi,1.9933343072445862*pi) q[11];\nu3(3.149383342505012*pi,0.047867950878392795*pi,4.3245002989384655*pi) q[12];\nu3(3.5080365353395297*pi,2.540608935530127*pi,3.8316381075641393*pi) q[13];\nu3(3.676875868635873*pi,3.217979697150316*pi,0.6204275334731042*pi) q[14];\nu3(3.342425946081553*pi,0.1958745958872864*pi,1.1987250578097086*pi) q[15];\nu3(3.557034469307566*pi,2.4847493391566813*pi,1.9060351947928507*pi) q[16];\nRxxyyzz(0.3155266062135702*pi,0.22035131389023221*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.3939441094222298*pi,0.13242106988912472*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4574400195761896*pi,0.36733954156531207*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.46654920439913017*pi,0.16384335792134408*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.4073682685531691*pi,0.2143446404326399*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.42535233291425983*pi,0.22606116182409677*pi,3.9379683551998106*pi) q[16],q[8];\nRxxyyzz(0.4485608762527399*pi,0.1765197931000859*pi,3.92697870364601*pi) q[9],q[14];\nRxxyyzz(0.3465699931552396*pi,0.08574000408525351*pi,0.0*pi) q[11],q[13];\nu3(3.8797537234829114*pi,0.2005829426888771*pi,1.6164239214297933*pi) q[0];\nu3(3.3568786644523376*pi,-0.11795314044972416*pi,0.9273126505069405*pi) q[1];\nu3(3.3529435611687544*pi,0.7625519922996213*pi,1.0835372565796764*pi) q[2];\nu3(3.5766131991748855*pi,-0.30920566070907723*pi,1.44947839136754*pi) q[3];\nu3(3.791436979881413*pi,0.9164499993366664*pi,1.812980223877549*pi) q[4];\nu3(3.367997385645324*pi,-0.30975818237510966*pi,3.7078045299723508*pi) q[6];\nu3(3.3793741358612235*pi,0.5664063290788499*pi,1.2563277440341194*pi) q[7];\nu3(3.3788333961586545*pi,3.2143722763469795*pi,1.6182309330123923*pi) q[8];\nu3(3.4220310130021208*pi,3.2327972315511855*pi,0.7723338132972271*pi) q[9];\nu3(3.6111449500875716*pi,-0.44969155277523654*pi,1.9409459927747277*pi) q[10];\nu3(3.3866614630952556*pi,3.363835110446751*pi,1.4311506068616007*pi) q[11];\nu3(3.0850032853606866*pi,-0.3011893362239496*pi,3.9379515353524015*pi) q[12];\nu3(3.401861285359646*pi,2.4551309700753725*pi,1.239906733595312*pi) q[13];\nu3(3.674882620777502*pi,1.2738498929550586*pi,2.3527820917400333*pi) q[14];\nu3(3.207104918868601*pi,2.3565315884661198*pi,2.051519270586528*pi) q[15];\nu3(3.171446128328926*pi,0.6717482239311412*pi,0.9084778658455415*pi) q[16];\nRxxyyzz(0.43853990858392994*pi,0.24393658557734277*pi,0.08548117840714047*pi) q[0],q[12];\nRxxyyzz(0.4354628197973202*pi,0.23253897623559402*pi,3.90178716952638*pi) q[1],q[11];\nRxxyyzz(0.37143032168883217*pi,0.20264262093451268*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4579509672701992*pi,0.17421697199289857*pi,3.95794246042035*pi) q[3],q[4];\nRxxyyzz(0.45859411085744994*pi,0.2583093812442827*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4558252177743499*pi,0.18242172040312823*pi,3.8626603850427106*pi) q[6],q[7];\nRxxyyzz(0.4558475912092098*pi,0.1819125942821549*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.35621918933241603*pi,0.23405899654666806*pi,0.0*pi) q[15],q[16];\nu3(3.229547239261356*pi,3.40188992411681*pi,1.3300487620215358*pi) q[0];\nu3(3.29344891111041*pi,2.7497523604391265*pi,1.7003069395655035*pi) q[1];\nu3(3.750862939023213*pi,-0.385085289027996*pi,0.6806864129361747*pi) q[2];\nu3(3.9671851174843873*pi,2.442375700880338*pi,2.0053659393790104*pi) q[3];\nu3(3.461629465304105*pi,-0.012679292969619949*pi,1.9856623126331217*pi) q[4];\nu3(3.528875623652713*pi,-0.48471571853767237*pi,4.201423166097504*pi) q[5];\nu3(3.5769703155087336*pi,-0.3400899155490791*pi,1.15685679923113*pi) q[6];\nu3(3.50027704214087*pi,2.9708181442878905*pi,1.2730260709128034*pi) q[7];\nu3(3.0802714128918964*pi,-0.449729585066566*pi,3.789382663648009*pi) q[8];\nu3(3.2296807030500627*pi,2.1572071400524915*pi,2.1525395442863915*pi) q[9];\nu3(3.717629467815438*pi,3.003780528983044*pi,0.637243039612442*pi) q[10];\nu3(3.89356688543061*pi,3.011491806804499*pi,1.5233457696180248*pi) q[11];\nu3(3.5113093358026837*pi,0.03617629167385816*pi,3.68321300991218*pi) q[12];\nu3(3.388424618172351*pi,0.4196867911602499*pi,0.9448585365428747*pi) q[13];\nu3(3.5046159066034934*pi,2.354865379129337*pi,0.8390089511694496*pi) q[15];\nu3(3.5633525788371987*pi,-0.4833938751273388*pi,1.3823687409856458*pi) q[16];\nRxxyyzz(0.4244834234871791*pi,0.2832261014070938*pi,0.08206367264130231*pi) q[0],q[7];\nRxxyyzz(0.4351780484896999*pi,0.33226027377861056*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.41832980685998983*pi,0.18631259608281628*pi,3.83218001095551*pi) q[2],q[3];\nRxxyyzz(0.36726587820337*pi,0.2833149915127101*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4019822516786701*pi,0.2281844962209433*pi,3.845696216958091*pi) q[5],q[10];\nRxxyyzz(0.37033905387691013*pi,0.31696893355457334*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4409447090249601*pi,0.08574315609802023*pi,0.04271666148035503*pi) q[9],q[13];\nRxxyyzz(0.3170955131000234*pi,0.19493247941940484*pi,0.0*pi) q[15],q[14];\nu3(3.5577170526663338*pi,2.677523056241616*pi,0.6856608837831325*pi) q[0];\nu3(3.3134699801750602*pi,2.974996244045962*pi,1.3745647472743945*pi) q[1];\nu3(3.4006598134024637*pi,0.6291176188070462*pi,1.2234005249041688*pi) q[2];\nu3(3.3735268774487146*pi,2.790854842702229*pi,0.9009375674586035*pi) q[3];\nu3(3.598467127785307*pi,3.033800576353726*pi,0.9562019509162624*pi) q[4];\nu3(3.810763740082925*pi,1.9247907411984193*pi,0.8941552411971245*pi) q[5];\nu3(3.0930904725356783*pi,2.2565466569639145*pi,2.1980369993365354*pi) q[6];\nu3(3.579068495430743*pi,-0.37480831028509887*pi,4.037184758531986*pi) q[7];\nu3(3.6797434634101562*pi,3.3915234410221315*pi,4.498872762375446*pi) q[9];\nu3(3.6145905922883355*pi,-0.4977328786951012*pi,2.183334437640714*pi) q[10];\nu3(3.6076620599448646*pi,2.7469483339580463*pi,0.9927484609384076*pi) q[11];\nu3(3.391722709818551*pi,-0.4799731864970733*pi,1.690561284539901*pi) q[12];\nu3(3.6777898475071757*pi,1.2235535211501634*pi,0.5265983970534946*pi) q[13];\nu3(3.3717270106350323*pi,2.6306844485880707*pi,2.013273864505439*pi) q[14];\nu3(3.40861669165853*pi,1.2840579375756382*pi,0.827793713972008*pi) q[15];\nu3(3.5194342494173316*pi,-0.2524052675462289*pi,1.4774367313807963*pi) q[16];\nRxxyyzz(0.4297187981602*pi,0.2383311202489206*pi,3.9485228447818095*pi) q[3],q[0];\nRxxyyzz(0.36237465320746004*pi,0.1852875375363486*pi,3.94541318005898*pi) q[1],q[6];\nRxxyyzz(0.4508575809063401*pi,0.28444773725781003*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.28242095817243984*pi,0.08609337520704319*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4732362356214095*pi,0.15832419045829416*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.37686354323416976*pi,0.22074899806302314*pi,0.08581206154252888*pi) q[7],q[8];\nRxxyyzz(0.48007855450121983*pi,0.2039582979289537*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4165278955113102*pi,0.21658962845611907*pi,0.0*pi) q[14],q[11];\nu3(3.5959027592957393*pi,3.163810416723385*pi,2.201135412988769*pi) q[0];\nu3(3.1105346266167806*pi,3.1288818925643795*pi,2.2967087836741715*pi) q[1];\nu3(3.6483479883982626*pi,3.404598688035113*pi,4.465112446323094*pi) q[2];\nu3(3.640590261543338*pi,0.19133652713016525*pi,1.3681694199444576*pi) q[3];\nu3(3.4028525204947524*pi,0.061392185533532984*pi,1.6875252984374898*pi) q[4];\nu3(3.2819035090653115*pi,2.817587397885858*pi,0.6010986972153045*pi) q[5];\nu3(3.4120596287623144*pi,3.09084887331545*pi,2.20768631652882*pi) q[6];\nu3(3.7406349810280473*pi,-0.1871850449815748*pi,3.5252723954309526*pi) q[7];\nu3(3.076544454443431*pi,0.5499258495257777*pi,2.6379289623439597*pi) q[8];\nu3(3.211699172857119*pi,0.4656153778533608*pi,2.1603183073878975*pi) q[9];\nu3(3.4548160454291414*pi,1.0274342455037155*pi,1.6753014489683054*pi) q[10];\nu3(3.5127861433134857*pi,0.9962035611851134*pi,1.9882488928311222*pi) q[11];\nu3(3.5621977855559024*pi,2.9594338828562328*pi,4.2020702897613535*pi) q[12];\nu3(3.6254749152908863*pi,0.3740010143212382*pi,2.336203895092477*pi) q[13];\nu3(3.520354266766374*pi,-0.0013620167544990958*pi,0.5782304350645774*pi) q[14];\nu3(3.7167749742382887*pi,0.570647915643888*pi,1.7371401818035794*pi) q[16];\nRxxyyzz(0.3777562983254299*pi,0.23379909804785506*pi,3.8739396736903995*pi) q[0],q[11];\nRxxyyzz(0.4497091555989599*pi,0.27576425810470817*pi,0.15892192194708768*pi) q[1],q[9];\nRxxyyzz(0.41510914638549945*pi,0.2713641718915406*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.17217969568462976*pi,0.08476732474499649*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.4547792677284398*pi,0.18609747795089146*pi,0.06077332464105528*pi) q[5],q[4];\nRxxyyzz(0.3350869307796795*pi,0.12917031944457946*pi,0.052233539165252196*pi) q[6],q[8];\nRxxyyzz(0.40863479779534007*pi,0.39613114197960053*pi,3.7196084162558893*pi) q[14],q[7];\nRxxyyzz(0.31935088504531994*pi,0.1728829717943845*pi,0.0*pi) q[16],q[12];\nu3(3.511290081084208*pi,3.0044111875420776*pi,2.3162697712957145*pi) q[0];\nu3(3.3020132663121475*pi,2.611253463463127*pi,1.2208936150791665*pi) q[1];\nu3(3.8097488448657386*pi,-0.34904615368455527*pi,0.6846757966911334*pi) q[2];\nu3(3.4248147383586867*pi,0.5576498056762116*pi,1.4372907305316718*pi) q[3];\nu3(3.664072386909646*pi,1.124633734390577*pi,3.959760350551874*pi) q[4];\nu3(3.7144064167522495*pi,3.363271003005799*pi,2.351202343481869*pi) q[5];\nu3(3.609531466356256*pi,3.117772529032674*pi,0.896446661830395*pi) q[6];\nu3(3.248095928960584*pi,3.3283128252080822*pi,1.3950049217674871*pi) q[7];\nu3(3.347616886682899*pi,0.8860644782934886*pi,4.1612820384903095*pi) q[8];\nu3(3.833506932386985*pi,2.4628919306889108*pi,4.206203986947054*pi) q[9];\nu3(3.552562228852661*pi,-0.3396034511546351*pi,0.9857683843333547*pi) q[11];\nu3(3.2646575229484895*pi,-0.22575036695309536*pi,4.0300429618297295*pi) q[12];\nu3(3.1458412957418083*pi,0.7474415112751773*pi,1.8351217617517368*pi) q[13];\nu3(3.5819032152343513*pi,1.270820308969601*pi,1.2277967793929165*pi) q[14];\nu3(3.609902735973582*pi,0.4403643552001375*pi,2.1855556215757286*pi) q[15];\nu3(3.5371647449253585*pi,-0.31116024318045854*pi,3.0322771805584474*pi) q[16];\nRxxyyzz(0.41557965176873385*pi,0.28112161987985745*pi,3.902749210071587*pi) q[5],q[0];\nRxxyyzz(0.3198489008588892*pi,0.1769952021006871*pi,3.908752592440731*pi) q[1],q[10];\nRxxyyzz(0.3423125726646399*pi,0.14377225503772806*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.43241826177511966*pi,0.23508173862118453*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.2601894360356395*pi,0.1751658124640385*pi,0.09167194270528967*pi) q[15],q[4];\nRxxyyzz(0.4887656554117702*pi,0.24605067535918845*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.4549711004666396*pi,0.3235272277265493*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.32589802816916935*pi,0.23520973196795936*pi,0.0*pi) q[16],q[14];\nu3(3.628206757828929*pi,1.9627774561220854*pi,0.6864788049200126*pi) q[0];\nu3(3.461498374216435*pi,0.6107964819376572*pi,1.356883285353311*pi) q[1];\nu3(3.2295041411103202*pi,0.9110327799333016*pi,0.8305475496174333*pi) q[2];\nu3(3.2707151472255354*pi,0.2512587895989832*pi,1.867908856871228*pi) q[3];\nu3(3.6248975270696167*pi,0.026819523804165635*pi,0.5116523298168888*pi) q[4];\nu3(3.150424293827406*pi,-0.4134884087321834*pi,2.388223584487492*pi) q[5];\nu3(3.355209926977357*pi,-0.30754431231968127*pi,1.0108802575913356*pi) q[6];\nu3(3.3845893877835116*pi,2.8925872493819935*pi,2.233950114492915*pi) q[7];\nu3(3.431621454715367*pi,-0.347023252883294*pi,0.5672179705363836*pi) q[8];\nu3(3.2717901555761486*pi,0.005941002351001701*pi,1.8746632292088907*pi) q[9];\nu3(3.462935004427707*pi,3.2086487965113206*pi,1.097663790105714*pi) q[10];\nu3(3.337091344206603*pi,-0.17259670005749894*pi,4.008847657436577*pi) q[11];\nu3(3.368041224287161*pi,-0.40115609575852795*pi,1.2095708631983313*pi) q[13];\nu3(3.7615289710836004*pi,0.6074898516196843*pi,1.1030206234233968*pi) q[14];\nu3(3.914955785296768*pi,0.911798659730074*pi,4.154704082155785*pi) q[15];\nu3(3.5345423088237298*pi,3.431022569906072*pi,1.9853234472545465*pi) q[16];\nRxxyyzz(0.38375742139078023*pi,0.165922887812894*pi,3.9515757863708196*pi) q[1],q[11];\nRxxyyzz(0.4099521611206196*pi,0.07282910851054858*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4727636814130901*pi,0.31793238643828536*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4079192762907799*pi,0.2891131166363809*pi,0.09877070112288582*pi) q[16],q[4];\nRxxyyzz(0.48343361322340994*pi,0.3446900369565091*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4796959878240612*pi,0.2697792017344769*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.34697892129291985*pi,0.14519887779503637*pi,0.0*pi) q[9],q[15];\nu3(3.3460281690769853*pi,-0.31879721042342346*pi,0.6745532422011045*pi) q[1];\nu3(3.739251011883046*pi,1.0376519720161932*pi,1.2581324719414808*pi) q[2];\nu3(3.537241928358539*pi,3.1539293925069347*pi,4.111076912855181*pi) q[3];\nu3(3.7378075797079786*pi,0.6373050591591174*pi,0.6233822273010949*pi) q[4];\nu3(3.2507550431998062*pi,2.2678254354321448*pi,2.2220159059877655*pi) q[7];\nu3(3.1184224517618504*pi,2.7481134660719713*pi,0.6668486233501962*pi) q[8];\nu3(3.5618022346246745*pi,3.3501918141752727*pi,1.080144191805199*pi) q[9];\nu3(3.618068644958619*pi,-0.4860721306466766*pi,2.2369623017238274*pi) q[10];\nu3(3.7999177612837274*pi,2.045282492156287*pi,2.181923002824046*pi) q[11];\nu3(3.4136220016561523*pi,-0.0041661201354703525*pi,0.9530101105382778*pi) q[12];\nu3(3.4748872104351056*pi,1.8537330025437027*pi,1.7563054599109673*pi) q[13];\nu3(3.5208140558346432*pi,2.656291931953702*pi,1.7960837773673364*pi) q[14];\nu3(3.9296297562850477*pi,-0.23266688798412272*pi,3.7873373982197243*pi) q[15];\nu3(3.7396047555240743*pi,-0.3848826886168948*pi,1.049102148699752*pi) q[16];\nRxxyyzz(0.39658101350126*pi,0.25583251602475116*pi,3.9040130252636196*pi) q[0],q[4];\nRxxyyzz(0.44169101519203*pi,0.1485359737760188*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.34754453022126*pi,0.3174488235673536*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.3830285260217993*pi,0.22631602796777706*pi,0.1527970831037289*pi) q[15],q[6];\nRxxyyzz(0.3734034801753196*pi,0.2517554367070951*pi,3.782574302239541*pi) q[7],q[10];\nRxxyyzz(0.4626515112442702*pi,0.361220354450989*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3672873776693002*pi,0.20938125723786696*pi,0.11870419252458043*pi) q[14],q[12];\nRxxyyzz(0.37579445931903954*pi,0.22682420079605592*pi,0.0*pi) q[16],q[13];\nu3(3.683475737238694*pi,2.8407332209340272*pi,2.0313399448355804*pi) q[0];\nu3(3.5554230534561118*pi,2.172591310369606*pi,2.1400356177467015*pi) q[1];\nu3(3.6002899081567494*pi,3.495198960257957*pi,1.3619699914438161*pi) q[3];\nu3(3.526875379622383*pi,1.1425662520364368*pi,0.7086170464101462*pi) q[4];\nu3(3.3008034162557274*pi,-0.35567800320654985*pi,4.124297342371443*pi) q[5];\nu3(3.7445003287659615*pi,0.06217011891854218*pi,1.1598079665920504*pi) q[6];\nu3(3.2861259835420373*pi,3.0177013267290276*pi,0.7818878128298179*pi) q[7];\nu3(3.127023031283687*pi,2.9930569794798387*pi,0.5423249467746294*pi) q[8];\nu3(3.308518857557216*pi,2.0756163315897465*pi,1.248657929929765*pi) q[9];\nu3(3.3444427597345836*pi,0.4314224787602803*pi,1.2124852465865998*pi) q[10];\nu3(3.2500415319260587*pi,-0.3839192318574748*pi,1.6481412231345187*pi) q[11];\nu3(3.5534008693778585*pi,3.1613070763327276*pi,1.3435302075495428*pi) q[12];\nu3(3.444637479338432*pi,-0.0895908789215375*pi,4.1695049169813805*pi) q[13];\nu3(3.36927297259073*pi,3.043232521316942*pi,0.8078572312404106*pi) q[14];\nu3(3.880097760893301*pi,-0.4153883289995529*pi,1.874447085402672*pi) q[15];\nu3(3.8035246113323704*pi,1.132604972528481*pi,1.7638168457696604*pi) q[16];\nRxxyyzz(0.28786925928690793*pi,0.22039818300374492*pi,0.10454710852457172*pi) q[0],q[6];\nRxxyyzz(0.4338499407394836*pi,0.26292210953380923*pi,3.960149094372018*pi) q[1],q[15];\nRxxyyzz(0.31202395736521016*pi,0.07941204430213056*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.459777079231907*pi,0.24927415954896248*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.43281982811017977*pi,0.2269442855159515*pi,0.10430224813712713*pi) q[9],q[4];\nRxxyyzz(0.41786395982564*pi,0.25394586191417107*pi,0.04957229465909365*pi) q[5],q[11];\nRxxyyzz(0.4490754407662205*pi,0.2508935088964286*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.2684653166163295*pi,0.18609618627447722*pi,0.041715559064268604*pi) q[12],q[10];\nu3(1.4173241052456858*pi,0.4590288781330454*pi,4.066027248241356*pi) q[0];\nu3(3.6865275883771136*pi,1.104918880134857*pi,0.554816043760086*pi) q[1];\nu3(3.6335912947461377*pi,0.8867378538484418*pi,1.2078384214199807*pi) q[2];\nu3(3.609520952688496*pi,-0.38886923401549467*pi,1.810326701755743*pi) q[3];\nu3(3.5074335201824405*pi,0.6897762223899688*pi,0.7014100741264124*pi) q[4];\nu3(3.9401521335691516*pi,3.0166649531818295*pi,1.6807963108244637*pi) q[5];\nu3(2.373626783076303*pi,-0.37936432231749095*pi,1.121768995940584*pi) q[6];\nu3(3.0979860794283534*pi,-0.1090124528982801*pi,3.943300671058318*pi) q[7];\nu3(3.370875172222995*pi,2.9264996284535068*pi,1.6352688520857455*pi) q[8];\nu3(3.776521457591673*pi,2.847537119194743*pi,3.4781468445947543*pi) q[9];\nu3(3.482210945209175*pi,2.246019159243831*pi,3.9649103425299543*pi) q[10];\nu3(3.2431413556998328*pi,0.6835579009216173*pi,0.9287768566649979*pi) q[11];\nu3(3.42111738593915*pi,1.5609316877951418*pi,0.9765618429182368*pi) q[12];\nu3(3.3203563276693218*pi,0.7588161663463739*pi,2.0383014147013903*pi) q[13];\nu3(3.49642617609558*pi,0.7960684169240584*pi,1.348969946077957*pi) q[14];\nu3(3.6168139356790756*pi,2.6449721211290926*pi,0.7981858400710822*pi) q[15];\nmeasure q[1] -> c[1];\nmeasure q[15] -> c[4];\nmeasure q[5] -> c[6];\nmeasure q[0] -> c[9];\nmeasure q[6] -> c[10];\nRxxyyzz(0.41012632752034994*pi,0.25253669144439606*pi,0.2161673658408812*pi) q[9],q[2];\nRxxyyzz(0.35441454410447015*pi,0.28410136536529595*pi,3.9042084740965106*pi) q[16],q[3];\nRxxyyzz(0.4796066194818569*pi,0.34180821601170974*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.43260870936028006*pi,0.22342044654470394*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.49509012172145006*pi,0.1141251139541728*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.42242220629994*pi,0.2728735203439403*pi,0.0*pi) q[11],q[12];\nu3(3.3699210400950235*pi,3.122353608067673*pi,1.6612979053679837*pi) q[2];\nu3(2.6103428960784294*pi,2.98759853210834*pi,1.6493593217322704*pi) q[3];\nu3(3.4087148087915056*pi,-0.4768697056587272*pi,1.229969067726905*pi) q[4];\nu3(3.5427477331926993*pi,0.030186455643252064*pi,1.1276224623669724*pi) q[7];\nu3(3.674485652476244*pi,2.39745831704107*pi,0.8338722208075686*pi) q[8];\nu3(3.69204763927852*pi,-0.2973066846373927*pi,1.2841125464426306*pi) q[9];\nu3(3.808772273344146*pi,0.6816968633485809*pi,0.8288355294029577*pi) q[10];\nu3(3.3692838310661917*pi,-0.10554035763956782*pi,4.038234332943227*pi) q[11];\nu3(3.8335279273596545*pi,0.21101724265682842*pi,0.5644728202493483*pi) q[12];\nu3(3.458923785612954*pi,1.896130477230229*pi,1.8108129879041954*pi) q[13];\nu3(3.39434792582477*pi,1.0813959411038039*pi,4.013208246803928*pi) q[14];\nu3(3.6266990588652623*pi,0.16527206557194374*pi,1.561198405342032*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[9] -> c[2];\nmeasure q[16] -> c[3];\nmeasure q[2] -> c[5];\nmeasure q[13] -> c[7];\nmeasure q[4] -> c[8];\nmeasure q[11] -> c[11];\nmeasure q[14] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[7] -> c[14];\nmeasure q[8] -> c[15];\nmeasure q[3] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.9390976675796607*pi,0.9532997408213186*pi,3.752854153235801*pi) q[0];\nu3(3.611264992779707*pi,0.8056201025680731*pi,2.764808889442239*pi) q[1];\nu3(3.336830189291031*pi,0.7703945350807464*pi,1.1954578196866024*pi) q[2];\nu3(3.5819114958757865*pi,2.7036407290189195*pi,1.9143881982126514*pi) q[3];\nu3(3.405445170617248*pi,0.09459738107651583*pi,3.907163974156018*pi) q[4];\nu3(3.718756063354362*pi,0.7078012125842188*pi,0.9150209561463347*pi) q[5];\nu3(3.3514417691879164*pi,-0.26072279546711497*pi,0.8808115085181178*pi) q[6];\nu3(3.867134298559611*pi,0.714234298131126*pi,1.943135223755125*pi) q[7];\nu3(3.2845585763809044*pi,0.3202592626318089*pi,4.490956666253105*pi) q[8];\nu3(3.8143814206133073*pi,-0.3093824018979362*pi,3.39188450768226*pi) q[9];\nu3(3.764450427348253*pi,-0.04451990639381337*pi,3.654057963478524*pi) q[10];\nu3(3.856957656883262*pi,2.949893511954847*pi,1.4584152383936921*pi) q[11];\nu3(3.893308081077442*pi,2.0167452399790866*pi,0.9190953479182091*pi) q[12];\nu3(3.386710320009*pi,-0.004507844704872643*pi,1.3699610414843346*pi) q[13];\nu3(3.853889505711019*pi,2.8919687044078626*pi,1.0608158349425656*pi) q[14];\nu3(3.2271817318208686*pi,0.07789579935780999*pi,0.5115627345641606*pi) q[15];\nu3(3.571594395129664*pi,3.3327247439047536*pi,3.5920750593176107*pi) q[16];\nRxxyyzz(0.41071294656696905*pi,0.2818671090007333*pi,0.08976902486866474*pi) q[0],q[4];\nRxxyyzz(0.3976995797870396*pi,0.10149092105899649*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.37273489949173755*pi,0.2539584325152676*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.43285923882329946*pi,0.36427850150225294*pi,0.06212333855180274*pi) q[3],q[9];\nRxxyyzz(0.41363253462260025*pi,0.26370968959936697*pi,0.06067916771366158*pi) q[7],q[11];\nRxxyyzz(0.4040032647154198*pi,0.29007486492916834*pi,0.06004865202720119*pi) q[8],q[16];\nRxxyyzz(0.36672899832662975*pi,0.0961405016898943*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.4226443057373902*pi,0.10900112075740209*pi,0.0*pi) q[12],q[13];\nu3(3.254562868421615*pi,0.24435210611478142*pi,3.2865994818392066*pi) q[0];\nu3(3.697265037220289*pi,3.3032088572653167*pi,0.8070549730818204*pi) q[1];\nu3(3.446541059652525*pi,0.912406245079443*pi,1.075394288482576*pi) q[2];\nu3(3.479222554997342*pi,1.316094781689169*pi,4.379740510996612*pi) q[3];\nu3(3.180868097530949*pi,2.923452558139358*pi,1.0434201599345219*pi) q[4];\nu3(3.551888484600006*pi,1.949685707319234*pi,1.336338848834599*pi) q[5];\nu3(3.843295420014877*pi,1.099686258335863*pi,1.2137510879805615*pi) q[7];\nu3(3.756353509947351*pi,0.5549208552221041*pi,4.297537303782442*pi) q[8];\nu3(3.6897585720346506*pi,0.15190828344382634*pi,2.0503203037181077*pi) q[9];\nu3(3.5351121039461*pi,3.2042632283427084*pi,1.3420318279389816*pi) q[10];\nu3(3.443823786075902*pi,3.118424527321011*pi,1.1402662332286873*pi) q[11];\nu3(3.4197749292807864*pi,-0.3374062835736976*pi,3.931377569474965*pi) q[12];\nu3(3.2307731837551703*pi,3.152883709411326*pi,1.6027059280933573*pi) q[13];\nu3(3.4861423655684654*pi,2.632536712643433*pi,1.7561314782070103*pi) q[14];\nu3(3.4104794604021644*pi,0.20634471206436322*pi,1.48225117473749*pi) q[15];\nu3(3.225853671931308*pi,1.9908478528460192*pi,1.6906336004969034*pi) q[16];\nRxxyyzz(0.2534661427594594*pi,0.19295336895793946*pi,3.9607286111124904*pi) q[0],q[7];\nRxxyyzz(0.3659734805991103*pi,0.2876803412512061*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4028393148945497*pi,0.0963488402123922*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.2980083622628501*pi,0.20489573694597096*pi,0.06548481897533343*pi) q[5],q[3];\nRxxyyzz(0.35876410904840206*pi,0.19191247637028064*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4472754732832089*pi,0.2346523688212833*pi,3.8709118974925207*pi) q[10],q[13];\nRxxyyzz(0.3588078996702402*pi,0.10800623269663234*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.46563565666426976*pi,0.255507372238299*pi,0.0*pi) q[12],q[14];\nu3(3.345034443137707*pi,-0.13377946441555566*pi,1.003156713577019*pi) q[0];\nu3(3.3401166963378652*pi,2.9553156877130204*pi,1.6318095377995911*pi) q[1];\nu3(3.089712293639595*pi,1.9032001412743682*pi,1.650526685130846*pi) q[2];\nu3(3.447956150268661*pi,3.409009718904264*pi,1.239424765414087*pi) q[3];\nu3(3.8676868903049475*pi,3.058624322178348*pi,1.4445500997214697*pi) q[4];\nu3(3.1377152856037602*pi,-0.19444526699477765*pi,3.7864753082694445*pi) q[5];\nu3(3.3982648078417292*pi,3.4213816234259284*pi,4.128263807181378*pi) q[6];\nu3(3.8215943336507827*pi,0.08759220257018263*pi,2.3496332310766608*pi) q[7];\nu3(3.312950315884026*pi,2.7927043662796804*pi,1.77839299932868*pi) q[9];\nu3(3.390383734593201*pi,0.08287259813775227*pi,1.344574064370772*pi) q[10];\nu3(3.6908366347491204*pi,1.213909786819407*pi,2.4626177445443966*pi) q[11];\nu3(3.6337158140025707*pi,2.8962380816677014*pi,4.180955913810613*pi) q[12];\nu3(3.7595796828429013*pi,2.8152027417457575*pi,1.1196781087606942*pi) q[13];\nu3(3.8466776164627077*pi,0.6162238036306928*pi,1.0225528244158886*pi) q[14];\nu3(3.7592222887015105*pi,3.4103456957665528*pi,1.2266507410491423*pi) q[15];\nu3(3.094552464851545*pi,2.6508142478393655*pi,0.9162946159191043*pi) q[16];\nRxxyyzz(0.4684289278009993*pi,0.2737237277257504*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.37548912298233716*pi,0.22085758632725083*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.4039258838349501*pi,0.07045773415400308*pi,0.041083085114232365*pi) q[9],q[2];\nRxxyyzz(0.4094428247247398*pi,0.22710167404022386*pi,0.07888740274369999*pi) q[4],q[12];\nRxxyyzz(0.4534473490565992*pi,0.3434307737910113*pi,3.82845886943596*pi) q[5],q[13];\nRxxyyzz(0.35508251034129046*pi,0.14805947965867006*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.45057386747780537*pi,0.23946643061257433*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4914457089921922*pi,0.28948452435219085*pi,0.0*pi) q[10],q[16];\nu3(3.8383971966692036*pi,-0.3043996454765654*pi,3.9551508546201966*pi) q[0];\nu3(3.3124299255424052*pi,3.427769428246447*pi,2.2949101730813988*pi) q[1];\nu3(3.4624831012629085*pi,3.121339917029877*pi,4.112015855635606*pi) q[2];\nu3(3.3763191567894664*pi,-0.2525997300954711*pi,4.124289108752068*pi) q[3];\nu3(3.3064806158847615*pi,-0.24853169522776886*pi,3.6132014769495138*pi) q[4];\nu3(3.284149089138448*pi,0.23222454829114347*pi,1.478663386510441*pi) q[5];\nu3(3.09309029094227*pi,-0.1728179425733709*pi,0.7664661542926869*pi) q[6];\nu3(3.471796211088335*pi,1.1041153502802783*pi,1.7818239599290082*pi) q[8];\nu3(3.627250489803262*pi,0.13458383104198934*pi,4.338448033196721*pi) q[9];\nu3(3.475717976280318*pi,-0.4847512692856413*pi,0.7131584470583121*pi) q[10];\nu3(3.521152739295774*pi,-0.3031147518578282*pi,2.066430080768347*pi) q[11];\nu3(3.7620378769376592*pi,3.443330024770848*pi,3.8974890436103005*pi) q[12];\nu3(3.538448249639308*pi,-0.4840995668510011*pi,1.5136585498148696*pi) q[13];\nu3(3.8480789942327704*pi,-0.2580215034806802*pi,1.8855584908707053*pi) q[14];\nu3(3.2343735823586384*pi,0.04876181681178848*pi,0.8079583138907953*pi) q[15];\nu3(3.4942146242097127*pi,-0.18263576775211132*pi,1.5494517227580227*pi) q[16];\nRxxyyzz(0.4020189258878802*pi,0.2203791367680239*pi,3.9219097131571505*pi) q[0],q[1];\nRxxyyzz(0.4398393467094195*pi,0.25960810253901195*pi,3.8213250169976605*pi) q[2],q[12];\nRxxyyzz(0.41938857621982006*pi,0.22091543408937986*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.34178941964357945*pi,0.2443916201210925*pi,3.8621646652929496*pi) q[4],q[16];\nRxxyyzz(0.45754091583193035*pi,0.23252702974591544*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4436841564947003*pi,0.21753459904339176*pi,3.9057067479752696*pi) q[13],q[8];\nRxxyyzz(0.47026855288503*pi,0.16091717529098215*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.442663185503649*pi,0.15453460466626967*pi,0.0*pi) q[15],q[14];\nu3(3.8359047494298197*pi,0.2407928358585113*pi,1.2202768889502296*pi) q[0];\nu3(3.3962614867242986*pi,-0.11274696775115423*pi,0.8955146712015662*pi) q[1];\nu3(3.2316540459090835*pi,0.46253236860607627*pi,1.73741483959547*pi) q[2];\nu3(3.7529558540052044*pi,3.0690556824914474*pi,0.7265343799913206*pi) q[3];\nu3(3.642154126716479*pi,1.8339246551223631*pi,0.8067522892848363*pi) q[4];\nu3(3.271997517772924*pi,1.2075339125714222*pi,1.2720584102886163*pi) q[5];\nu3(3.4269657450917888*pi,0.39565151129747433*pi,0.8817922031406256*pi) q[6];\nu3(3.6071937216789447*pi,1.152740669065893*pi,1.8167976069705392*pi) q[7];\nu3(3.642357325915999*pi,0.27303187232575965*pi,2.0142629480438994*pi) q[8];\nu3(3.4327408292988086*pi,0.9051319511663283*pi,0.99338739157525*pi) q[10];\nu3(3.478588712963318*pi,3.3994646730978224*pi,0.8796298038432253*pi) q[11];\nu3(3.93645396817217*pi,3.26928488138907*pi,1.2271535703508465*pi) q[12];\nu3(3.2807277726101365*pi,3.0462284338553385*pi,2.302617128632606*pi) q[13];\nu3(3.282025243803612*pi,-0.4767170330971765*pi,1.3269564355485217*pi) q[14];\nu3(3.16696044070374*pi,2.6170818788607004*pi,1.6970816893589726*pi) q[15];\nu3(3.3707139363884897*pi,1.832735407023121*pi,1.2391138219668982*pi) q[16];\nRxxyyzz(0.44028508604809957*pi,0.18571495953555628*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.39310731770209983*pi,0.2888088040352115*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4296520430453094*pi,0.3069572884780323*pi,3.9261077928611194*pi) q[9],q[2];\nRxxyyzz(0.4249772359829395*pi,0.3441090527379204*pi,0.04019456988498135*pi) q[4],q[8];\nRxxyyzz(0.32961739756022235*pi,0.2205591388491508*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3427795199912502*pi,0.22676538792246625*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.25930846943543995*pi,0.06703641667888427*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.42362574001461*pi,0.3093828590865506*pi,3.95903359813125*pi) q[10],q[12];\nu3(3.9096395504242594*pi,2.3272571944468066*pi,1.5505417175586822*pi) q[0];\nu3(3.8329732121928157*pi,-0.43568461398916436*pi,0.9207866698119602*pi) q[1];\nu3(3.5935432420082964*pi,-0.41091710914464896*pi,2.4113459330121367*pi) q[2];\nu3(3.398891721295991*pi,3.439585832012612*pi,4.022861606602167*pi) q[3];\nu3(3.745358721738682*pi,-0.027850035774664272*pi,3.1916721821902314*pi) q[4];\nu3(3.648549449676053*pi,2.5123380616870863*pi,2.1869096367356358*pi) q[5];\nu3(3.2730335643743698*pi,0.16808790440635524*pi,1.9534269888523401*pi) q[6];\nu3(3.789027288465544*pi,2.5346956304384474*pi,2.4498046492489003*pi) q[7];\nu3(3.2041576990984266*pi,3.3752343755864036*pi,3.482661548588073*pi) q[8];\nu3(3.348588371341187*pi,3.313741348834676*pi,1.5469858229883426*pi) q[9];\nu3(3.3556545830150446*pi,-0.2627858500273843*pi,0.6213618003294719*pi) q[10];\nu3(3.3965866838648524*pi,-0.26767812413020353*pi,1.4093511315796734*pi) q[12];\nu3(3.746487181761822*pi,3.055746617595848*pi,2.0542409434020934*pi) q[13];\nu3(3.5064149096484214*pi,3.2479864012165134*pi,0.7809128253402084*pi) q[14];\nu3(3.7273175203536133*pi,3.062429350682267*pi,1.3618429511789407*pi) q[15];\nu3(3.439915895936086*pi,1.0965745696744529*pi,1.4095063135392336*pi) q[16];\nRxxyyzz(0.4348647256777692*pi,0.2666446059584273*pi,3.7781078311506207*pi) q[0],q[12];\nRxxyyzz(0.39881715145466*pi,0.2759019812802814*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.44472296308146075*pi,0.27917503993750425*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.42303646936687966*pi,0.1762107948088314*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.41952094175695*pi,0.35500596612203594*pi,3.928268365424559*pi) q[6],q[5];\nRxxyyzz(0.34991601699926034*pi,0.23484070671004365*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.46889317713697*pi,0.32992229873478185*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.3477824488098201*pi,0.16182616208771616*pi,3.8980410466398805*pi) q[15],q[10];\nu3(3.500740362136269*pi,0.05888877196620679*pi,2.2587326387961277*pi) q[0];\nu3(3.414446170153188*pi,-0.07144832200788398*pi,0.8707870417038746*pi) q[1];\nu3(3.411199760020045*pi,3.104719274484363*pi,1.6185791021759743*pi) q[2];\nu3(3.7417193018497947*pi,2.6729663260018026*pi,0.6383964784105871*pi) q[3];\nu3(3.830932291765206*pi,0.6710458651058397*pi,1.8764422572952637*pi) q[4];\nu3(3.661297765426241*pi,3.1733172173248327*pi,0.8369599178297074*pi) q[5];\nu3(3.4141921351693325*pi,3.385296606258299*pi,1.5436802484280632*pi) q[6];\nu3(3.301192052493897*pi,-0.39401917729991065*pi,1.2955022473185935*pi) q[7];\nu3(3.3572794675527278*pi,0.5559001829326062*pi,1.6032648691536853*pi) q[8];\nu3(3.474058385240766*pi,2.3976524280876697*pi,1.552276881074008*pi) q[9];\nu3(3.377650122137732*pi,3.056051513388005*pi,4.071739582185874*pi) q[10];\nu3(3.4243528368194864*pi,-0.023063229352119297*pi,3.96862778300708*pi) q[11];\nu3(3.8892434520288166*pi,2.6870896006139287*pi,1.7393918798949841*pi) q[12];\nu3(3.8521275032568743*pi,-0.06662766927001179*pi,0.6052939110528239*pi) q[13];\nu3(3.428689753695015*pi,0.2314652045708877*pi,4.490653097691452*pi) q[15];\nu3(3.5825310789529854*pi,2.7909189931232525*pi,2.1659722940294106*pi) q[16];\nRxxyyzz(0.45605915816287035*pi,0.247210185027111*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4589467837947302*pi,0.43351709641008584*pi,3.83489928328103*pi) q[1],q[8];\nRxxyyzz(0.3334010293090701*pi,0.16620618588962077*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.41373639060204026*pi,0.16411625960257314*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.37805812498888486*pi,0.31576663283977074*pi,3.752512104364563*pi) q[4],q[7];\nRxxyyzz(0.35733951154823007*pi,0.1766191882854855*pi,0.152605838101179*pi) q[6],q[16];\nRxxyyzz(0.43654932377301003*pi,0.1500615174913854*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.3549500446597299*pi,0.11258895896309662*pi,3.92277771289095*pi) q[15],q[14];\nu3(3.480303944566278*pi,2.1483684891824573*pi,1.0545529924990478*pi) q[0];\nu3(3.477266733606176*pi,0.1244245279593501*pi,1.7173023835818846*pi) q[1];\nu3(3.1339816140634613*pi,3.088533117010386*pi,4.037967805503309*pi) q[2];\nu3(3.8330519340756566*pi,0.09434311785148719*pi,0.8195883469831048*pi) q[3];\nu3(3.9346944814998728*pi,2.27046153141401*pi,0.5578856619660004*pi) q[4];\nu3(3.3287714364999936*pi,-0.2986003117214534*pi,0.8178524321931877*pi) q[5];\nu3(3.7867266202641763*pi,-0.33767653112857887*pi,1.4071455564874475*pi) q[6];\nu3(3.565720703602799*pi,0.4611446904337366*pi,1.222449923264104*pi) q[7];\nu3(3.697697919372645*pi,3.0016945225627563*pi,0.673552014240794*pi) q[8];\nu3(3.3959216753865147*pi,0.409140546161348*pi,0.6663107347439454*pi) q[10];\nu3(3.263447297446577*pi,-0.2991790379557551*pi,0.7671345174633166*pi) q[11];\nu3(3.746396896012791*pi,0.8843222010619396*pi,0.8947350099642299*pi) q[12];\nu3(3.616782560183275*pi,0.07723774552340623*pi,2.2392789594259597*pi) q[13];\nu3(3.552798923923395*pi,2.064080581102576*pi,0.8695053263705423*pi) q[14];\nu3(3.7610841299864575*pi,-0.4417749937724432*pi,0.5604246810217464*pi) q[15];\nu3(3.60371792229014*pi,0.3877724802975747*pi,1.4211916562145563*pi) q[16];\nRxxyyzz(0.33880156805015005*pi,0.2941856171445336*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4321524196750994*pi,0.2019806149875074*pi,0.13149265569163743*pi) q[1],q[2];\nRxxyyzz(0.35982985259047995*pi,0.3090640353725922*pi,3.74913776314136*pi) q[6],q[14];\nRxxyyzz(0.4345387856657501*pi,0.16241419879884011*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.43029104129135853*pi,0.09161717477063747*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.43780748859132945*pi,0.35342236812745914*pi,3.8648839374588704*pi) q[16],q[13];\nu3(3.1497561827385647*pi,2.7727525698590036*pi,1.3161827351867137*pi) q[0];\nu3(3.767201646208561*pi,0.6926686666306194*pi,3.8501720772203933*pi) q[1];\nu3(3.400936089369573*pi,3.3074781660213715*pi,1.5682070232226435*pi) q[2];\nu3(3.2736141139290313*pi,-0.2684590903986632*pi,1.8752931903524814*pi) q[6];\nu3(3.866937519434283*pi,0.4427413404321925*pi,0.9396129815121459*pi) q[8];\nu3(3.1501177101333946*pi,-0.35658080434281364*pi,1.40974572237652*pi) q[9];\nu3(3.4129170463302136*pi,2.0402483239039797*pi,1.894668895457943*pi) q[10];\nu3(3.2984165878860505*pi,3.339721407347964*pi,1.0630787931713184*pi) q[12];\nu3(3.334681738805533*pi,-0.4954258001300337*pi,1.4599006749096048*pi) q[13];\nu3(3.1721012661692214*pi,-0.39360920841120406*pi,3.6531156529537836*pi) q[14];\nu3(3.8486921472384155*pi,1.3179679618118536*pi,1.4509058144773488*pi) q[15];\nu3(3.434700768337416*pi,-0.23638579738822008*pi,2.0066676356706807*pi) q[16];\nRxxyyzz(0.4194487939533195*pi,0.30327568855602294*pi,0.13914058602010176*pi) q[0],q[7];\nRxxyyzz(0.40314824184580067*pi,0.19046792318713524*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.45543498753481004*pi,0.24781229969170895*pi,0.08370414327885*pi) q[3],q[8];\nRxxyyzz(0.43973848026833007*pi,0.2296667180933164*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.36471644930729*pi,0.3505317362188112*pi,0.06251763680476793*pi) q[15],q[5];\nRxxyyzz(0.4435089692269296*pi,0.2785907395328542*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.45771794575443986*pi,0.19867539024354605*pi,0.14972028504417456*pi) q[10],q[13];\nRxxyyzz(0.48953311859147985*pi,0.2765969959950392*pi,0.0*pi) q[12],q[11];\nu3(3.3875698400798293*pi,3.2433404127561314*pi,3.3162815340228495*pi) q[0];\nu3(3.577421551514337*pi,3.0387704625094623*pi,4.208838625295326*pi) q[2];\nu3(3.7423427516388315*pi,2.362876893166869*pi,0.5105798818819717*pi) q[3];\nu3(3.738109855356513*pi,0.7343510871381924*pi,0.7964851392532833*pi) q[4];\nu3(3.4931848494525566*pi,2.017771024053557*pi,4.474548087863754*pi) q[5];\nu3(3.4594001683829108*pi,3.101603858337467*pi,0.5769393234430051*pi) q[6];\nu3(3.181759699407867*pi,3.1360241936675024*pi,4.0406880324896814*pi) q[7];\nu3(3.6004232780934022*pi,2.031034778173068*pi,0.6121098238271359*pi) q[8];\nu3(3.5834833670863766*pi,3.3337490178633598*pi,0.7858195655713865*pi) q[9];\nu3(3.4121218794668757*pi,0.7285481242966081*pi,3.9057091695356934*pi) q[10];\nu3(3.3225073106939713*pi,0.5046210164576865*pi,1.3913682982451312*pi) q[11];\nu3(3.4116698257853764*pi,0.6729990101928978*pi,2.0103758132260046*pi) q[12];\nu3(3.07132139085504*pi,2.478306519484306*pi,0.6907239715229301*pi) q[13];\nu3(3.835864950303297*pi,3.2757936999629*pi,1.7940013469285132*pi) q[14];\nu3(3.233245935547466*pi,3.4059129224783167*pi,3.732677987326699*pi) q[15];\nu3(3.5972703140740308*pi,0.13349461848535327*pi,1.2537438529936245*pi) q[16];\nRxxyyzz(0.4740711549226999*pi,0.2604418549379526*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.46238996322685033*pi,0.3109324412239287*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.41290852954073953*pi,0.2396677526975752*pi,0.16947475618559132*pi) q[2],q[10];\nRxxyyzz(0.41037021972580057*pi,0.28803505661262097*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.3733643659213897*pi,0.1989354296443384*pi,0.043403774035940354*pi) q[15],q[4];\nRxxyyzz(0.37160135075257006*pi,0.26287836805908826*pi,3.9063419435462294*pi) q[6],q[5];\nRxxyyzz(0.46453348834626995*pi,0.2518490416813588*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.4381683114920698*pi,0.1455729709090353*pi,3.954012597252719*pi) q[16],q[11];\nu3(3.5419023440260453*pi,0.15359096760635826*pi,0.780762221368871*pi) q[0];\nu3(3.6105640871505003*pi,2.5478863383951054*pi,0.5447187079024598*pi) q[1];\nu3(3.2360091389415175*pi,2.886327983080004*pi,3.8432041752553356*pi) q[2];\nu3(3.6449962762252737*pi,0.34452533683666786*pi,2.2351151564677014*pi) q[3];\nu3(3.519245531207644*pi,2.854510797442412*pi,0.5264643144980413*pi) q[4];\nu3(3.9665646502169793*pi,0.24999160849309132*pi,1.6390829338782602*pi) q[5];\nu3(3.961404402200065*pi,3.0104522377475282*pi,1.8930319534487032*pi) q[6];\nu3(3.4655440459112734*pi,0.37538236031702354*pi,0.9886229428041643*pi) q[7];\nu3(3.494802666284449*pi,3.0992596131620562*pi,4.2989765649918175*pi) q[8];\nu3(3.4713460173495014*pi,2.561173336462445*pi,2.224568046650999*pi) q[9];\nu3(3.181810757358387*pi,3.4541301981597403*pi,2.3684125045009914*pi) q[10];\nu3(3.2063574336278897*pi,2.9169150183743575*pi,1.7244770662395434*pi) q[11];\nu3(3.527976534413738*pi,0.2147051939091329*pi,1.3806580543483424*pi) q[12];\nu3(3.6200109650245413*pi,1.4015763767119283*pi,1.5391182614122383*pi) q[13];\nu3(3.7633667646445006*pi,2.5781055082162703*pi,3.6365215397811985*pi) q[15];\nu3(3.621915308506658*pi,2.486507557186558*pi,1.425148706839908*pi) q[16];\nRxxyyzz(0.30846246649787995*pi,0.15683618372609986*pi,0.048451452368880155*pi) q[15],q[0];\nRxxyyzz(0.20360548277844304*pi,0.10458234065936811*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.45497529166607015*pi,0.15890858090132545*pi,3.9473707974051297*pi) q[2],q[5];\nRxxyyzz(0.4292398756883299*pi,0.2369017132630925*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.40090950831852934*pi,0.24731531839433102*pi,0.09196148587955831*pi) q[6],q[10];\nRxxyyzz(0.3800253182408303*pi,0.22040317063937676*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.4530885058744495*pi,0.0466738345590465*pi,0.0*pi) q[12],q[14];\nRxxyyzz(0.42505988737524936*pi,0.30934341112298375*pi,0.1367758629695868*pi) q[16],q[13];\nu3(3.501088962904438*pi,0.6784006804215086*pi,0.7128381394689933*pi) q[0];\nu3(3.2667330851166407*pi,0.6706238962932805*pi,4.157182924509232*pi) q[1];\nu3(3.1492648040599325*pi,-0.22781492873551545*pi,2.1891839910817392*pi) q[2];\nu3(3.119453628121454*pi,3.1034299939169636*pi,4.037334856636673*pi) q[3];\nu3(3.018686374629434*pi,-0.2020729380815019*pi,0.7594529134784294*pi) q[4];\nu3(3.700834685713289*pi,-0.1052223010163087*pi,1.6574366084431862*pi) q[5];\nu3(3.842537960869753*pi,0.05736797194776677*pi,3.303879210877471*pi) q[6];\nu3(3.5135834211640025*pi,-0.2601154563642744*pi,2.348647535390592*pi) q[8];\nu3(3.3414844608311367*pi,3.2870466842003636*pi,1.680642242799464*pi) q[9];\nu3(3.8929751659735747*pi,1.5918912326781642*pi,0.5666144219466066*pi) q[10];\nu3(3.7212970180665255*pi,0.7541509746706938*pi,1.0981871179671319*pi) q[11];\nu3(3.404035342768011*pi,3.433396526962234*pi,1.4233493868747051*pi) q[12];\nu3(3.5948077635396287*pi,-0.3373603235327147*pi,1.9336463070487078*pi) q[13];\nu3(3.406376647884117*pi,2.713939151374668*pi,0.8953112904260122*pi) q[14];\nu3(3.7742369646564344*pi,0.33466434763046193*pi,0.6663524891784028*pi) q[15];\nu3(3.3810492528236162*pi,-0.261188740233121*pi,1.413471259134479*pi) q[16];\nRxxyyzz(0.3981268456305297*pi,0.2587186529226084*pi,3.9431353242098304*pi) q[0],q[14];\nRxxyyzz(0.4612332471070011*pi,0.4220030785988897*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.4445681247078501*pi,0.3685828465433634*pi,0.07909745894387932*pi) q[2],q[9];\nRxxyyzz(0.41718955951251*pi,0.2661471198009647*pi,0.14874529005629594*pi) q[4],q[5];\nRxxyyzz(0.4746301347424199*pi,0.17339474580677838*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.20934207358002943*pi,0.07770254830880008*pi,3.9412032009109392*pi) q[12],q[7];\nRxxyyzz(0.41332774521394955*pi,0.1959533029155054*pi,0.0*pi) q[8],q[10];\nu3(3.9113389952642885*pi,2.465642238056157*pi,1.8537542581849697*pi) q[0];\nu3(3.7155421029262503*pi,3.036691263729743*pi,3.2405452847167844*pi) q[1];\nu3(3.2139270416624073*pi,-0.01806560571582988*pi,0.610665743284482*pi) q[2];\nu3(3.4009439744141154*pi,3.138442592147597*pi,1.715816528061209*pi) q[4];\nu3(3.74096322204529*pi,2.640002969057523*pi,4.1254327913592235*pi) q[5];\nu3(3.163089514697063*pi,3.0090440746065843*pi,2.2137222725133925*pi) q[6];\nu3(3.35778904408262*pi,0.20519317562465145*pi,2.145650011064034*pi) q[7];\nu3(3.759238884224388*pi,-0.0721957623504133*pi,2.494392206695333*pi) q[8];\nu3(3.429332529957702*pi,1.1048697753570855*pi,4.215556424217448*pi) q[9];\nu3(3.67171050306139*pi,3.1240693321484168*pi,1.0172480953824081*pi) q[10];\nu3(3.3715317262268965*pi,-0.28190224966124977*pi,0.5002007992129074*pi) q[11];\nu3(3.219996483463732*pi,2.361659584414951*pi,0.9136845568851587*pi) q[12];\nu3(3.3913106717057087*pi,3.2194127739642173*pi,2.1608589283931146*pi) q[14];\nu3(3.481664070859454*pi,1.241802533751813*pi,1.439235051321829*pi) q[15];\nRxxyyzz(0.4584468645062291*pi,0.33266817511279184*pi,0.08547962538709698*pi) q[0],q[13];\nRxxyyzz(0.4525804515020999*pi,0.3840889325602537*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.3747300905967992*pi,0.302908919405223*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4662285095605796*pi,0.1942983949926781*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3843850761905101*pi,0.18238611328885843*pi,0.04943450888636395*pi) q[5],q[9];\nRxxyyzz(0.42308474346295033*pi,0.25640127522523226*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3540520894043768*pi,0.1388338750205641*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3120144751111402*pi,0.10851756192206818*pi,0.0*pi) q[12],q[16];\nu3(3.2270823381606255*pi,0.2474667870506011*pi,3.729650826947193*pi) q[0];\nu3(3.44406083763322*pi,0.2790205561553827*pi,0.7849424259879947*pi) q[1];\nu3(3.625311017293335*pi,3.4153280433391124*pi,1.0772321782007985*pi) q[2];\nu3(3.571830410700148*pi,3.4831566728346965*pi,3.7748387944392556*pi) q[3];\nu3(3.3949615036207708*pi,0.5794431580234622*pi,1.9859476221292955*pi) q[4];\nu3(3.2950580220923165*pi,2.7911316168930456*pi,1.2835864262709988*pi) q[5];\nu3(3.2418493294071613*pi,-0.4613415407389658*pi,1.9893704839903363*pi) q[6];\nu3(3.21625784885191*pi,-0.447465207565685*pi,4.19234420369175*pi) q[7];\nu3(3.557594798880358*pi,-0.22455972201766017*pi,1.852635217657096*pi) q[8];\nu3(3.6527928618923164*pi,-0.07543148612460487*pi,4.015148337429214*pi) q[9];\nu3(3.7060231929152696*pi,2.668106819246856*pi,1.6223092567197999*pi) q[11];\nu3(3.757983621034578*pi,-0.3665439670543371*pi,0.9106034810988471*pi) q[12];\nu3(3.1504554781199303*pi,0.013181315908768698*pi,3.7491536840351105*pi) q[13];\nu3(3.2327320591107602*pi,-0.07101559029776794*pi,0.7075659771374448*pi) q[14];\nu3(3.9280197998664677*pi,0.8412129601172464*pi,3.9420653074905267*pi) q[15];\nu3(3.1617900023606094*pi,-0.0019454808551783165*pi,0.8869153013611216*pi) q[16];\nRxxyyzz(0.39500499926774024*pi,0.318457167806555*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.25875653201818993*pi,0.17186005626505285*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.38458559421664984*pi,0.34324169710104435*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.34571209581605006*pi,0.29367910434520095*pi,0.10013791498232472*pi) q[4],q[10];\nRxxyyzz(0.45975819609757007*pi,0.2881511310823832*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4580456717095389*pi,0.42123480302277727*pi,3.74859912121682*pi) q[11],q[7];\nRxxyyzz(0.4468678255084395*pi,0.14794212893396996*pi,0.0*pi) q[12],q[15];\nRxxyyzz(0.41509188052183976*pi,0.2091651265665882*pi,0.10080275947625285*pi) q[16],q[13];\nu3(3.458833435466417*pi,-0.06026487815971826*pi,4.125054846356763*pi) q[0];\nu3(3.779260062945758*pi,-0.3848331588168997*pi,4.224438673136461*pi) q[1];\nu3(3.7391310202406873*pi,-0.49423788757250064*pi,0.6675678739709952*pi) q[2];\nu3(3.6559549237509894*pi,3.4089641986047927*pi,3.9824461825195083*pi) q[3];\nu3(3.6990134826330334*pi,2.3704731462605237*pi,0.576269308093875*pi) q[4];\nu3(3.4995196706048013*pi,2.355790118131149*pi,1.2088828547082722*pi) q[5];\nu3(3.4637192449831637*pi,1.2540564637857288*pi,2.2073745609632245*pi) q[6];\nu3(3.7357326695417754*pi,-0.3182829906850255*pi,1.726087913366535*pi) q[7];\nu3(3.6248544499264885*pi,1.7003010638288534*pi,1.3790187304430552*pi) q[8];\nu3(3.437406291513028*pi,0.6006811128015983*pi,1.283987336945671*pi) q[10];\nu3(3.757439466514235*pi,3.092110743680589*pi,1.2234685402714196*pi) q[11];\nu3(3.68983997946664*pi,3.2512266156860408*pi,4.070692522438687*pi) q[12];\nu3(3.7800145485698144*pi,2.7939768841645005*pi,3.2753928756174244*pi) q[13];\nu3(3.220511899334249*pi,1.9039653190864785*pi,1.6072100196865382*pi) q[14];\nu3(3.488016402015766*pi,-0.14406192772664228*pi,4.068465621380906*pi) q[15];\nu3(3.1526558970259293*pi,0.2746393618408405*pi,3.3308057451780813*pi) q[16];\nRxxyyzz(0.44949825589560966*pi,0.17715399417742628*pi,3.934457019596989*pi) q[0],q[8];\nRxxyyzz(0.4060774154286203*pi,0.2747745085728836*pi,3.9537088219916097*pi) q[3],q[1];\nRxxyyzz(0.4606476681571001*pi,0.1942150697174192*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.38132560629518997*pi,0.1348240455363784*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3987199622753693*pi,0.27166521761814494*pi,3.8789683493790204*pi) q[15],q[5];\nRxxyyzz(0.27419123963311753*pi,0.1257843360643709*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.28672662755399003*pi,0.22693906287892418*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.41329952029409*pi,0.3086766984081273*pi,0.0*pi) q[12],q[14];\nu3(3.2731579952029133*pi,2.3969822075437115*pi,1.1592882121322474*pi) q[0];\nu3(3.1761638267337187*pi,-0.12954655077218125*pi,2.498900349109633*pi) q[1];\nu3(3.083570934613691*pi,2.7248084232807424*pi,1.607408668005287*pi) q[2];\nu3(3.295861024668312*pi,2.793379768902217*pi,0.8530750350801597*pi) q[3];\nu3(3.6216501699950103*pi,2.791266049042335*pi,2.4750653878055897*pi) q[4];\nu3(3.4844898243588416*pi,0.5060930495317286*pi,1.8102853922223472*pi) q[5];\nu3(3.655474651001289*pi,3.4179769900462986*pi,3.8002918554836587*pi) q[6];\nu3(3.7874694339953776*pi,-0.21334783534978607*pi,3.9591447792447245*pi) q[7];\nu3(3.4674184996381574*pi,3.243287345437044*pi,2.150564594064617*pi) q[8];\nu3(3.215727854666156*pi,3.4556076155401474*pi,1.6241737946085324*pi) q[9];\nu3(3.545379325393766*pi,3.3150737449138914*pi,1.178990807634831*pi) q[11];\nu3(3.2080284623007556*pi,0.6800308461508466*pi,1.4733998961238695*pi) q[12];\nu3(3.2159810317656423*pi,3.008991220741173*pi,1.3388242209254135*pi) q[13];\nu3(3.272329143426681*pi,0.5626317108824523*pi,1.5791338127087164*pi) q[14];\nu3(3.1806442907484302*pi,-0.45634598725491576*pi,0.5954745577911247*pi) q[15];\nu3(3.4131910217556736*pi,0.7416466069679308*pi,3.771349718494964*pi) q[16];\nmeasure q[12] -> c[0];\nRxxyyzz(0.4019218401929892*pi,0.23219583616504919*pi,3.870926146795549*pi) q[0],q[9];\nRxxyyzz(0.31159097503078925*pi,0.1153742514596956*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4609480890245994*pi,0.1329914390487268*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.42132255862695006*pi,0.24931998998194382*pi,3.940720551582821*pi) q[3],q[14];\nRxxyyzz(0.4940300260117595*pi,0.33656455962614285*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4593845917874797*pi,0.24366885256588067*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4438569205501205*pi,0.27265029715351474*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.41148283834596*pi,0.18318084844970933*pi,0.05241962406804603*pi) q[11],q[10];\nu3(3.4067070239682034*pi,-0.28191881644509625*pi,1.5572687344408627*pi) q[0];\nu3(0.46893797120838093*pi,0.459378054245256*pi,1.2841102330400822*pi) q[1];\nu3(3.6988785812309746*pi,2.9110663715898624*pi,1.3627444997646605*pi) q[2];\nu3(3.2711946831457057*pi,2.0547055663353726*pi,2.0548374154733984*pi) q[3];\nu3(3.305449848736555*pi,2.737528244599045*pi,2.070838723715333*pi) q[4];\nu3(3.164577798087334*pi,3.3508811611688705*pi,4.201942943433464*pi) q[5];\nu3(3.210167328925939*pi,0.2561295126729515*pi,0.8376606770820036*pi) q[6];\nu3(3.6368208837620446*pi,-0.3312618142116557*pi,0.5270451782896424*pi) q[7];\nu3(3.21434523770093*pi,-0.49533763602226627*pi,2.2482217771055364*pi) q[8];\nu3(3.3371405390173035*pi,0.4643996287928225*pi,0.7770220280679343*pi) q[9];\nu3(3.26808401651757*pi,0.584091877864807*pi,4.068809817225809*pi) q[10];\nu3(3.474541985921536*pi,2.536352627944439*pi,4.140389654443034*pi) q[11];\nu3(3.520885045207533*pi,0.11757665237582327*pi,0.842572157848049*pi) q[13];\nu3(3.1976403209797857*pi,3.132537565067198*pi,1.0472591319161255*pi) q[14];\nu3(3.480927129758948*pi,-0.24957326615621994*pi,1.8172238851714393*pi) q[15];\nu3(3.4318636334092583*pi,0.2224218455131599*pi,2.255838834978591*pi) q[16];\nmeasure q[16] -> c[9];\nmeasure q[1] -> c[10];\nRxxyyzz(0.3968299244368598*pi,0.1727045719806678*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.41463241154774944*pi,0.33901073223394135*pi,3.838423700842221*pi) q[2],q[14];\nRxxyyzz(0.43410184466343*pi,0.3255643054153312*pi,3.7891115139242206*pi) q[6],q[3];\nRxxyyzz(0.1976206741918003*pi,0.12735927941600889*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4333736349043519*pi,0.2553801935087796*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.40683523761219054*pi,0.274544755650528*pi,0.11695903097396841*pi) q[7],q[13];\nRxxyyzz(0.4709837684032211*pi,0.23567075980418128*pi,0.0*pi) q[11],q[8];\nu3(3.1866627372311696*pi,-0.25238585354823506*pi,0.9176730334398053*pi) q[0];\nu3(3.786695761879453*pi,-0.49152007790470753*pi,2.148903254235388*pi) q[2];\nu3(3.6500822857181228*pi,-0.3525117790564376*pi,1.747158044663304*pi) q[3];\nu3(0.7750522231259829*pi,0.2960169961478073*pi,0.5344381500084294*pi) q[4];\nu3(3.4366953373940716*pi,3.1289438317096945*pi,0.788313275901344*pi) q[5];\nu3(3.7278779838214042*pi,2.8267556945013808*pi,0.8090315598340561*pi) q[6];\nu3(3.4849677003832427*pi,2.342929452287292*pi,1.5518501311145232*pi) q[7];\nu3(3.429740963182199*pi,-0.22139963189752276*pi,2.495694811836386*pi) q[8];\nu3(1.35953439179679*pi,0.8033176534970636*pi,1.1385762173076204*pi) q[9];\nu3(3.766397537125817*pi,0.662777657430849*pi,1.7780101653600167*pi) q[10];\nu3(3.489531267903194*pi,3.279321130899268*pi,0.6678739528813686*pi) q[11];\nu3(3.2621437219602196*pi,0.1006036591408126*pi,4.327708468792771*pi) q[13];\nu3(3.4255862812666633*pi,1.4327718415200974*pi,2.499578904035571*pi) q[14];\nu3(3.4116132846966076*pi,2.500950373075507*pi,1.807730075735018*pi) q[15];\nmeasure q[6] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[5] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[15] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[10] -> c[11];\nmeasure q[14] -> c[12];\nmeasure q[7] -> c[13];\nmeasure q[11] -> c[14];\nmeasure q[13] -> c[15];\nmeasure q[4] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6709442158095427*pi,3.209837056507061*pi,2.0414518537890456*pi) q[0];\nu3(3.1700313650946472*pi,2.3932978840550985*pi,1.4949038825488103*pi) q[1];\nu3(3.4550719621537738*pi,-0.09168552798012775*pi,2.693443480804686*pi) q[2];\nu3(3.063679801140004*pi,3.117193410943427*pi,2.1644245978524945*pi) q[3];\nu3(3.4958694597461557*pi,2.380155520332602*pi,4.083446792703316*pi) q[4];\nu3(3.529158220493725*pi,-0.14479657766458065*pi,2.819156420873357*pi) q[5];\nu3(3.251569763133223*pi,2.3637723423774695*pi,0.9245722000155597*pi) q[6];\nu3(3.4904575962759044*pi,-0.00183087993643416*pi,1.1045407093439192*pi) q[7];\nu3(3.7231090451488797*pi,0.5139599256028138*pi,2.38083918657954*pi) q[8];\nu3(3.6651555438199104*pi,-0.3108087679748076*pi,4.414640683741979*pi) q[9];\nu3(3.4424085276906076*pi,2.974083323830899*pi,3.7988012077635496*pi) q[10];\nu3(3.3819365881412855*pi,0.37261565737979796*pi,1.0791031158288367*pi) q[11];\nu3(3.5676412535577975*pi,3.1926604954133566*pi,3.3800405089367667*pi) q[12];\nu3(3.2371451536460585*pi,-0.2134340760957848*pi,1.0482828217526892*pi) q[13];\nu3(3.4449919538605416*pi,3.472790076817272*pi,2.4591984197530996*pi) q[14];\nu3(3.2049123730063958*pi,3.3999989442805805*pi,1.1528646305652264*pi) q[15];\nu3(3.6001124603260664*pi,1.2195988340237678*pi,3.878563486352953*pi) q[16];\nRxxyyzz(0.45042600023598994*pi,0.28416489726043054*pi,3.8795460275395204*pi) q[0],q[11];\nRxxyyzz(0.4542873026846497*pi,0.13151255997882894*pi,0.07647090525770647*pi) q[1],q[9];\nRxxyyzz(0.37325370982451966*pi,0.24200868372535345*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.47429033405739995*pi,0.31387151028559335*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.38903646476236964*pi,0.24466956051815214*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.27069447366302957*pi,0.12178918627363089*pi,0.07025491644191906*pi) q[6],q[8];\nRxxyyzz(0.35928000804726884*pi,0.13125414365903065*pi,0.041367786180288135*pi) q[10],q[16];\nRxxyyzz(0.46237938074350005*pi,0.263717334588109*pi,0.0*pi) q[14],q[15];\nu3(3.187055869895442*pi,-0.23522630359796143*pi,1.6618525554936878*pi) q[0];\nu3(3.7283185840087656*pi,-0.19519640217129886*pi,1.0600465701895616*pi) q[1];\nu3(3.396048771592584*pi,0.39853258005612735*pi,1.9733326961547752*pi) q[2];\nu3(3.609212133757077*pi,3.3459059220312843*pi,1.827405697441517*pi) q[3];\nu3(3.7092364290735036*pi,0.5818221568938773*pi,1.4275406289774617*pi) q[4];\nu3(3.122927307636555*pi,3.32960106905324*pi,0.5838072182398277*pi) q[6];\nu3(3.389148709531246*pi,1.6947863847820162*pi,1.4682864078221805*pi) q[7];\nu3(3.8475806229116527*pi,0.03950909617009524*pi,1.4327784327258661*pi) q[8];\nu3(3.4700491209253546*pi,0.7260097481662497*pi,3.9741936069861272*pi) q[9];\nu3(3.6207793079152153*pi,2.4989296401475762*pi,1.7655615470050312*pi) q[10];\nu3(3.1134804905522873*pi,0.2878667071933747*pi,1.8272126662290866*pi) q[11];\nu3(3.5045032897370048*pi,2.9162463947819934*pi,2.052240758263351*pi) q[12];\nu3(3.7879355953712155*pi,1.7615706949845071*pi,1.6733140718396107*pi) q[13];\nu3(3.316693253486939*pi,2.474597717872224*pi,0.5676197492669441*pi) q[14];\nu3(3.897073483764719*pi,3.3461829889115213*pi,0.5084276979457405*pi) q[15];\nu3(3.3420510290483416*pi,0.16446565517835987*pi,0.5431995935121593*pi) q[16];\nRxxyyzz(0.36344276174164947*pi,0.30944284181512516*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.46529129688140203*pi,0.1989802013096924*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4245278917015901*pi,0.19882685181467602*pi,0.07497886923622384*pi) q[4],q[8];\nRxxyyzz(0.39005244122884375*pi,0.05240829342370912*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.45957196561657987*pi,0.3310688697343871*pi,0.1606325088092233*pi) q[6],q[15];\nRxxyyzz(0.42541381363373*pi,0.3988210178641842*pi,3.8711588389283094*pi) q[7],q[9];\nRxxyyzz(0.4662324177914795*pi,0.20414457515737094*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.3586698864844755*pi,0.10275827133170012*pi,0.0*pi) q[14],q[16];\nu3(3.2967289117687884*pi,0.1894766839428481*pi,0.8557868429027611*pi) q[1];\nu3(3.8724463683930286*pi,2.074964240741139*pi,1.3607169595073922*pi) q[2];\nu3(3.373390796992878*pi,2.6018177853274875*pi,0.5585512066148421*pi) q[3];\nu3(3.534733157278522*pi,-0.417987639796249*pi,3.7229098266371654*pi) q[4];\nu3(3.3512299493628532*pi,2.439588700074986*pi,0.6222532696638973*pi) q[5];\nu3(3.5326469653813275*pi,1.3936880463625914*pi,0.5253246216976029*pi) q[6];\nu3(3.378773347862741*pi,0.08483718270292262*pi,4.291861194366156*pi) q[7];\nu3(3.81800762840391*pi,0.6301679583968045*pi,3.660779976439764*pi) q[8];\nu3(3.497510296104121*pi,3.383897885968876*pi,3.731078385074997*pi) q[9];\nu3(3.387961714118938*pi,-0.4238451709797304*pi,0.6880310044454876*pi) q[10];\nu3(3.8319675826923585*pi,0.965023551080084*pi,1.3590657616092858*pi) q[11];\nu3(3.328143194431522*pi,2.1265225284452134*pi,1.6416592560618346*pi) q[12];\nu3(3.345343985520928*pi,1.108880091436309*pi,1.6323842451105492*pi) q[13];\nu3(3.504597530850654*pi,-0.08006911381830661*pi,3.352632855190543*pi) q[14];\nu3(3.4323439817683377*pi,-0.10986569844936145*pi,3.0138279929478364*pi) q[15];\nu3(3.1300541672582747*pi,3.4599214240975757*pi,0.6601173291774018*pi) q[16];\nRxxyyzz(0.4058155451554598*pi,0.27836036434225747*pi,0.04806828692626474*pi) q[0],q[13];\nRxxyyzz(0.38958375379221966*pi,0.27661056563724007*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.45830128314729346*pi,0.22862801825087153*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.41551774406116015*pi,0.3698128213180535*pi,0.13809505686301105*pi) q[9],q[3];\nRxxyyzz(0.4480444592492518*pi,0.2022327050342572*pi,0.14550523299487653*pi) q[6],q[16];\nRxxyyzz(0.4579655017082396*pi,0.3618810928044809*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4103286081924602*pi,0.1525372727432028*pi,0.042803498590421284*pi) q[11],q[15];\nu3(3.9022101988949185*pi,-0.25147164819070245*pi,1.8721006618419829*pi) q[0];\nu3(3.4004501835367815*pi,3.3405159731155893*pi,0.7204515523042603*pi) q[1];\nu3(3.3881933388482492*pi,-0.13217594975562663*pi,3.9384150633165347*pi) q[2];\nu3(3.4478732880788847*pi,0.26879569677800286*pi,3.395599480892449*pi) q[3];\nu3(3.31987732945426*pi,0.39066728970089115*pi,1.2943825617009663*pi) q[4];\nu3(3.2630423631358605*pi,0.14896703091722963*pi,3.560918591584284*pi) q[6];\nu3(3.749216411141421*pi,2.362430071336419*pi,1.070537915611685*pi) q[8];\nu3(3.7963664529162404*pi,1.305963961572736*pi,1.5604697565765375*pi) q[9];\nu3(3.229539164127149*pi,3.482039832136535*pi,3.8678587048967397*pi) q[10];\nu3(3.7164596582642444*pi,3.184396079901184*pi,3.608119379219977*pi) q[11];\nu3(3.7716261558306985*pi,-0.13850096569950038*pi,1.6407184431343802*pi) q[13];\nu3(3.2167167794730207*pi,-0.34844403634623405*pi,0.9771387725963256*pi) q[14];\nu3(3.327489055692075*pi,3.47151156412347*pi,1.4638272770795329*pi) q[15];\nu3(3.798155831902836*pi,-0.03402510381485435*pi,0.6828585009193745*pi) q[16];\nRxxyyzz(0.4544421441158297*pi,0.27314552080010057*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4621978154545099*pi,0.3831931796038659*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.35576799315962937*pi,0.18121081912126713*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.2507360930309987*pi,0.08724441030467567*pi,0.05304951856156581*pi) q[12],q[3];\nRxxyyzz(0.4349643882280193*pi,0.3088222179243676*pi,0.265719899469377*pi) q[4],q[13];\nRxxyyzz(0.42429136986182425*pi,0.278067419231385*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.3981877834580999*pi,0.20924460845480145*pi,0.07998556277757692*pi) q[9],q[14];\nu3(3.043181893678435*pi,-0.18452911723313992*pi,2.0415692365299436*pi) q[0];\nu3(3.1041676324547764*pi,2.487050722862937*pi,3.51854026787187*pi) q[1];\nu3(3.485669751577923*pi,3.010627355277921*pi,0.5001167564745592*pi) q[2];\nu3(3.241804040169468*pi,2.423517842223566*pi,0.7292779918899974*pi) q[3];\nu3(3.7650108705532395*pi,0.11626615687328079*pi,0.9864856826022941*pi) q[4];\nu3(3.4239154020327396*pi,2.9376281326914624*pi,0.6828027203006677*pi) q[5];\nu3(3.8082167167913608*pi,3.1292167473658012*pi,3.260592068961252*pi) q[8];\nu3(3.818866955148413*pi,3.4262487772608656*pi,3.71235619564468*pi) q[9];\nu3(3.170924738602082*pi,0.2817901830245788*pi,2.301166743860337*pi) q[11];\nu3(3.45503646313241*pi,3.062810792649693*pi,3.888305982433458*pi) q[12];\nu3(3.5238746227313116*pi,-0.29231172059669774*pi,2.079618150923047*pi) q[13];\nu3(3.1780160718193815*pi,1.6958638012268006*pi,0.513543522445421*pi) q[14];\nu3(3.058311901174096*pi,0.6197520196638513*pi,1.8465820742410044*pi) q[15];\nu3(3.464715767097793*pi,3.443783358456406*pi,0.9329698055468731*pi) q[16];\nRxxyyzz(0.37995287567421*pi,0.24170700643291032*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.24227840392777905*pi,0.20197468271285857*pi,0.06985107699492765*pi) q[1],q[9];\nRxxyyzz(0.37101935425683064*pi,0.20896558550476407*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.42872829242196*pi,0.19053548448849478*pi,0.1363704289571766*pi) q[6],q[5];\nRxxyyzz(0.3814063379310598*pi,0.3084038637453949*pi,0.11968826602180493*pi) q[7],q[15];\nRxxyyzz(0.44150751289900975*pi,0.2250505262706431*pi,0.04483665871495767*pi) q[8],q[11];\nRxxyyzz(0.40859389318934974*pi,0.24643288265803692*pi,3.8797365976072697*pi) q[10],q[13];\nu3(3.2677495312434965*pi,2.4712208855154487*pi,1.996973929148443*pi) q[0];\nu3(3.6068965867932237*pi,2.9293717518918516*pi,4.360934103439504*pi) q[1];\nu3(3.7285276112323817*pi,0.24405560315983366*pi,0.8895146480332542*pi) q[2];\nu3(3.4445459330864834*pi,-0.16027255897291326*pi,0.9467227469070824*pi) q[4];\nu3(3.7606633334720545*pi,3.3705903485240123*pi,4.071678942432018*pi) q[5];\nu3(3.810361363527621*pi,3.412722365531332*pi,4.051041285557208*pi) q[6];\nu3(3.389455065618551*pi,2.168905495980935*pi,0.6169567167337594*pi) q[7];\nu3(3.5523387128791053*pi,3.0144598627627226*pi,3.0604659806558354*pi) q[8];\nu3(3.6438248006963834*pi,0.921085204329477*pi,0.8494243659295138*pi) q[9];\nu3(3.2786216628435687*pi,-0.12543178574464087*pi,1.6262382232304065*pi) q[10];\nu3(3.5724189422705175*pi,-0.05886126313826412*pi,3.376097478275279*pi) q[11];\nu3(3.492012768279497*pi,2.886399481414815*pi,1.5894525889938742*pi) q[13];\nu3(3.6323215435483105*pi,2.5044223444028955*pi,1.9907518596310483*pi) q[14];\nu3(3.4616303780097373*pi,2.533405409472909*pi,3.365365919485333*pi) q[15];\nRxxyyzz(0.34406230026665*pi,0.26127420353970754*pi,0.051092128339004006*pi) q[1],q[4];\nRxxyyzz(0.4303753083316706*pi,0.26987001140508354*pi,0.05238274122729608*pi) q[11],q[3];\nRxxyyzz(0.3407991239857351*pi,0.26315883938359974*pi,3.7592835169218652*pi) q[8],q[6];\nRxxyyzz(0.3780187235864898*pi,0.29094890972362597*pi,3.91973255571218*pi) q[10],q[7];\nRxxyyzz(0.36996176995392027*pi,0.18770550665777597*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.32351989368812006*pi,0.24082991956289335*pi,0.0*pi) q[13],q[16];\nRxxyyzz(0.2443241033564289*pi,0.12470860248048643*pi,3.90898207528954*pi) q[14],q[15];\nu3(3.4281876491614183*pi,0.12182563136554514*pi,1.728482936748934*pi) q[1];\nu3(3.4724395772882737*pi,0.7848718774286034*pi,4.087098466797283*pi) q[3];\nu3(3.8559739711072183*pi,1.4550417876253734*pi,0.6735314611356589*pi) q[4];\nu3(3.6122725209544586*pi,2.6575644589066933*pi,2.2957330436943173*pi) q[6];\nu3(3.536354234529328*pi,2.938088656864487*pi,2.01961659660995*pi) q[7];\nu3(3.847234261324646*pi,2.814876130897214*pi,1.9910607131989386*pi) q[8];\nu3(3.6253223370866516*pi,0.22871976391638893*pi,1.754545571623537*pi) q[9];\nu3(3.965988568853151*pi,2.9344023008597895*pi,1.2868376808918618*pi) q[10];\nu3(3.779244770220833*pi,-0.4518177393597652*pi,3.1261166560733122*pi) q[11];\nu3(3.484741329099249*pi,-0.2598902772573534*pi,0.6902488054299045*pi) q[12];\nu3(3.571314426030723*pi,2.493545347645903*pi,0.8694278699462177*pi) q[13];\nu3(3.4389988560776343*pi,3.0057546909881867*pi,3.7529354350097597*pi) q[14];\nu3(3.714168495040542*pi,2.5604294581960674*pi,0.7469943167745082*pi) q[15];\nu3(3.220188428498652*pi,3.1776577435555184*pi,2.0992462647157293*pi) q[16];\nRxxyyzz(0.4068643941814294*pi,0.20177768066690116*pi,0.08799330163001061*pi) q[0],q[12];\nRxxyyzz(0.359767997746261*pi,0.2636092017105811*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.43193070946899814*pi,0.2054251790312095*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.32205720270833027*pi,0.2687916274573974*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.415627020592668*pi,0.32877165100995165*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.390719182965765*pi,0.31637642749667094*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.41753451253517954*pi,0.19386220870594248*pi,0.0808319321514607*pi) q[14],q[16];\nu3(3.532402200463408*pi,0.16906097364564632*pi,3.257639824529315*pi) q[0];\nu3(3.470697229148362*pi,3.062105029973241*pi,0.706177188090392*pi) q[1];\nu3(3.6288055149591063*pi,0.016659399412831455*pi,0.8732276218174262*pi) q[2];\nu3(3.507165910460479*pi,2.504171587340187*pi,1.2269660807565927*pi) q[3];\nu3(3.3218566771241638*pi,-0.3021262895322549*pi,0.6310254359830259*pi) q[4];\nu3(3.8620044055894938*pi,-0.2717843134609351*pi,0.8896589164670023*pi) q[5];\nu3(3.956850060867504*pi,0.05706003254388714*pi,0.8570963691573742*pi) q[7];\nu3(3.4281888669485294*pi,1.0825958099124318*pi,1.107191016211483*pi) q[9];\nu3(3.8706253392030217*pi,0.9319001421179847*pi,1.8502163919048051*pi) q[10];\nu3(3.3721908350725753*pi,-0.489556841275987*pi,1.7086575963293147*pi) q[12];\nu3(3.2475734281359534*pi,3.046772183760615*pi,1.7163117998907955*pi) q[13];\nu3(3.2971466036107717*pi,2.261216922329087*pi,0.8048677687080953*pi) q[14];\nu3(3.6239360964826517*pi,0.017002036944866683*pi,4.062019576200396*pi) q[15];\nu3(3.186118896252236*pi,-0.03594418718828951*pi,2.011345404058347*pi) q[16];\nRxxyyzz(0.3815017273832798*pi,0.27893355835603406*pi,0.03948154476796586*pi) q[0],q[7];\nRxxyyzz(0.432170598113812*pi,0.20725254525479908*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4357321844092098*pi,0.20750986503018026*pi,3.9392886865216994*pi) q[5],q[4];\nRxxyyzz(0.4424516329173095*pi,0.1351381472365798*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4536657665683794*pi,0.34133854043765127*pi,3.87242861594352*pi) q[10],q[9];\nRxxyyzz(0.38818869015878954*pi,0.3004348163688286*pi,0.11110336893107899*pi) q[12],q[11];\nRxxyyzz(0.3777775948560497*pi,0.2252277432125496*pi,0.057555903524899754*pi) q[15],q[13];\nu3(3.1838743082381886*pi,1.6792442932727036*pi,0.5336934396856796*pi) q[0];\nu3(3.222916535343118*pi,2.2022391705412803*pi,1.9421831432715428*pi) q[1];\nu3(3.4640656790567785*pi,2.764019023055071*pi,1.528077707376628*pi) q[4];\nu3(3.621156600035004*pi,0.07422848066751708*pi,1.2042588192622543*pi) q[5];\nu3(3.1650897641299913*pi,-0.4168672201219416*pi,1.5049533866042635*pi) q[7];\nu3(3.653127661029816*pi,-0.26260521019944993*pi,1.1586383249882024*pi) q[8];\nu3(3.465511487251304*pi,1.096778768438772*pi,1.1145216523352641*pi) q[9];\nu3(3.869520350542858*pi,-0.39239983229277503*pi,1.4898622117839286*pi) q[10];\nu3(3.592610460539952*pi,-0.24137148380435514*pi,4.062322869714418*pi) q[11];\nu3(3.2921820839069094*pi,0.5889131377763128*pi,1.0798084852120686*pi) q[12];\nu3(3.5374770706329*pi,2.9429875136095904*pi,3.9257156105379507*pi) q[13];\nu3(3.6078172770062924*pi,3.4146252261496626*pi,1.974421640710689*pi) q[14];\nu3(3.6985856416093026*pi,0.608804826912464*pi,4.3264549016787655*pi) q[15];\nu3(3.349057081938019*pi,3.0689239554840846*pi,1.0092382809748521*pi) q[16];\nRxxyyzz(0.27198086179030057*pi,0.04160315578037388*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4577054909283098*pi,0.1963286061630729*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.3596931740649799*pi,0.20164818746803093*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.3223668563610699*pi,0.1588107645081709*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4209183969783795*pi,0.2651075408167143*pi,3.8196737170707906*pi) q[16],q[7];\nRxxyyzz(0.36090526042708915*pi,0.061206098489599126*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.34591310934160024*pi,0.16170250981011325*pi,0.0*pi) q[12],q[14];\nu3(3.5743879640833023*pi,-0.2877748571410276*pi,4.026937523174492*pi) q[0];\nu3(3.763966129259799*pi,3.240717707252249*pi,0.768277051659453*pi) q[1];\nu3(3.5980771029746372*pi,1.0287002162404963*pi,1.14205836619721*pi) q[4];\nu3(3.449724711143868*pi,2.928269568542356*pi,2.10782535813839*pi) q[5];\nu3(3.1401997703880364*pi,-0.03335243625241824*pi,1.9908866312200078*pi) q[6];\nu3(3.1574454498710556*pi,0.2602914635585889*pi,1.6528709436911555*pi) q[7];\nu3(3.271177587012983*pi,3.4001325636735893*pi,4.078235539507901*pi) q[8];\nu3(3.5762838184635273*pi,0.34317360864209934*pi,1.3234655853454806*pi) q[9];\nu3(3.3384198066457023*pi,2.6754327099536823*pi,2.4324426829133694*pi) q[10];\nu3(3.3204677029754133*pi,2.662265828441062*pi,3.9978124988945067*pi) q[12];\nu3(3.793610750544777*pi,0.6731925557108578*pi,1.320415158106323*pi) q[13];\nu3(3.4253149209081983*pi,0.8534865292726748*pi,1.6320376818164823*pi) q[14];\nu3(3.2394551218256713*pi,3.2726722046637793*pi,3.8008448304214038*pi) q[15];\nu3(3.476376211888147*pi,2.8518255322294945*pi,2.042010752650606*pi) q[16];\nRxxyyzz(0.4954434563262303*pi,0.22300233886248422*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.41888703516604936*pi,0.27995217927732524*pi,0.0439026077281309*pi) q[15],q[1];\nRxxyyzz(0.38331321870210966*pi,0.32973345271781807*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4591040367048197*pi,0.21216333055064582*pi,3.85941700748039*pi) q[9],q[4];\nRxxyyzz(0.4973946150381501*pi,0.32112888246678306*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.4280629089680695*pi,0.3029620445269587*pi,3.9397466317946006*pi) q[7],q[10];\nRxxyyzz(0.3831004745554196*pi,0.1462714512614991*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.4113160108211698*pi,0.164273235335791*pi,0.05770761587367684*pi) q[16],q[13];\nu3(3.558182127261982*pi,-0.47104603626994684*pi,1.4308923071663266*pi) q[0];\nu3(3.260988682900062*pi,2.949880460946199*pi,1.031284250115029*pi) q[1];\nu3(3.4271741211543496*pi,0.5129144181621377*pi,1.2431589402710506*pi) q[3];\nu3(3.470940687153824*pi,-0.4168368383751646*pi,2.432654061788139*pi) q[4];\nu3(3.2017959951793924*pi,0.32002046411562135*pi,2.4709043863741282*pi) q[5];\nu3(3.2195596074881907*pi,0.04651290073080194*pi,4.355740877169758*pi) q[6];\nu3(3.497382900886854*pi,3.2236366113561825*pi,1.090096510277811*pi) q[7];\nu3(3.811045195714634*pi,0.23378465324491604*pi,4.327829355138905*pi) q[8];\nu3(3.5187513366662593*pi,-0.48327874482698163*pi,0.8750735175701383*pi) q[9];\nu3(3.2724059855130743*pi,3.0246246883372923*pi,1.335508384977656*pi) q[10];\nu3(3.43839737453411*pi,-0.1934441450683675*pi,1.2355652701500728*pi) q[11];\nu3(3.8252344976521977*pi,2.664268329955215*pi,1.9263820646611771*pi) q[12];\nu3(3.6047483416529196*pi,0.4296737000511198*pi,1.1080280182551712*pi) q[13];\nu3(3.2653233478926493*pi,0.6788478806322931*pi,1.7587901494853693*pi) q[14];\nu3(3.165585046777888*pi,1.1327832541193055*pi,0.748797145232664*pi) q[15];\nu3(3.4710468517900006*pi,3.498614916897963*pi,2.574699849697959*pi) q[16];\nRxxyyzz(0.3914659720332595*pi,0.27310126318293915*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.45289696875997976*pi,0.30645836658967346*pi,3.78702706819958*pi) q[12],q[1];\nRxxyyzz(0.4047431934533793*pi,0.31031442778926466*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.43244966223292125*pi,0.2675744522232757*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.31527106755206014*pi,0.10756498141167292*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.40446150879395*pi,0.33590981486196214*pi,0.08486962472272584*pi) q[6],q[14];\nRxxyyzz(0.4481237103554098*pi,0.3481414286520489*pi,0.1685200154824303*pi) q[7],q[9];\nRxxyyzz(0.3936575804272602*pi,0.25612114252540424*pi,0.16357874021910432*pi) q[15],q[13];\nu3(3.3595213139315887*pi,0.46139109238308595*pi,1.3361547018935704*pi) q[0];\nu3(3.4710391861178262*pi,-0.28556541482686904*pi,1.5026816035713835*pi) q[1];\nu3(3.1340565369103426*pi,1.0788290147544304*pi,1.585477489776944*pi) q[2];\nu3(3.327769706610232*pi,0.4844705508098873*pi,0.5163465779484829*pi) q[3];\nu3(3.659632269988294*pi,3.4894906688143936*pi,3.9171607656678407*pi) q[4];\nu3(3.315892183528767*pi,2.208365313350731*pi,1.9870162596649865*pi) q[5];\nu3(3.7140568532400895*pi,0.003216207894395362*pi,4.106341605841781*pi) q[6];\nu3(3.124828974818701*pi,1.7640545681262774*pi,4.416165953492984*pi) q[7];\nu3(3.104951584335412*pi,-0.37381367128940307*pi,2.3755728155690985*pi) q[8];\nu3(3.5040425626184497*pi,-0.07937561713064384*pi,1.8339403750717564*pi) q[9];\nu3(3.5790210268123337*pi,2.908813564744359*pi,2.028282989508888*pi) q[10];\nu3(3.52630104507132*pi,0.9341503568293532*pi,1.4643683724520862*pi) q[11];\nu3(3.5668509961786232*pi,1.2181178711550396*pi,1.8507747297588861*pi) q[12];\nu3(3.825314103435003*pi,3.3392367088016757*pi,2.7726996379379685*pi) q[13];\nu3(3.4154307577868215*pi,0.7116844310803965*pi,4.269520374596649*pi) q[14];\nu3(3.3520983663135686*pi,0.887871784103319*pi,2.071040182626409*pi) q[15];\nRxxyyzz(0.45972188718446955*pi,0.14656460912538646*pi,0.05341612441492283*pi) q[0],q[11];\nRxxyyzz(0.42195655214153016*pi,0.19231742181092315*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.33517941653789945*pi,0.16167568956806155*pi,3.8661679467736807*pi) q[2],q[15];\nRxxyyzz(0.3801075375598196*pi,0.27726621230897486*pi,0.13298513685032273*pi) q[16],q[3];\nRxxyyzz(0.46477458157899054*pi,0.19061831386306338*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.3522263646966106*pi,0.14521386430845062*pi,3.93057104332671*pi) q[5],q[12];\nRxxyyzz(0.36419275126632955*pi,0.28092257602303555*pi,0.1322454033714377*pi) q[6],q[9];\nRxxyyzz(0.47364753123452985*pi,0.41349555543344096*pi,0.0*pi) q[10],q[7];\nu3(3.405474759153299*pi,2.7671733661891267*pi,0.9772884604881478*pi) q[0];\nu3(3.4870893877415905*pi,2.537367471999439*pi,0.5134627290595574*pi) q[1];\nu3(3.5406780724812594*pi,2.44683930576365*pi,1.7984355685540878*pi) q[2];\nu3(3.792909415456002*pi,0.47325227081631116*pi,3.940642436377052*pi) q[3];\nu3(3.7059025664505416*pi,1.0539105867581295*pi,1.1011582127508033*pi) q[4];\nu3(3.0623946239295403*pi,2.949470164715934*pi,3.806753265230525*pi) q[5];\nu3(3.214483885828162*pi,2.8867952463068804*pi,4.0864281536637375*pi) q[6];\nu3(3.765412273701785*pi,0.14184466578070376*pi,0.7279851620808179*pi) q[7];\nu3(3.6929646762130575*pi,2.6998865927268225*pi,4.33850706372138*pi) q[8];\nu3(3.3023825982368638*pi,2.930664708772755*pi,2.935797423044138*pi) q[9];\nu3(3.5973506573159817*pi,1.0356842549308292*pi,4.269217659093636*pi) q[10];\nu3(3.8229484915236296*pi,-0.006696702770779883*pi,3.3767731477177962*pi) q[11];\nu3(3.9481712285955703*pi,0.663890437072626*pi,1.559384527578685*pi) q[12];\nu3(3.245566052069363*pi,3.440336113730533*pi,3.7114932091977226*pi) q[14];\nu3(3.2731955687380094*pi,2.2399398344749764*pi,0.9898843287570132*pi) q[15];\nu3(3.326923519875365*pi,2.4996426083548915*pi,3.9560330140207953*pi) q[16];\nRxxyyzz(0.41520073346039*pi,0.22019023224967837*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3283228691802899*pi,0.22472035664806533*pi,0.08695644432417904*pi) q[2],q[9];\nRxxyyzz(0.3793514622978491*pi,0.11097800307609786*pi,3.9568100043388394*pi) q[5],q[3];\nRxxyyzz(0.35309302939322945*pi,0.29108760764046915*pi,0.06736570526770258*pi) q[12],q[6];\nRxxyyzz(0.37084907745186957*pi,0.16299948663507602*pi,0.13040418726356678*pi) q[7],q[13];\nRxxyyzz(0.3847179816245708*pi,0.21193409296999832*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.38619534060301935*pi,0.24401153008786136*pi,3.91777435477364*pi) q[15],q[11];\nRxxyyzz(0.4430774349523899*pi,0.20497913450551808*pi,3.8953473819354993*pi) q[16],q[14];\nu3(3.7141439831581344*pi,0.7186586934191395*pi,1.7818237980198512*pi) q[1];\nu3(3.874236009290189*pi,0.07117645097016867*pi,4.3383136450875455*pi) q[2];\nu3(3.986829465617869*pi,3.290727866360578*pi,1.7338604818195225*pi) q[3];\nu3(3.4510979167897706*pi,-0.3541593920465673*pi,2.1674475364222423*pi) q[4];\nu3(3.3105841589140996*pi,-0.4037590427755534*pi,1.1870050079356096*pi) q[5];\nu3(3.375391707109464*pi,-0.1866939160346356*pi,4.282152243520642*pi) q[6];\nu3(3.859934598395647*pi,2.387672924747445*pi,0.6463542755215401*pi) q[7];\nu3(3.466278109263509*pi,-0.42399585811835727*pi,1.0351184648267913*pi) q[8];\nu3(3.506847406906037*pi,0.2425711150963351*pi,1.6081199706596454*pi) q[9];\nu3(3.72601226493461*pi,0.8592911334250233*pi,0.6773110258918147*pi) q[10];\nu3(3.377870315066419*pi,3.486395476828296*pi,1.1422733757378514*pi) q[11];\nu3(3.7026212205789975*pi,-0.4670185267266357*pi,3.626164774479513*pi) q[12];\nu3(3.632032614813097*pi,0.38991316781576746*pi,4.057632092078979*pi) q[13];\nu3(3.371185989554535*pi,0.2579490787769566*pi,1.7470151696241216*pi) q[14];\nu3(3.233832719762831*pi,-0.04096448018970922*pi,1.5090612629896043*pi) q[15];\nu3(3.5315709333303116*pi,2.518880600843707*pi,1.8303638287612751*pi) q[16];\nRxxyyzz(0.4676635038492093*pi,0.20976202020397272*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.38243236057502994*pi,0.3160325856547843*pi,0.15163836013790732*pi) q[14],q[1];\nRxxyyzz(0.2650014352489197*pi,0.188277561021434*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.42049145456253945*pi,0.29419781920442695*pi,3.7829324912382596*pi) q[11],q[4];\nRxxyyzz(0.40552771472384574*pi,0.1447344665356388*pi,3.925455409383048*pi) q[5],q[16];\nRxxyyzz(0.45962949630006*pi,0.2501567366729737*pi,3.9224083171703494*pi) q[6],q[7];\nRxxyyzz(0.43474462367364014*pi,0.30980501797310667*pi,0.18775070181537426*pi) q[8],q[15];\nRxxyyzz(0.45839588643189*pi,0.40768179798542126*pi,0.0*pi) q[12],q[9];\nu3(3.5976826066728584*pi,-0.405862670005966*pi,3.6083302252139973*pi) q[0];\nu3(3.0423442261700466*pi,2.865690997854708*pi,1.1344495641083072*pi) q[1];\nu3(3.5892250325624944*pi,3.0741432360588683*pi,0.9845325244585484*pi) q[2];\nu3(3.193759520444574*pi,3.2001764056661637*pi,1.439099071005244*pi) q[3];\nu3(3.734343871143367*pi,2.361482732067236*pi,1.6580951280193754*pi) q[4];\nu3(3.493577477944518*pi,0.03078653125294817*pi,0.9881569840982012*pi) q[5];\nu3(3.553297019632639*pi,3.1741379975334185*pi,1.9237077269136944*pi) q[6];\nu3(3.6109637890092996*pi,-0.2745284365917179*pi,1.7208725951204569*pi) q[7];\nu3(3.5338539669131617*pi,0.8985186290606433*pi,4.148873088144107*pi) q[8];\nu3(3.3985365489359025*pi,0.048121720833401715*pi,1.6114812364515503*pi) q[9];\nu3(3.6051695442082288*pi,2.2740706707050764*pi,1.5180802995847087*pi) q[10];\nu3(3.1218780546042226*pi,3.462652859680727*pi,0.7920178108183564*pi) q[11];\nu3(3.8043118051427847*pi,0.7763299006377966*pi,3.8917459337183797*pi) q[12];\nu3(3.927665534568559*pi,3.0455331192135913*pi,0.8994608261736878*pi) q[14];\nu3(3.7569657100201503*pi,0.5795033493006589*pi,1.0938884389346613*pi) q[15];\nu3(3.8536214524428423*pi,0.2968774108533119*pi,1.0492529493980207*pi) q[16];\nRxxyyzz(0.4280805394830299*pi,0.22759148169432203*pi,0.20164796442725066*pi) q[0],q[1];\nRxxyyzz(0.37572149269155075*pi,0.3107682680082341*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3517641372217799*pi,0.19845424063520511*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.44830748683513033*pi,0.3362313914338115*pi,0.1312538189682408*pi) q[12],q[4];\nRxxyyzz(0.28086341503935*pi,0.25733544763776006*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.3401841154101092*pi,0.21452049704122012*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4633724295491003*pi,0.34525834178414916*pi,0.0*pi) q[14],q[13];\nu3(3.1507850523612873*pi,0.3592798678517336*pi,3.365655036431729*pi) q[0];\nu3(3.300442556972288*pi,0.11881711602343548*pi,4.380025621105917*pi) q[1];\nu3(3.578537029504588*pi,3.0043989405380964*pi,0.6934729551412793*pi) q[2];\nu3(3.266970689175501*pi,2.665199991536696*pi,0.7305600287125911*pi) q[3];\nu3(3.368616792989223*pi,1.2147870016627098*pi,4.224553790511203*pi) q[4];\nu3(3.647411650403401*pi,2.784875838780456*pi,2.4260345223404745*pi) q[6];\nu3(3.093299304748853*pi,2.8383793278491294*pi,4.440108030207007*pi) q[7];\nu3(3.905554774301094*pi,2.605818665417009*pi,0.9362469782788279*pi) q[8];\nu3(3.1553800109025674*pi,3.1261949500711905*pi,1.1540683284924413*pi) q[9];\nu3(3.540506607151624*pi,-0.444434567163566*pi,3.50735788495051*pi) q[10];\nu3(3.587121177288496*pi,2.937878298307954*pi,0.8145438611011233*pi) q[11];\nu3(3.424933740169468*pi,0.4507114992563077*pi,1.3091355840364476*pi) q[12];\nu3(3.043909201579404*pi,0.20036966713102355*pi,1.2201623740896648*pi) q[13];\nu3(3.481457449851459*pi,-0.14201432831908978*pi,2.032772425688752*pi) q[14];\nRxxyyzz(0.3282442218978096*pi,0.153026619752346*pi,0.0706217920782013*pi) q[0],q[12];\nRxxyyzz(0.4769385647758996*pi,0.08197638452461098*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.37879223740690515*pi,0.15386043456375376*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.324463669984516*pi,0.14782009511437444*pi,0.043509803468919195*pi) q[3],q[15];\nRxxyyzz(0.27302697982494983*pi,0.22252516659924138*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4354664380606704*pi,0.07909161192058398*pi,0.041772652835933094*pi) q[10],q[6];\nRxxyyzz(0.42117680355711995*pi,0.3179262762683006*pi,3.8882076365196703*pi) q[16],q[7];\nu3(3.9262082039631827*pi,1.2044024688279624*pi,0.7451275912479194*pi) q[0];\nu3(3.574973116833207*pi,1.359823041838016*pi,1.8381325389276268*pi) q[1];\nu3(3.5843404759075908*pi,-0.13185028887875072*pi,1.0903987975879739*pi) q[2];\nu3(1.0950368886195794*pi,3.4798361650971104*pi,4.3624273901143535*pi) q[3];\nu3(3.503424654256618*pi,0.639440055686036*pi,1.9710006506788216*pi) q[4];\nu3(0.6730801949356185*pi,0.02270553888973359*pi,1.9702077886053366*pi) q[5];\nu3(3.4938980067319023*pi,2.706260512454487*pi,1.2284754950328853*pi) q[6];\nu3(3.3651069161367095*pi,2.798603678312788*pi,2.353968988373175*pi) q[7];\nu3(3.7305479000383532*pi,2.133213437928683*pi,1.550215008406993*pi) q[9];\nu3(3.3937400287161896*pi,3.1695600250018954*pi,4.132581065779104*pi) q[10];\nu3(3.3283425818609627*pi,2.1047753093508894*pi,0.7384512186775801*pi) q[12];\nu3(3.537520756334497*pi,2.227960733051538*pi,1.5464687199689422*pi) q[14];\nu3(2.4705140743576166*pi,-0.4990978565705375*pi,4.014221942040713*pi) q[15];\nu3(3.775438372694976*pi,3.420929562380672*pi,1.7527863370301802*pi) q[16];\nmeasure q[3] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[15] -> c[9];\nRxxyyzz(0.43855697606245014*pi,0.3234306970484382*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.33823398401345994*pi,0.12729138297604603*pi,0.04690689231821921*pi) q[13],q[1];\nRxxyyzz(0.47159259767978234*pi,0.1854660050542397*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.3231367834468094*pi,0.18985572484331414*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.45564287196427955*pi,0.2973395549513449*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.45523809748448074*pi,0.352125050064517*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4587166438952899*pi,0.3170431950325061*pi,0.0*pi) q[12],q[9];\nu3(3.7378384309354966*pi,1.4062174745212812*pi,1.2896638981086919*pi) q[0];\nu3(0.5392695818166031*pi,0.10182918067545232*pi,3.5444823436795714*pi) q[1];\nu3(3.4276818154997013*pi,-0.24871565509360904*pi,2.2945712510424836*pi) q[2];\nu3(1.92629106594966*pi,0.1166052102545918*pi,0.6016772142294552*pi) q[4];\nu3(3.329327147489667*pi,0.5200870435241245*pi,1.1488694937054102*pi) q[6];\nu3(3.6482858111382974*pi,0.24915610239090347*pi,2.392865516157621*pi) q[7];\nu3(3.160359142398041*pi,0.2810456538374654*pi,4.255988971997001*pi) q[8];\nu3(3.631345110685238*pi,1.0285762401852439*pi,1.4569574259782292*pi) q[9];\nu3(3.1940078441425364*pi,0.06118438572631968*pi,1.339035700247079*pi) q[10];\nu3(0.3248451462983178*pi,0.2748321813230231*pi,1.8985633414358944*pi) q[11];\nu3(3.3021440693663076*pi,3.180696545640647*pi,0.6428904003757809*pi) q[12];\nu3(3.4891871797496012*pi,0.018419326470146213*pi,1.5257954592614356*pi) q[13];\nu3(3.4092239989215223*pi,0.4663953497626723*pi,4.23359139004717*pi) q[14];\nu3(3.2891683341308537*pi,1.4702687737922566*pi,4.396530523512188*pi) q[16];\nmeasure q[14] -> c[0];\nmeasure q[0] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[7] -> c[5];\nmeasure q[10] -> c[8];\nmeasure q[13] -> c[10];\nmeasure q[9] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[1] -> c[13];\nmeasure q[4] -> c[14];\nmeasure q[6] -> c[15];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5368980746341565*pi,3.221847972204693*pi,2.2513757225125772*pi) q[0];\nu3(3.4464298254175114*pi,3.3265654803509435*pi,1.1557403355250817*pi) q[1];\nu3(3.7410199158170983*pi,2.2034310483591453*pi,0.6022827635132622*pi) q[2];\nu3(3.6326161930782757*pi,3.295339673099968*pi,1.7265070518674166*pi) q[3];\nu3(3.860076129815301*pi,0.24470727460906938*pi,3.6127700949521167*pi) q[4];\nu3(3.280170713888784*pi,2.7731249624335983*pi,0.6814249266666117*pi) q[5];\nu3(3.8315992011576996*pi,3.0617228096466627*pi,2.1155833667294837*pi) q[6];\nu3(3.6626361488681343*pi,2.519754668265072*pi,2.937497733699509*pi) q[7];\nu3(3.826251215087464*pi,3.18219539012758*pi,3.4603614990456837*pi) q[8];\nu3(3.2561926003721817*pi,0.5806108947557944*pi,3.4099517083831254*pi) q[9];\nu3(3.3340607885317954*pi,3.0587127536860512*pi,0.5105129053014499*pi) q[10];\nu3(3.5707647798024396*pi,3.0707617603339026*pi,1.7415326013104737*pi) q[11];\nu3(3.3741820027122924*pi,3.3360401768163808*pi,1.796164964747409*pi) q[12];\nu3(3.3527068819181647*pi,0.1277335949688977*pi,0.753701153162485*pi) q[13];\nu3(3.451662087710501*pi,0.051696152463189815*pi,4.151551794993789*pi) q[14];\nu3(3.4235078566160047*pi,0.9650797046986215*pi,0.8307594513663843*pi) q[15];\nu3(3.4888360557418623*pi,-0.3167811507736811*pi,0.8503633073126524*pi) q[16];\nRxxyyzz(0.39513814778677014*pi,0.32738986185538244*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3803379232377099*pi,0.28753240236074395*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3932411382327095*pi,0.17505578026041793*pi,3.8930065634891804*pi) q[2],q[12];\nRxxyyzz(0.42609577732569015*pi,0.41560188745760307*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.45156763615612006*pi,0.37676051115321463*pi,0.05235795639320395*pi) q[4],q[11];\nRxxyyzz(0.2585360736966802*pi,0.13949065963244767*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.386339915548513*pi,0.1095609493630536*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.24913397191069964*pi,0.05192865737828001*pi,0.0*pi) q[10],q[15];\nu3(3.624440217194853*pi,-0.34815958812034126*pi,2.296204424698711*pi) q[0];\nu3(3.2818333358066116*pi,0.18614372551551228*pi,0.9220899248155199*pi) q[1];\nu3(3.6292962194221774*pi,2.8925426498616256*pi,1.6364390619846585*pi) q[2];\nu3(3.481282726797123*pi,0.9483044279459247*pi,0.6476439367712091*pi) q[3];\nu3(3.297856940670607*pi,3.154225856107975*pi,4.336088431572194*pi) q[4];\nu3(3.3208915507517807*pi,-0.3167032272208615*pi,3.894758524539952*pi) q[5];\nu3(3.60216843270098*pi,0.3871686352372501*pi,4.385426100766715*pi) q[6];\nu3(3.332865555006111*pi,0.1044513310006111*pi,1.8669107565261926*pi) q[7];\nu3(3.3674502556509585*pi,3.398352946931878*pi,3.986390470415723*pi) q[8];\nu3(3.2870266558355974*pi,1.8258088326129296*pi,1.4192735170276582*pi) q[9];\nu3(3.591748720377457*pi,2.9594873980693364*pi,4.426843406515934*pi) q[10];\nu3(3.064830481043627*pi,0.04401076938578563*pi,3.5150628063265215*pi) q[11];\nu3(3.138439903752161*pi,2.872299934794025*pi,0.5880203375866961*pi) q[12];\nu3(3.6261644725552866*pi,3.3283423246128723*pi,0.5919359678716756*pi) q[13];\nu3(3.3355440021439224*pi,0.32289028373060524*pi,4.382317854554923*pi) q[14];\nu3(3.525558819765372*pi,0.5032852918037176*pi,1.097050688962212*pi) q[15];\nRxxyyzz(0.4676592116828696*pi,0.1504831061581512*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.43964308576705025*pi,0.1716295653633679*pi,3.91688557678295*pi) q[1],q[15];\nRxxyyzz(0.46954034763382635*pi,0.14286296511484187*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.45786929067780985*pi,0.341157560597761*pi,0.08661969160326294*pi) q[4],q[7];\nRxxyyzz(0.4610858124131525*pi,0.2833285234403933*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3702939051627493*pi,0.27846125056869214*pi,3.8887585588213796*pi) q[10],q[12];\nRxxyyzz(0.3746434155462594*pi,0.24354524350212792*pi,0.13370118992000113*pi) q[11],q[16];\nu3(3.37880770137658*pi,-0.34383366674030025*pi,4.009434653934659*pi) q[0];\nu3(3.2567874113511017*pi,2.7127594074906716*pi,1.604874505513589*pi) q[1];\nu3(3.5523277159152298*pi,2.2897802688559965*pi,1.646022692049975*pi) q[2];\nu3(3.4243912766732483*pi,0.5498461933971999*pi,1.6646393109510436*pi) q[3];\nu3(3.9023715671696775*pi,0.2727332298215319*pi,3.33327732543378*pi) q[4];\nu3(3.546053079805986*pi,2.885857975900076*pi,0.5394282802353834*pi) q[5];\nu3(3.2496846025046606*pi,-0.40031303033847343*pi,0.8649177488731463*pi) q[6];\nu3(3.4996036617085435*pi,0.4184466133076573*pi,1.8878965926356086*pi) q[7];\nu3(3.2944683808222983*pi,3.3807358106274257*pi,4.286484696292596*pi) q[9];\nu3(3.263686806932479*pi,-0.47546683913240784*pi,2.365842816136622*pi) q[10];\nu3(3.531043129166663*pi,1.25269291940329*pi,0.5415857514744954*pi) q[11];\nu3(3.5449659797949784*pi,0.9547484454965736*pi,0.9718941641496173*pi) q[12];\nu3(3.2816044156090762*pi,3.4300761059322884*pi,0.7669634590152841*pi) q[15];\nu3(3.315590004958819*pi,-0.296720150268023*pi,1.2892678420605324*pi) q[16];\nRxxyyzz(0.44354777840888937*pi,0.24877157548601442*pi,3.798767338936111*pi) q[0],q[10];\nRxxyyzz(0.45995710332514944*pi,0.12907846523573532*pi,3.891647933910941*pi) q[5],q[1];\nRxxyyzz(0.3651254728500603*pi,0.251921266856283*pi,0.11581533416103*pi) q[14],q[2];\nRxxyyzz(0.35689413138346715*pi,0.23826490487271945*pi,3.8837367763249695*pi) q[3],q[15];\nRxxyyzz(0.48147527168288995*pi,0.29491171104870517*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3295299277322295*pi,0.2815079436190482*pi,0.1079988416855695*pi) q[6],q[11];\nRxxyyzz(0.3161863208014397*pi,0.16656535407350614*pi,0.0*pi) q[9],q[7];\nu3(3.711643993119936*pi,-0.35981674762182203*pi,0.6863262224836006*pi) q[0];\nu3(3.634908261684313*pi,0.6056452121526152*pi,1.171670567433492*pi) q[1];\nu3(3.376105747231937*pi,-0.10689454834725653*pi,3.573116963224348*pi) q[2];\nu3(3.6998202789541343*pi,0.2904777423484761*pi,4.485534577709737*pi) q[3];\nu3(3.7734615876398605*pi,2.830066650008567*pi,1.5825539949710579*pi) q[4];\nu3(3.7538152733123757*pi,3.2726885712574205*pi,1.4051903951853186*pi) q[5];\nu3(3.6718513496605056*pi,-0.31323783477790246*pi,2.1547494272285417*pi) q[6];\nu3(3.458072395570993*pi,3.263282098284577*pi,1.4872759441979475*pi) q[7];\nu3(3.314759947960044*pi,2.228564451069692*pi,0.6293917225464569*pi) q[9];\nu3(3.6279376514864*pi,3.4474429819541137*pi,2.2200440306091407*pi) q[10];\nu3(3.609599716552159*pi,-0.43198684970012663*pi,0.6455278224444084*pi) q[11];\nu3(3.628750271818992*pi,1.5700936841517814*pi,2.0386884922988884*pi) q[12];\nu3(3.722976153511068*pi,2.6074087805525235*pi,1.3906008333493176*pi) q[14];\nu3(3.4237403967521387*pi,3.3549073225046726*pi,4.018234799211193*pi) q[15];\nRxxyyzz(0.3957694722774302*pi,0.22504032748421499*pi,0.08270385355922978*pi) q[0],q[13];\nRxxyyzz(0.2564220501396096*pi,0.17110917411702709*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4825185556554089*pi,0.19822779035237614*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4591460720017501*pi,0.3483224390636152*pi,3.92857464602901*pi) q[9],q[4];\nRxxyyzz(0.3489080819701901*pi,0.23422059577340515*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4722733212444795*pi,0.20069197936565975*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.39004505984634963*pi,0.27112993014012887*pi,0.0*pi) q[7],q[10];\nu3(3.2848205082635418*pi,2.447986813193441*pi,0.7974137691972526*pi) q[0];\nu3(3.615776161933458*pi,3.1252044257428815*pi,3.7723444783165543*pi) q[1];\nu3(3.491548017885258*pi,1.3220645213976776*pi,0.5623476250877744*pi) q[2];\nu3(3.296992670706722*pi,3.3613424397030323*pi,1.486094134823344*pi) q[4];\nu3(3.354064937972156*pi,3.2502437323691193*pi,2.115416831485549*pi) q[5];\nu3(3.4572194005765082*pi,3.2163074301031873*pi,4.05756886835039*pi) q[6];\nu3(3.4737740831264863*pi,2.9663741145217273*pi,1.1187214195189419*pi) q[7];\nu3(3.299925720375878*pi,3.3705569621037474*pi,1.700804191714559*pi) q[8];\nu3(3.3146735491281722*pi,-0.2909693078504645*pi,2.017733136988768*pi) q[9];\nu3(3.825771526185264*pi,2.0927254901745695*pi,1.6177286200394727*pi) q[10];\nu3(3.3931793757694204*pi,1.707819479138168*pi,1.6266291152105539*pi) q[11];\nu3(3.3582713231395296*pi,-0.32292158518024006*pi,2.1070039381825083*pi) q[13];\nu3(3.7856736445367005*pi,3.1663569957458164*pi,3.7980136359454404*pi) q[14];\nu3(3.683206024918828*pi,3.1466512061418643*pi,1.0475826639859696*pi) q[16];\nRxxyyzz(0.37697531349735947*pi,0.3091676918643238*pi,3.89705348231366*pi) q[0],q[4];\nRxxyyzz(0.40275703141769015*pi,0.19533489304603135*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.3593699092221838*pi,0.11231469036217312*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.4272619022454496*pi,0.21947011005193506*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.22819447970078022*pi,0.13638914621804998*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.45163600291286*pi,0.2293018971013927*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.27466797106099955*pi,0.1101025626944665*pi,3.9538067990433605*pi) q[10],q[12];\nRxxyyzz(0.38663607823059015*pi,0.19339953071013793*pi,3.8876116208176406*pi) q[11],q[15];\nu3(3.363998125909905*pi,-0.4109113363560012*pi,1.3582941864011744*pi) q[0];\nu3(3.7462503115693373*pi,-0.017655617721958228*pi,1.6951917983530373*pi) q[1];\nu3(3.515920179890744*pi,0.8206803471721378*pi,1.19101284162119*pi) q[2];\nu3(3.3941851198745776*pi,2.717752676468196*pi,0.9065501941331751*pi) q[3];\nu3(3.6010530056962278*pi,3.0885022699904514*pi,1.3650545348043444*pi) q[4];\nu3(3.5511731758000806*pi,3.4949391983440456*pi,1.2739336818159452*pi) q[5];\nu3(3.6772328933434997*pi,1.7612228779332284*pi,1.525069777445489*pi) q[7];\nu3(3.7089325669041333*pi,2.9302602125457105*pi,4.376978783813996*pi) q[8];\nu3(3.134027142868103*pi,0.3000888179922543*pi,1.3649235503189825*pi) q[9];\nu3(3.6962561442869486*pi,1.1972763481389324*pi,1.057178141388723*pi) q[10];\nu3(3.9147819512665762*pi,-0.18703483300062385*pi,0.8353606969397305*pi) q[11];\nu3(3.8399832774003446*pi,-0.3205197214249574*pi,1.7383050368164072*pi) q[12];\nu3(3.434392588309264*pi,2.111028684880314*pi,1.183904478583651*pi) q[13];\nu3(3.585022804603581*pi,2.7757458026145425*pi,4.4741242002344*pi) q[14];\nu3(3.313822846470489*pi,1.3324516287917703*pi,0.5541291220761639*pi) q[15];\nu3(3.698311122717845*pi,0.23087348526082185*pi,1.2440554264741706*pi) q[16];\nRxxyyzz(0.41058713675361996*pi,0.3372951435595083*pi,3.94723365963117*pi) q[0],q[11];\nRxxyyzz(0.4119080658616351*pi,0.20829943010100127*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4484784479435592*pi,0.07357755708267721*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.45319606636109*pi,0.31214877366064725*pi,0.11252636537878735*pi) q[4],q[6];\nRxxyyzz(0.4887171041925298*pi,0.28135977342806884*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4526775873631995*pi,0.18479684418041042*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4067117786877804*pi,0.2056871787505053*pi,0.07230459728972954*pi) q[9],q[12];\nRxxyyzz(0.44331633565913026*pi,0.25346080731336706*pi,0.08049992876715271*pi) q[14],q[10];\nu3(3.591548535682531*pi,0.23605748646878766*pi,1.318034368545026*pi) q[0];\nu3(3.744569979104403*pi,3.2813986518749294*pi,2.143360281294287*pi) q[1];\nu3(3.4407304034351442*pi,0.8249479219639859*pi,1.1183925511886863*pi) q[2];\nu3(3.1607223187474247*pi,0.47789994761375154*pi,1.0036533109702623*pi) q[3];\nu3(3.6032396330234358*pi,3.4083914863005704*pi,1.3869388060812167*pi) q[4];\nu3(3.7793556954913505*pi,3.2011847910038362*pi,4.240066178467069*pi) q[5];\nu3(3.4329914238103565*pi,2.6990743514412703*pi,3.6470470411905236*pi) q[6];\nu3(3.41095958847532*pi,2.969520141130964*pi,0.6804248829909421*pi) q[7];\nu3(3.8819527261017486*pi,-0.15487835084275303*pi,1.4750683955350705*pi) q[8];\nu3(3.56874498329425*pi,2.6688718051584788*pi,3.6122870085368515*pi) q[9];\nu3(3.2546282632541055*pi,-0.42504981716424417*pi,3.0520188726546698*pi) q[10];\nu3(3.6092498624306106*pi,-0.4357244787734267*pi,1.5917530493351766*pi) q[11];\nu3(3.2829589580981393*pi,-0.16103350139871275*pi,1.7263376799730275*pi) q[12];\nu3(3.8842524293318177*pi,0.8700324174832468*pi,4.210829030913148*pi) q[14];\nu3(3.7502127796984057*pi,-0.2855436238540523*pi,1.5122745135786049*pi) q[15];\nu3(3.7282605689740134*pi,3.4050229241561007*pi,1.2833035429438597*pi) q[16];\nRxxyyzz(0.38419117156142985*pi,0.2092492859369059*pi,0.06867026343501419*pi) q[0],q[7];\nRxxyyzz(0.34132445053415006*pi,0.2208571336707994*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.26764187892045044*pi,0.12008436030044578*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4334705501329132*pi,0.12706659624829666*pi,3.9532608877352633*pi) q[6],q[16];\nRxxyyzz(0.2581940977189796*pi,0.1310667757043228*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.40242545451507794*pi,0.21401926944523653*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.43539575481496984*pi,0.2891203805302978*pi,0.051782075675246377*pi) q[10],q[15];\nu3(3.439357898393011*pi,1.2041824726999166*pi,0.6157305251597829*pi) q[0];\nu3(3.1789285203292685*pi,-0.18488983736749143*pi,1.2385017098423212*pi) q[3];\nu3(3.3564363211862767*pi,-0.4570545529192819*pi,3.6129566612345934*pi) q[4];\nu3(3.508507010248098*pi,0.9624368563026375*pi,0.7257724916423883*pi) q[5];\nu3(3.6968131492244143*pi,0.5668537683932924*pi,2.06005156559163*pi) q[6];\nu3(3.4950560450478587*pi,3.2502093122095457*pi,3.1384205775885845*pi) q[7];\nu3(3.736231232703432*pi,0.17900202927291453*pi,1.486478800298102*pi) q[8];\nu3(3.640790239333555*pi,-0.3454522447054472*pi,4.145350731615414*pi) q[9];\nu3(3.341732692229044*pi,2.905304847135601*pi,4.173656214084883*pi) q[10];\nu3(3.3210348056283863*pi,1.34283878462045*pi,1.986587384176128*pi) q[11];\nu3(3.622851370166329*pi,-0.18810231106780573*pi,0.7012719466150081*pi) q[12];\nu3(3.179751174162328*pi,1.6854486731880125*pi,1.452106215370539*pi) q[13];\nu3(3.8841938728141225*pi,1.3304843575654335*pi,3.9679477011189555*pi) q[15];\nu3(3.3678557107115794*pi,-0.11791844712685196*pi,0.9683468423307173*pi) q[16];\nRxxyyzz(0.410381405077632*pi,0.23271997509123676*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3551850727045206*pi,0.2800192576170466*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.40254143557879957*pi,0.33093072687866115*pi,3.8333943514751905*pi) q[13],q[2];\nRxxyyzz(0.47113523908441035*pi,0.2572353348181029*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.42397273809048397*pi,0.19277337032498765*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.24501097425725019*pi,0.22502732437981843*pi,3.86246895636825*pi) q[12],q[11];\nu3(3.4650381608029646*pi,3.2256871797933737*pi,1.349486095059326*pi) q[0];\nu3(3.8838847651170014*pi,3.4472531606121115*pi,4.496171105242009*pi) q[1];\nu3(3.864415395641886*pi,3.2007109679767582*pi,2.4165023530402707*pi) q[2];\nu3(3.7436801238976325*pi,3.1511155336455863*pi,0.8207316270037337*pi) q[4];\nu3(3.7928206967703306*pi,0.034251861058152255*pi,0.6246739485123937*pi) q[5];\nu3(3.6720842500252586*pi,-0.3121560557185292*pi,1.9464214929044747*pi) q[7];\nu3(3.594109665691686*pi,3.379306120368208*pi,1.3170936038497507*pi) q[8];\nu3(3.414954496372869*pi,-0.35934718247915076*pi,0.5058160842199273*pi) q[9];\nu3(3.3292061035473255*pi,1.9545513330757966*pi,1.4945855151531158*pi) q[11];\nu3(3.7505261430977828*pi,2.994611979779135*pi,0.8443843910819565*pi) q[12];\nu3(3.7928621181218216*pi,0.7060259981813632*pi,2.447213171558156*pi) q[13];\nu3(3.3798825342269345*pi,-0.41180865525821364*pi,3.6154897152369605*pi) q[14];\nRxxyyzz(0.3192609517681595*pi,0.19523354112061608*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.35341768886054975*pi,0.2915822686616547*pi,0.21918087188424007*pi) q[1],q[6];\nRxxyyzz(0.2717182929945805*pi,0.1872491912694373*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.41393268956218954*pi,0.3006108818912119*pi,0.16913327027701702*pi) q[4],q[8];\nRxxyyzz(0.3925744084518196*pi,0.2228167382981763*pi,0.14765207126812183*pi) q[5],q[16];\nRxxyyzz(0.3411726936662305*pi,0.17968414826472334*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.3196543239675699*pi,0.16276758026471172*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.30938937429045943*pi,0.26801397921622616*pi,3.879641011813371*pi) q[11],q[15];\nu3(3.861303563610901*pi,0.259189563883241*pi,1.5949412216532894*pi) q[0];\nu3(3.5615873821236916*pi,2.154162661589191*pi,1.4014932929504482*pi) q[1];\nu3(3.4621612013403285*pi,2.819963553537222*pi,4.293332452309649*pi) q[2];\nu3(3.769831932461388*pi,-0.18104954982011584*pi,1.3756074434291063*pi) q[3];\nu3(3.2665220861991275*pi,1.5837037309649675*pi,0.5042604298775732*pi) q[4];\nu3(3.6186846726178086*pi,2.6854470067124927*pi,0.9487795774167843*pi) q[5];\nu3(3.593326837437419*pi,3.3962960429537454*pi,2.0258725421399566*pi) q[6];\nu3(3.5574716779248288*pi,0.4629310592997342*pi,1.015631101139678*pi) q[7];\nu3(3.319639886036855*pi,3.4801670048667877*pi,1.9464585614469447*pi) q[8];\nu3(3.5077074163572464*pi,3.3575597079283988*pi,3.88668824417376*pi) q[10];\nu3(3.7457270988469125*pi,0.42141762760879753*pi,1.744734935781388*pi) q[11];\nu3(3.376849341066041*pi,2.9509630078732716*pi,1.2613524583689393*pi) q[12];\nu3(3.5570874162425437*pi,-0.42672991081995865*pi,1.3359320009088884*pi) q[13];\nu3(3.3615762241216673*pi,2.104251400561644*pi,2.018556337465721*pi) q[14];\nu3(3.444693905741587*pi,3.1172571968321874*pi,3.9262041724508014*pi) q[15];\nu3(3.8787665212863143*pi,2.8643157089115103*pi,0.6338771316985827*pi) q[16];\nRxxyyzz(0.44034373207045*pi,0.2546713515835766*pi,3.8358369172003997*pi) q[7],q[0];\nRxxyyzz(0.3898622113357081*pi,0.17337300377370823*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.38000195993643937*pi,0.16557738024362845*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.44732841347612995*pi,0.19364017776643916*pi,3.8532457236583593*pi) q[4],q[6];\nRxxyyzz(0.3578460197726602*pi,0.31786527550045407*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.3913434487828198*pi,0.1887108432373533*pi,3.9264144320891*pi) q[14],q[8];\nRxxyyzz(0.36208972203489953*pi,0.24500495369691896*pi,3.9492231831371*pi) q[9],q[16];\nRxxyyzz(0.42636816617089945*pi,0.2403703519097924*pi,0.0*pi) q[13],q[12];\nu3(3.602748343319547*pi,3.2665341174295386*pi,1.402777955049987*pi) q[0];\nu3(3.655813701904378*pi,0.11755410878420969*pi,2.4569652194070932*pi) q[1];\nu3(3.4075320578221664*pi,-0.13255442257651578*pi,2.2765854920782918*pi) q[3];\nu3(3.4509611974843235*pi,3.326092994479644*pi,1.6421716627644591*pi) q[4];\nu3(3.202441994384929*pi,0.27999844287706765*pi,4.240990511150363*pi) q[5];\nu3(3.9118272663231686*pi,0.7290104276044933*pi,1.738229879802479*pi) q[6];\nu3(3.577893271028265*pi,0.42782329787654083*pi,1.8647020659527316*pi) q[7];\nu3(3.2878108704923115*pi,0.8782073606057552*pi,2.3963106597280714*pi) q[8];\nu3(3.321489861463639*pi,2.468408364103411*pi,2.4821073935290325*pi) q[9];\nu3(3.765371066431595*pi,1.8018093965735975*pi,1.2798606490233329*pi) q[10];\nu3(3.44228345696178*pi,-0.40405162706496733*pi,2.4263787769766934*pi) q[11];\nu3(3.764110097800848*pi,3.3375957263302967*pi,0.7823183943707153*pi) q[12];\nu3(3.5511483524637946*pi,2.9638968714306784*pi,0.8498248112672604*pi) q[13];\nu3(3.3599875458131825*pi,0.2754918438656423*pi,1.2990973084722128*pi) q[14];\nu3(3.3922038760076236*pi,3.098207071007912*pi,0.6531057320814542*pi) q[15];\nu3(3.877932075688794*pi,2.7786704301790497*pi,1.7142760506713612*pi) q[16];\nRxxyyzz(0.394470693372753*pi,0.16718152315646684*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.4537273832486016*pi,0.24445797182556028*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4369870469260002*pi,0.26410316606795003*pi,0.05149274327958997*pi) q[2],q[5];\nRxxyyzz(0.45782493515295997*pi,0.2677259366233695*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.4536898720066703*pi,0.21889206717773743*pi,3.95339566206027*pi) q[4],q[8];\nRxxyyzz(0.3446234106038997*pi,0.18039029202824208*pi,3.8401599857366*pi) q[14],q[6];\nRxxyyzz(0.4353786079529499*pi,0.1676932195324834*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.3212533618556894*pi,0.30011656860971936*pi,0.13699111585627755*pi) q[10],q[12];\nu3(3.3068830479835296*pi,-0.4602157297469538*pi,4.452418217711792*pi) q[0];\nu3(3.116337397484305*pi,0.6917023529750606*pi,1.3029995673700325*pi) q[1];\nu3(3.9336290207466886*pi,3.2464513130366246*pi,3.249313931121353*pi) q[2];\nu3(3.768048877512924*pi,0.5781301487469093*pi,1.742265082948097*pi) q[3];\nu3(3.5721165752630095*pi,2.9054829057661697*pi,1.1678753016174195*pi) q[4];\nu3(3.260983854830317*pi,0.648041052052954*pi,3.9955329248711156*pi) q[5];\nu3(3.2881848495932977*pi,3.160717140578555*pi,1.1188765912166503*pi) q[6];\nu3(3.2259213522260444*pi,2.876850610186731*pi,1.769131686971129*pi) q[7];\nu3(3.6215816194103403*pi,0.7921310570906241*pi,1.0212394091370025*pi) q[8];\nu3(3.6447056182401196*pi,-0.3585473398232102*pi,1.1735748805200896*pi) q[9];\nu3(3.3947234541456206*pi,0.208557279527242*pi,0.8170520709023116*pi) q[10];\nu3(3.3557700348609885*pi,3.403790010711122*pi,4.290791086313182*pi) q[11];\nu3(3.300580251425698*pi,0.8391108699649563*pi,4.484984392031363*pi) q[12];\nu3(3.6426836427909075*pi,2.4462735813394074*pi,1.7868771248909923*pi) q[13];\nu3(3.132914875997531*pi,2.3809926924130678*pi,0.9688472796241825*pi) q[14];\nu3(3.318116627779511*pi,-0.17897648367124974*pi,4.051058173568961*pi) q[15];\nRxxyyzz(0.45535934871239026*pi,0.11139405374164169*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4345908545216596*pi,0.32855905325245427*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4284516696157498*pi,0.2923824435018186*pi,0.10262158398010934*pi) q[4],q[9];\nRxxyyzz(0.38816139360665053*pi,0.19781966827175207*pi,0.1342518731558058*pi) q[12],q[5];\nRxxyyzz(0.4070251177571497*pi,0.1879177951296728*pi,3.9181964021286504*pi) q[8],q[6];\nRxxyyzz(0.455255231012071*pi,0.3798520501127429*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.44092503113062975*pi,0.1697382861492751*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.3965899872475799*pi,0.18612603572361938*pi,0.11137486997226181*pi) q[13],q[15];\nu3(3.628364826953528*pi,1.1386874876229216*pi,1.3441668222358967*pi) q[0];\nu3(3.4645458946682615*pi,0.5198423518402451*pi,2.016115752419422*pi) q[1];\nu3(3.255940581678005*pi,-0.4113985483366265*pi,3.646281915404334*pi) q[2];\nu3(3.700461696316*pi,3.18246129079161*pi,0.6084551321542572*pi) q[4];\nu3(3.4650684280843764*pi,2.2018994712900124*pi,0.7172153723729707*pi) q[5];\nu3(3.491017439412551*pi,0.322206360226556*pi,1.6773856968947802*pi) q[6];\nu3(3.416298548239191*pi,-0.12360908188110131*pi,1.8921333638553348*pi) q[7];\nu3(3.3578752408010546*pi,2.8003549093565345*pi,0.8907776676874137*pi) q[8];\nu3(3.2507964749886855*pi,2.979671459151133*pi,3.19675706621545*pi) q[9];\nu3(3.471067490491445*pi,0.42846894666109814*pi,1.1648246103118614*pi) q[10];\nu3(3.6397520182103547*pi,0.2982080619674421*pi,0.5838419972479352*pi) q[11];\nu3(3.130432495244364*pi,2.8958675971941616*pi,0.6135700982398744*pi) q[12];\nu3(3.7938656536009283*pi,2.54470804529113*pi,0.9876656924222366*pi) q[13];\nu3(3.81666116544565*pi,3.1224656346925146*pi,1.3388751385384934*pi) q[14];\nu3(3.697225068046113*pi,0.29692643766115234*pi,4.357409667307687*pi) q[15];\nu3(3.766301466589564*pi,0.43896198797355934*pi,1.8090946579684968*pi) q[16];\nRxxyyzz(0.2742216254151995*pi,0.19433454317128573*pi,3.93206537612693*pi) q[0],q[15];\nRxxyyzz(0.41244425563033016*pi,0.219794096681436*pi,3.9478897971882603*pi) q[1],q[2];\nRxxyyzz(0.4459172905223401*pi,0.3652734982943051*pi,3.9233075191614604*pi) q[12],q[3];\nRxxyyzz(0.3542018963543102*pi,0.1973141088213647*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.46596198832306013*pi,0.15894988444532*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.42979978627115933*pi,0.27723196453730237*pi,3.9048779112977106*pi) q[13],q[6];\nRxxyyzz(0.4035294363805399*pi,0.24835938187850454*pi,3.8322944387430007*pi) q[9],q[16];\nRxxyyzz(0.3998096374741502*pi,0.22167087177314482*pi,0.0*pi) q[14],q[11];\nu3(3.5576304702322172*pi,-0.42666255623856086*pi,2.0133760909427103*pi) q[0];\nu3(3.186463386406376*pi,2.981455155893699*pi,1.7954344162465654*pi) q[1];\nu3(3.718311646755765*pi,-0.4993131065772447*pi,1.193148402677806*pi) q[2];\nu3(3.385367672324711*pi,3.2197743612360794*pi,4.427015764108441*pi) q[3];\nu3(3.320045194732772*pi,0.5003347548970016*pi,1.1391101525933083*pi) q[4];\nu3(3.143940590124686*pi,2.8704129330260786*pi,0.7492069188085528*pi) q[5];\nu3(3.9005410581928093*pi,3.4548837696409733*pi,0.9109700521571238*pi) q[6];\nu3(3.4647419480992507*pi,-0.1640960424735325*pi,1.4516319717811639*pi) q[7];\nu3(3.3444976500491883*pi,-0.01803534632832593*pi,0.8296980269476828*pi) q[9];\nu3(3.537422296312239*pi,1.1801619903899065*pi,1.60442918951549*pi) q[10];\nu3(3.4910449472096206*pi,3.083940547069822*pi,0.7714483899137266*pi) q[11];\nu3(3.3502418584449485*pi,2.686462336906973*pi,0.5325583347151721*pi) q[12];\nu3(3.5682346453431437*pi,2.8593425003805772*pi,1.0807335702980745*pi) q[13];\nu3(3.3290990824597766*pi,0.534656010635832*pi,0.5384948226176167*pi) q[14];\nu3(3.500020045137364*pi,0.7140790869751747*pi,2.0260330006485465*pi) q[15];\nu3(3.3722320703763113*pi,2.5547849497083814*pi,2.3780916794590166*pi) q[16];\nRxxyyzz(0.3332258151721499*pi,0.2336721055364941*pi,3.86899841098731*pi) q[0],q[7];\nRxxyyzz(0.39566394102241*pi,0.1787736813746247*pi,0.13950850989035138*pi) q[1],q[10];\nRxxyyzz(0.4493896502258995*pi,0.31008558410683124*pi,3.8156856530380088*pi) q[3],q[2];\nRxxyyzz(0.4464850604723204*pi,0.05856704913375921*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.33718551213171477*pi,0.309063415189596*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.48334091803670975*pi,0.24013490367717694*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.45312168684532006*pi,0.3513148760203465*pi,3.74361446640731*pi) q[12],q[9];\nRxxyyzz(0.45648548804657973*pi,0.3096715055242914*pi,0.16651396220974787*pi) q[15],q[16];\nu3(3.51011630452818*pi,0.6006354145377069*pi,1.3310879543732494*pi) q[0];\nu3(3.198577664901631*pi,3.1443324156432997*pi,1.79583612083388*pi) q[1];\nu3(3.403086958720792*pi,-0.21744878432025622*pi,1.4113341152901437*pi) q[2];\nu3(3.6309189952273426*pi,0.6196127478120754*pi,0.8485876528809255*pi) q[3];\nu3(3.281782707792985*pi,2.586559525712995*pi,0.914726960785229*pi) q[4];\nu3(3.208628742460198*pi,1.0237344011918628*pi,1.4010145546649426*pi) q[5];\nu3(3.2102372764298415*pi,3.199334815201957*pi,1.178642264974485*pi) q[6];\nu3(3.8645490311940787*pi,2.577191897929485*pi,0.5733014730413504*pi) q[7];\nu3(3.760187736907286*pi,3.266531130312826*pi,1.017283531321441*pi) q[8];\nu3(3.4655580717461616*pi,3.1419349140187682*pi,4.2080075199513125*pi) q[9];\nu3(3.1887026250708663*pi,0.5531191979151722*pi,3.7214060082538087*pi) q[10];\nu3(3.1691103505496327*pi,0.6012095865134546*pi,0.9294636522678357*pi) q[11];\nu3(3.2921302970833595*pi,-0.11742388428221312*pi,2.2058473087577184*pi) q[12];\nu3(3.334834325576087*pi,-0.0901370030147648*pi,3.9822706769262015*pi) q[14];\nu3(3.6234143832935257*pi,3.483757690399881*pi,3.9709158171069365*pi) q[15];\nu3(3.115146787163327*pi,0.06558915491999362*pi,0.558229719081662*pi) q[16];\nRxxyyzz(0.4814896477369697*pi,0.20506350196782108*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.39346284212812943*pi,0.1972246079872822*pi,3.8386933637997593*pi) q[1],q[6];\nRxxyyzz(0.4276799190377799*pi,0.29877413423580024*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.38658362481897984*pi,0.26250879304372887*pi,0.22856361537131303*pi) q[12],q[3];\nRxxyyzz(0.4309996386905901*pi,0.28302911158918725*pi,3.89994647816854*pi) q[4],q[10];\nRxxyyzz(0.4017293589209301*pi,0.21664348661802502*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.4237863630078015*pi,0.2755314042723995*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4330621936029794*pi,0.1888649391783819*pi,3.9361625603498904*pi) q[13],q[11];\nu3(3.6312063121671576*pi,2.9426460856223993*pi,0.6497605925518615*pi) q[0];\nu3(3.2552706063940096*pi,2.4957153209744902*pi,2.2791797741878654*pi) q[1];\nu3(3.9913875737139506*pi,-0.1638443300261191*pi,2.414661092041196*pi) q[2];\nu3(3.4259883211167037*pi,3.3846297314047957*pi,3.5969912191431543*pi) q[3];\nu3(3.2486430411661558*pi,2.759477330187227*pi,0.8162795137038774*pi) q[4];\nu3(3.9049125629040944*pi,2.47208185150782*pi,1.3537944644369428*pi) q[5];\nu3(3.2465257648918247*pi,0.5063167516360423*pi,0.5577641872344934*pi) q[6];\nu3(3.431337640940919*pi,2.909317576168941*pi,0.7136588057903723*pi) q[7];\nu3(3.611712436862907*pi,0.21292964686543325*pi,2.475647516452497*pi) q[8];\nu3(3.619265344329419*pi,3.3634939191125612*pi,1.9837691098036536*pi) q[9];\nu3(3.2013651310900353*pi,0.14017613592191613*pi,1.9492558107039208*pi) q[10];\nu3(3.4630869278496617*pi,-0.31656657937078425*pi,1.2608542275128767*pi) q[11];\nu3(3.502042597931891*pi,2.9035045242330346*pi,3.6984946988467042*pi) q[12];\nu3(3.5917692331761923*pi,3.276180329726588*pi,2.36994845291175*pi) q[13];\nu3(3.2465043340134416*pi,2.6252167911072126*pi,0.8253296398889046*pi) q[15];\nu3(3.6852691262368364*pi,3.069654915659048*pi,2.374717278355374*pi) q[16];\nRxxyyzz(0.4345817200899651*pi,0.36661016706988003*pi,3.9500526489260914*pi) q[2],q[0];\nRxxyyzz(0.31458351176117993*pi,0.2812893936383951*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.3803406766332395*pi,0.22736236662349588*pi,3.887574056071081*pi) q[3],q[11];\nRxxyyzz(0.45477700138103994*pi,0.24509634888872778*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4216075457797698*pi,0.32722274119482897*pi,0.06652805466765574*pi) q[8],q[5];\nRxxyyzz(0.39429585729158667*pi,0.11341209512587658*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4440934365685995*pi,0.28287549359779196*pi,0.16141529163846235*pi) q[12],q[7];\nRxxyyzz(0.43520841550120615*pi,0.3077886961438827*pi,0.0*pi) q[13],q[14];\nu3(3.3533355576073265*pi,3.0569043037396906*pi,4.432282822386627*pi) q[0];\nu3(3.3754530865901837*pi,3.022634413944373*pi,0.7625706521905204*pi) q[1];\nu3(3.4561921077592697*pi,2.4405483336929614*pi,4.101825628366086*pi) q[2];\nu3(3.107264289211522*pi,-0.1466585407471933*pi,1.7033548279219621*pi) q[3];\nu3(3.4774985058090566*pi,3.399956496669544*pi,0.9843593243849216*pi) q[4];\nu3(3.152551983785739*pi,3.10758282276797*pi,1.7074254756505722*pi) q[5];\nu3(3.173857886061315*pi,0.6037866817010427*pi,0.7512586436426216*pi) q[6];\nu3(3.0544983169735676*pi,-0.24168264847222454*pi,2.9913706411051812*pi) q[7];\nu3(3.7808056106381973*pi,0.030757865573243892*pi,3.0525616528783845*pi) q[8];\nu3(3.7240165160152348*pi,3.363500172859095*pi,1.295014462908518*pi) q[9];\nu3(3.4269312422966878*pi,2.338455902860335*pi,2.297724745480187*pi) q[10];\nu3(3.34731791725037*pi,3.351964531402881*pi,0.685623874427217*pi) q[11];\nu3(3.6731440386665355*pi,2.217493920507697*pi,1.0215530638533326*pi) q[12];\nu3(3.874715790445312*pi,-0.41782559623018845*pi,3.7506692974783022*pi) q[13];\nu3(3.6037895142224947*pi,0.4533851573591975*pi,2.237356951913169*pi) q[14];\nu3(3.6577748281316493*pi,3.2351943847675786*pi,2.291798415251556*pi) q[15];\nmeasure q[14] -> c[4];\nmeasure q[2] -> c[14];\nmeasure q[0] -> c[16];\nRxxyyzz(0.4044748561300998*pi,0.22651862097413317*pi,0.043994270185171436*pi) q[6],q[1];\nRxxyyzz(0.35795741029751943*pi,0.10221799955406308*pi,3.9228308961197094*pi) q[4],q[3];\nRxxyyzz(0.41864374657496994*pi,0.2664054789386372*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.40577955241300995*pi,0.19811520413141395*pi,0.10141113134520185*pi) q[13],q[7];\nRxxyyzz(0.3890102464375492*pi,0.2447586007165858*pi,3.9131370824975598*pi) q[8],q[9];\nRxxyyzz(0.45119348674272985*pi,0.1650464112463308*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.3841255131861895*pi,0.1653406043204787*pi,0.0*pi) q[16],q[15];\nu3(3.5389900942582297*pi,2.4045142946186733*pi,0.9879767130015059*pi) q[1];\nu3(0.4151169028383452*pi,2.583779354025921*pi,1.4457127021690472*pi) q[3];\nu3(1.3583143326452547*pi,-0.22159597297193206*pi,1.030328107488211*pi) q[4];\nu3(3.8696250329363537*pi,1.324113038266785*pi,1.5695202553182763*pi) q[5];\nu3(3.625497937436045*pi,0.6991581596533583*pi,3.085414598266614*pi) q[6];\nu3(3.4781613866329977*pi,2.9671504327268594*pi,1.7667668283396805*pi) q[7];\nu3(3.657165532965115*pi,2.4802759249012896*pi,2.4367084073965075*pi) q[8];\nu3(3.7357695264483306*pi,2.233104417310859*pi,0.5101332002823824*pi) q[9];\nu3(3.1435536152386616*pi,-0.45298458038761247*pi,1.4614714582491577*pi) q[10];\nu3(3.667305802066349*pi,-0.04175395979904861*pi,1.5970091281825345*pi) q[11];\nu3(3.6314336203938122*pi,-0.34624365690402864*pi,0.8945445507131549*pi) q[12];\nu3(3.3990510293045615*pi,2.8942860891656768*pi,4.160910627068663*pi) q[13];\nu3(3.915572665505529*pi,-0.12115875580407459*pi,0.8039572292956607*pi) q[15];\nu3(3.6250851926815453*pi,1.1446764212366554*pi,1.194887277483058*pi) q[16];\nmeasure q[4] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[15] -> c[2];\nmeasure q[8] -> c[3];\nmeasure q[16] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[5] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[3] -> c[12];\nmeasure q[9] -> c[13];\nmeasure q[11] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.55275946411628*pi,2.280802988665468*pi,3.2770465519427474*pi) q[0];\nu3(3.6136851477790217*pi,3.05115214287708*pi,3.7287780922017886*pi) q[1];\nu3(3.476012101101488*pi,-0.39516461459233043*pi,1.8821321325172584*pi) q[2];\nu3(3.560740981196351*pi,3.4245640668339683*pi,3.1898265989224317*pi) q[3];\nu3(3.354159095736462*pi,0.8739775432142203*pi,1.0712282173956988*pi) q[4];\nu3(3.603935632123604*pi,3.340386945100657*pi,2.787902546374727*pi) q[5];\nu3(3.337957378949398*pi,2.6576742714219623*pi,1.9430199260481347*pi) q[6];\nu3(3.706037012503242*pi,-0.20073753247228054*pi,4.33872955638845*pi) q[7];\nu3(3.26711940644655*pi,3.13901449293403*pi,4.3715183310616315*pi) q[8];\nu3(3.152060429288044*pi,-0.2194081802178307*pi,0.7066731207054793*pi) q[9];\nu3(3.809590209757134*pi,2.6937118944676697*pi,4.459645965678031*pi) q[10];\nu3(3.7225549953128003*pi,-0.48790416166020656*pi,3.1428010209556803*pi) q[11];\nu3(3.5093237947974405*pi,2.5044179778452866*pi,1.097673340258695*pi) q[12];\nu3(3.6832040731393527*pi,0.23785247456537006*pi,3.954462876461453*pi) q[13];\nu3(3.380729384080708*pi,0.2890000853291518*pi,2.5694897278171096*pi) q[14];\nu3(3.5999966256431484*pi,0.8768824350267117*pi,2.5687764493265215*pi) q[15];\nu3(3.187216383246106*pi,0.07345779326512814*pi,1.1210119507707939*pi) q[16];\nRxxyyzz(0.43974226533957006*pi,0.1895431060779922*pi,0.0405155939008832*pi) q[0],q[2];\nRxxyyzz(0.3222609273312599*pi,0.27082823850407234*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3965667111735401*pi,0.22471833361389576*pi,0.11515124964036409*pi) q[3],q[12];\nRxxyyzz(0.3259941164055099*pi,0.1743723550101226*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4170825756584797*pi,0.3814566423897827*pi,0.13761563507583308*pi) q[5],q[16];\nRxxyyzz(0.39637281971093996*pi,0.16726214372323883*pi,3.95372616140846*pi) q[6],q[11];\nRxxyyzz(0.26196514676796*pi,0.17143671693088403*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4238443097076096*pi,0.17746767152935883*pi,3.91704172543521*pi) q[9],q[13];\nu3(3.7265628827733166*pi,0.34062128094941857*pi,1.0324197307453375*pi) q[0];\nu3(3.678731388352071*pi,-0.3979276340380711*pi,1.0086487315550192*pi) q[1];\nu3(3.9358609954489223*pi,2.6347747046617602*pi,3.9451282487910984*pi) q[2];\nu3(3.158552950130647*pi,-0.4158234814449788*pi,2.652559425424798*pi) q[3];\nu3(3.4844493256564406*pi,2.6065974357075454*pi,1.657683166566271*pi) q[4];\nu3(3.7897193072671356*pi,-0.32024770439489647*pi,1.7840038469553734*pi) q[5];\nu3(3.497302616351203*pi,3.450791440670212*pi,2.370589211989261*pi) q[6];\nu3(3.720535374039601*pi,0.8293654606994263*pi,1.4091315942745557*pi) q[7];\nu3(3.182013822050501*pi,1.0059401581034337*pi,1.3756138875397181*pi) q[8];\nu3(3.4279051952205393*pi,0.7720109519455209*pi,0.7806725559954923*pi) q[9];\nu3(3.2738370963773242*pi,3.06302182719857*pi,1.1395547580161123*pi) q[10];\nu3(3.430361360443091*pi,3.196684309525436*pi,0.9477327355722367*pi) q[11];\nu3(3.631101254385164*pi,1.3993470492725137*pi,0.8883778911218911*pi) q[12];\nu3(3.93161111454648*pi,-0.17898504434756896*pi,2.079643806610549*pi) q[13];\nu3(3.7815032524016634*pi,2.8090694320821337*pi,1.9357779424394026*pi) q[14];\nu3(3.4330537916999893*pi,3.3179637309300434*pi,3.331084506994774*pi) q[16];\nRxxyyzz(0.3656744667262207*pi,0.1811371547271109*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.37654413213095944*pi,0.2598289062476784*pi,0.06284795059047917*pi) q[1],q[5];\nRxxyyzz(0.4603124111716302*pi,0.2916188937111783*pi,0.1069727720725877*pi) q[2],q[3];\nRxxyyzz(0.4190433166072497*pi,0.2643621244465652*pi,3.922100664341011*pi) q[4],q[15];\nRxxyyzz(0.3724522314871096*pi,0.26804176144733305*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.35209288680185*pi,0.27069513317810134*pi,3.85741175414622*pi) q[7],q[11];\nRxxyyzz(0.3991708434773216*pi,0.17244177753981238*pi,3.9560189078734593*pi) q[8],q[14];\nRxxyyzz(0.46145217864203925*pi,0.3132801906757434*pi,0.0*pi) q[10],q[16];\nu3(3.493432309485482*pi,3.4699986004905226*pi,0.8268232769546674*pi) q[0];\nu3(3.344958522706431*pi,-0.396235135691272*pi,1.2308552229824334*pi) q[1];\nu3(3.494279626104335*pi,3.445013097275986*pi,0.7997471993694103*pi) q[2];\nu3(3.573098095582435*pi,0.15089507779268618*pi,4.087633359279451*pi) q[3];\nu3(3.46919034766799*pi,3.260591354332258*pi,2.4499477179121456*pi) q[4];\nu3(3.4547781052594657*pi,0.9308981876997298*pi,4.371797977327374*pi) q[5];\nu3(3.6973352104095416*pi,3.4202436855386664*pi,3.9652400604871945*pi) q[6];\nu3(3.597383238337644*pi,2.460167769271739*pi,1.0978469776465911*pi) q[7];\nu3(3.640222163367446*pi,3.344665070334225*pi,0.6714616478281314*pi) q[8];\nu3(3.666673354633632*pi,-0.2842231486313449*pi,0.9372550459966291*pi) q[9];\nu3(3.3284898172752406*pi,0.19160744716221756*pi,0.5954573048996106*pi) q[10];\nu3(3.482164130354043*pi,3.0963307009557495*pi,1.9114146475323677*pi) q[11];\nu3(3.603477274276008*pi,2.809234419925381*pi,2.227176838470561*pi) q[13];\nu3(3.645108506284549*pi,2.376235481275567*pi,0.6491748475838595*pi) q[14];\nu3(3.4764296369122696*pi,-0.07879737477579496*pi,2.408901376683261*pi) q[15];\nu3(3.941776312623294*pi,2.376736610711019*pi,0.7219991750447234*pi) q[16];\nRxxyyzz(0.4589756636976493*pi,0.24197468266599945*pi,0.20849210658662976*pi) q[0],q[16];\nRxxyyzz(0.4082853373277513*pi,0.19299063019055573*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3275531561814501*pi,0.29584898228647116*pi,0.0992953730435282*pi) q[2],q[12];\nRxxyyzz(0.45855337174735045*pi,0.38488043794068727*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.2878873784542799*pi,0.19428099524666387*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3878951659181404*pi,0.1673922057146759*pi,0.07929972236399858*pi) q[9],q[7];\nRxxyyzz(0.34761029206820926*pi,0.145485763792789*pi,0.0*pi) q[11],q[13];\nu3(3.564906762094688*pi,0.7730986424139061*pi,4.344301233337474*pi) q[0];\nu3(3.286668588700872*pi,2.2015299176007614*pi,2.076511096850619*pi) q[1];\nu3(3.1185955970813977*pi,3.4946774351299585*pi,0.6297471977081184*pi) q[2];\nu3(3.611577079042888*pi,3.3405109658813306*pi,1.8187311160869517*pi) q[3];\nu3(3.1556806970738247*pi,-0.087440305742781*pi,4.105302987555365*pi) q[4];\nu3(3.8133617229311265*pi,-0.15789083426470035*pi,0.6985980619992382*pi) q[5];\nu3(3.7869680327959183*pi,3.2159600022309185*pi,2.0718204974528023*pi) q[6];\nu3(3.521569543491652*pi,-0.4443030250889672*pi,3.8069951280133982*pi) q[7];\nu3(3.693137337150981*pi,3.3759898097458363*pi,3.907083030622617*pi) q[9];\nu3(3.2052666460367503*pi,0.3768474799991228*pi,1.0624878220811196*pi) q[10];\nu3(3.553745273906711*pi,3.052092578564343*pi,0.5916478572995325*pi) q[11];\nu3(3.1746214268610493*pi,1.6337761537816293*pi,4.379481703000539*pi) q[12];\nu3(3.5690097123006685*pi,3.1782906943288487*pi,0.6890344601942209*pi) q[13];\nu3(3.4001553348662528*pi,3.4409141613863037*pi,2.711650522070438*pi) q[16];\nRxxyyzz(0.37811550364670016*pi,0.22199954404772185*pi,0.13526917935040925*pi) q[1],q[0];\nRxxyyzz(0.3892682300258699*pi,0.2347887262090893*pi,0.1712329051613462*pi) q[2],q[15];\nRxxyyzz(0.2725471164395496*pi,0.1311497487271418*pi,3.95023068951179*pi) q[4],q[14];\nRxxyyzz(0.4650771202951708*pi,0.2509895173443609*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4306174034560738*pi,0.25452267141021157*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.387137468431459*pi,0.37709539627078703*pi,3.7633360814621994*pi) q[12],q[10];\nRxxyyzz(0.39157359486982*pi,0.2082265183179316*pi,0.0*pi) q[16],q[11];\nu3(3.6925754699003526*pi,2.894904809612808*pi,0.574506006728345*pi) q[0];\nu3(3.1946450738625476*pi,0.6532346236941906*pi,3.7141941212804683*pi) q[1];\nu3(3.2063696978000795*pi,-0.4182079427027915*pi,3.5387103657797137*pi) q[2];\nu3(3.7205581784458626*pi,0.7038407233943835*pi,1.4940226110977024*pi) q[4];\nu3(3.5597945091383876*pi,2.8885012981119123*pi,0.693657043730722*pi) q[7];\nu3(3.266780883096372*pi,3.0818846564505473*pi,0.9824940578292949*pi) q[8];\nu3(3.5792472528639387*pi,0.279019218448195*pi,1.8893238781282833*pi) q[9];\nu3(3.8675287613811693*pi,0.23844911487109766*pi,1.7492794918011452*pi) q[10];\nu3(3.660271047453422*pi,-0.3482699021376717*pi,1.0314528562728413*pi) q[11];\nu3(3.415944569794796*pi,0.02126123469974217*pi,0.5445874612664614*pi) q[12];\nu3(3.563269930755215*pi,0.10415770900362231*pi,1.05433831643572*pi) q[13];\nu3(3.1457931838300754*pi,-0.024159279877581263*pi,0.8454282748214728*pi) q[14];\nu3(3.815106056380954*pi,3.1664318760027728*pi,4.2958504625277465*pi) q[15];\nu3(3.6523977973631343*pi,3.2666706700327643*pi,1.0128322432153443*pi) q[16];\nRxxyyzz(0.4715955130016898*pi,0.26717601451252726*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.45103414416999943*pi,0.385560487417242*pi,3.864530582184381*pi) q[1],q[9];\nRxxyyzz(0.45929734431621017*pi,0.1862437183765302*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.39221819328971946*pi,0.2815833112039918*pi,3.86555162432709*pi) q[4],q[5];\nRxxyyzz(0.4126292360042002*pi,0.25709923172351634*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.2751764901738394*pi,0.14045920490554265*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.40902855365794555*pi,0.2970071181002416*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.39371507490024027*pi,0.22078631166618096*pi,3.84438614862797*pi) q[16],q[14];\nu3(3.4153687792242597*pi,3.1370464178118236*pi,1.1881236324637936*pi) q[0];\nu3(3.337906906584596*pi,-0.13191709253556594*pi,4.317008456493288*pi) q[1];\nu3(3.4248961271164937*pi,0.7129048150995363*pi,1.7889306933117897*pi) q[2];\nu3(3.231782023061445*pi,3.026141004908079*pi,0.7510662218935282*pi) q[3];\nu3(3.2580083508141144*pi,1.1349362664718285*pi,0.7669868112031155*pi) q[4];\nu3(3.642137320925323*pi,2.9988521726699524*pi,1.3364845976594495*pi) q[5];\nu3(3.8786063426253463*pi,0.11810921120634654*pi,0.9036900468496908*pi) q[6];\nu3(3.656263331376726*pi,3.3645132361874124*pi,3.5132580785935215*pi) q[7];\nu3(3.6441488351625786*pi,0.3713940814130421*pi,0.8320412516750066*pi) q[8];\nu3(3.5370064364568337*pi,2.375504156392696*pi,2.1880566935568595*pi) q[9];\nu3(3.182831628550858*pi,0.2368490439679115*pi,0.897371538398694*pi) q[10];\nu3(3.386932128657394*pi,2.126892770260503*pi,1.7633112478169561*pi) q[11];\nu3(3.7341396595139207*pi,1.0957200507028575*pi,1.6756084901264345*pi) q[12];\nu3(3.617439014580101*pi,3.3274357700023987*pi,1.65595497369062*pi) q[14];\nu3(3.6868685188888377*pi,-0.24717502715687406*pi,0.7358510762198653*pi) q[15];\nu3(3.662738067311749*pi,2.5988902680822217*pi,1.881076138974895*pi) q[16];\nRxxyyzz(0.44416429303290006*pi,0.21644574103702485*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.40474157033420977*pi,0.13432047135946057*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.34468766210008983*pi,0.09638419028312717*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.43886415683416935*pi,0.221141646119687*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.43577974993754964*pi,0.11087893947692262*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.452437672496269*pi,0.3859442000976977*pi,3.6831287735089706*pi) q[5],q[7];\nRxxyyzz(0.39991366181576005*pi,0.0721079496600624*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.36449194649698535*pi,0.17347833078181196*pi,0.0*pi) q[9],q[16];\nu3(3.844005928716719*pi,3.4633931795852684*pi,0.5205816937610768*pi) q[0];\nu3(3.790688554442345*pi,-0.38798300832042387*pi,1.0087242317817458*pi) q[1];\nu3(3.7285921790207377*pi,2.969284729771176*pi,1.1715246913102133*pi) q[2];\nu3(3.618892686437*pi,0.5665032180981*pi,1.0766529880791165*pi) q[3];\nu3(3.2880126628291055*pi,0.8267664729612412*pi,1.3405108606171585*pi) q[4];\nu3(3.732057776947305*pi,1.1671482181657793*pi,0.6412267477528459*pi) q[5];\nu3(3.3287975893487705*pi,2.557681461705131*pi,2.429140308771852*pi) q[6];\nu3(3.7852738110576976*pi,-0.37818458085936024*pi,4.394520691025287*pi) q[7];\nu3(3.6940390592656387*pi,2.386094904530113*pi,1.9751149417565077*pi) q[8];\nu3(3.6728094129288906*pi,3.2440361329477927*pi,1.6637469183426592*pi) q[9];\nu3(3.4783529789893457*pi,-0.45739449259229786*pi,2.4882055795469324*pi) q[10];\nu3(3.318442328003209*pi,3.457596907847034*pi,3.7217393110820254*pi) q[12];\nu3(3.8509696835256735*pi,3.1702146779082696*pi,2.085066010324321*pi) q[13];\nu3(3.490568777131479*pi,3.289530879376069*pi,3.837872787966955*pi) q[14];\nu3(3.4497228432500786*pi,-0.36327893606194017*pi,1.796548718293651*pi) q[15];\nu3(3.1213101238223975*pi,3.0448857861836194*pi,0.6330595867003204*pi) q[16];\nRxxyyzz(0.36659980194730885*pi,0.23696292664799093*pi,3.88664667278523*pi) q[4],q[0];\nRxxyyzz(0.46313199346240985*pi,0.22237247127214632*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.26843240625310494*pi,0.04199823190098517*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.41832848610323303*pi,0.16119361048031788*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.33674239232398956*pi,0.2358750485755916*pi,3.8783405362376904*pi) q[6],q[5];\nRxxyyzz(0.3006864286854196*pi,0.19003982971305788*pi,3.8586005857322405*pi) q[8],q[11];\nRxxyyzz(0.4314877950357501*pi,0.18814991289301386*pi,0.0*pi) q[13],q[12];\nRxxyyzz(0.3417393385082398*pi,0.06680402695451915*pi,0.0*pi) q[14],q[15];\nu3(3.468984149753765*pi,0.5309598705366383*pi,2.4338712778573117*pi) q[0];\nu3(3.708229595431081*pi,0.7916100049231656*pi,1.0038553445198908*pi) q[1];\nu3(3.597549674340026*pi,3.2084026878877596*pi,4.3142453848313895*pi) q[2];\nu3(3.5675378771221817*pi,2.7000789409285346*pi,0.5640931430611711*pi) q[3];\nu3(3.8841671557500645*pi,2.6856666265937426*pi,1.6580260449018853*pi) q[4];\nu3(3.544024381270632*pi,-0.008526232760012964*pi,2.435316862039736*pi) q[5];\nu3(3.769816611697729*pi,0.6581770379940761*pi,0.8006848754093483*pi) q[6];\nu3(3.8840489802512477*pi,1.9294977246465397*pi,1.7100903140624752*pi) q[7];\nu3(3.228854352587393*pi,3.103286992465227*pi,1.533579376004765*pi) q[8];\nu3(3.5403517844247077*pi,0.023493098930199352*pi,4.394765014573638*pi) q[9];\nu3(3.5275294383470213*pi,3.24539642204782*pi,3.782169998775911*pi) q[10];\nu3(3.579525176793697*pi,2.1621102296113484*pi,1.8216701776280098*pi) q[11];\nu3(3.6958629223535744*pi,2.4807338033058324*pi,1.9772859564766467*pi) q[12];\nu3(3.141499160537799*pi,3.0807376989618818*pi,0.9036062083244571*pi) q[13];\nu3(3.187767882130331*pi,2.218296889264918*pi,1.6152233443110111*pi) q[14];\nu3(3.1883415717251915*pi,2.5828602642347915*pi,0.6817950842140278*pi) q[15];\nRxxyyzz(0.4795663363578311*pi,0.16733108503885785*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.40483878281288*pi,0.23901694223107006*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.2991835815018393*pi,0.23268133226449628*pi,0.1137237894353933*pi) q[12],q[3];\nRxxyyzz(0.3647539742759803*pi,0.29812859564590516*pi,3.9557235975343805*pi) q[4],q[7];\nRxxyyzz(0.28025727845500004*pi,0.1566373135270026*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4175625439570395*pi,0.16399780310579531*pi,3.947104970434859*pi) q[6],q[16];\nRxxyyzz(0.4281574588255193*pi,0.28156735618159145*pi,3.94086832968603*pi) q[15],q[8];\nRxxyyzz(0.40028905666608944*pi,0.12631568239249227*pi,3.9161776692502297*pi) q[10],q[11];\nu3(3.7422546995360118*pi,-0.2501187153830221*pi,2.15690301017579*pi) q[0];\nu3(3.70602279131145*pi,1.0269961636141873*pi,2.3716478956408844*pi) q[2];\nu3(3.2710726253705618*pi,3.240765178906538*pi,1.6453511013959088*pi) q[3];\nu3(3.8829084354189156*pi,1.26410254387817*pi,0.6895274470902528*pi) q[4];\nu3(3.49602740049101*pi,0.14763567016416412*pi,0.623825719888881*pi) q[5];\nu3(3.7817804649738207*pi,0.18024564896729378*pi,0.7254645319683308*pi) q[6];\nu3(3.5817794435886703*pi,3.2043740308700537*pi,1.3972700795413235*pi) q[7];\nu3(3.284740692352463*pi,1.0845065416166682*pi,1.0219172958514076*pi) q[8];\nu3(3.322483196095389*pi,0.5039044449390815*pi,1.3252269945288275*pi) q[9];\nu3(3.2278709454934016*pi,2.8647391821030523*pi,1.122944944706913*pi) q[10];\nu3(3.469894007155335*pi,0.8475134716952955*pi,2.2368426167474262*pi) q[11];\nu3(3.416516311685079*pi,2.926450563178925*pi,1.0053188876343442*pi) q[12];\nu3(3.875262467686245*pi,2.624887474075565*pi,1.5347284673123602*pi) q[13];\nu3(3.548240794936758*pi,-0.18444951197194503*pi,0.8387397927968467*pi) q[14];\nu3(3.567937263789042*pi,0.26633085511619314*pi,1.4973470799489679*pi) q[15];\nu3(3.676862306743136*pi,-0.2859336375903631*pi,1.618646339475115*pi) q[16];\nRxxyyzz(0.3644163264457595*pi,0.15938145434472595*pi,0.03953099982579786*pi) q[16],q[1];\nRxxyyzz(0.29294275696816063*pi,0.15557049825034808*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.46016810304438927*pi,0.306769277003998*pi,0.09729535176564284*pi) q[15],q[3];\nRxxyyzz(0.35206489329129026*pi,0.336371531201598*pi,0.09360439017673805*pi) q[4],q[11];\nRxxyyzz(0.43437727084553013*pi,0.2835125749886558*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.32138215959925986*pi,0.24360385898961479*pi,3.8927624236947906*pi) q[14],q[8];\nRxxyyzz(0.2537188308805092*pi,0.19595688934599798*pi,0.062091333358102574*pi) q[13],q[10];\nu3(3.7589090463692596*pi,0.7021097687908557*pi,1.0449466789351225*pi) q[1];\nu3(3.559284522476339*pi,2.819199032315008*pi,2.2314203955324885*pi) q[2];\nu3(3.297387051503478*pi,-0.2608448127571426*pi,1.3132530230505757*pi) q[3];\nu3(3.2620477256265246*pi,3.3531653631436082*pi,0.5651066348739686*pi) q[4];\nu3(3.9051729250707456*pi,-0.29803990675832814*pi,1.9835457142364343*pi) q[6];\nu3(3.586909518965788*pi,0.09757316573569463*pi,0.5433457718276049*pi) q[7];\nu3(3.26686129500343*pi,3.2463438321132707*pi,4.436757649190282*pi) q[8];\nu3(3.1313887895180486*pi,1.4258073284663169*pi,0.5426456031852565*pi) q[10];\nu3(3.9004934787355428*pi,3.460884953090793*pi,1.132772544435321*pi) q[11];\nu3(3.5006141763611085*pi,2.5517031548203075*pi,1.1888652667657151*pi) q[12];\nu3(3.3640515567802716*pi,3.0480070964390094*pi,0.6990102481611803*pi) q[13];\nu3(3.5386223708251494*pi,3.3045846842433924*pi,2.0210483942727198*pi) q[14];\nu3(3.8790232842899317*pi,0.7777030608828819*pi,0.5697952550882199*pi) q[15];\nu3(3.6756823543731194*pi,2.975954457798112*pi,3.813515784734853*pi) q[16];\nRxxyyzz(0.3911214015604997*pi,0.1745786659852801*pi,0.08503390998947577*pi) q[2],q[0];\nRxxyyzz(0.23647382374390946*pi,0.1789132386871921*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.48782909152998*pi,0.24115622369085465*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.3145003021708001*pi,0.28819907464714367*pi,0.16704238383017334*pi) q[4],q[5];\nRxxyyzz(0.3581731765219297*pi,0.07967883592758007*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.2020711498771901*pi,0.176638801821016*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.45767611073267966*pi,0.2692935863813234*pi,3.9458499588476705*pi) q[16],q[12];\nRxxyyzz(0.45776962183872005*pi,0.22696624621393102*pi,0.0*pi) q[15],q[14];\nu3(3.2664299119910076*pi,1.6945881927363686*pi,0.6217994384237648*pi) q[0];\nu3(3.5926081581017737*pi,2.5622133412005357*pi,1.95273404711909*pi) q[1];\nu3(3.583471950339534*pi,2.9752062250457896*pi,4.158417055927528*pi) q[2];\nu3(3.0801948856112116*pi,3.441511345163325*pi,1.1359900050571552*pi) q[3];\nu3(3.331755790624152*pi,0.49461013199316717*pi,1.9662907389917348*pi) q[4];\nu3(3.5461116450169023*pi,3.040520276653641*pi,3.0498462935627235*pi) q[5];\nu3(3.777696383605326*pi,0.1967126484654752*pi,0.7860324386314351*pi) q[6];\nu3(3.26162723799475*pi,0.8693400484169531*pi,0.7299009953042894*pi) q[7];\nu3(3.254388506473873*pi,0.6215630912833789*pi,2.0392252805553315*pi) q[8];\nu3(3.869332763862025*pi,2.920726014495232*pi,1.8125805164267184*pi) q[9];\nu3(3.4543527381961323*pi,2.024516887129954*pi,1.5794490486523318*pi) q[11];\nu3(3.5676354255828873*pi,2.8461493719713458*pi,2.436822130222387*pi) q[12];\nu3(3.91351851331384*pi,3.3402432844600582*pi,3.740106438518917*pi) q[13];\nu3(3.3708925226419426*pi,0.23307975928932523*pi,2.4838764841311187*pi) q[14];\nu3(3.421398338912069*pi,-0.10369881894158439*pi,1.3709858969017554*pi) q[15];\nu3(3.672547262028857*pi,0.4179534680961372*pi,0.5161432763995006*pi) q[16];\nRxxyyzz(0.43942611097276973*pi,0.11354867689082948*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.45611435609693984*pi,0.3561945589442321*pi,3.76348025121405*pi) q[12],q[1];\nRxxyyzz(0.43583168733038014*pi,0.2699475486510874*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.34815888290605046*pi,0.2935987580216184*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4495704287123401*pi,0.2718731215162047*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4517944213945385*pi,0.2845710565443955*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.4371079378042597*pi,0.3891596164329095*pi,0.0757898189718258*pi) q[7],q[8];\nRxxyyzz(0.44812681236243934*pi,0.42402668006363353*pi,0.0*pi) q[15],q[16];\nu3(3.1963512494092368*pi,3.0215489097007815*pi,1.1119461067468093*pi) q[0];\nu3(3.338327068815738*pi,3.153243109138223*pi,1.4188654264279272*pi) q[1];\nu3(3.3622068906942735*pi,3.3729015160434686*pi,1.401641082816908*pi) q[2];\nu3(3.233675694558972*pi,-0.2298897207131277*pi,0.500580718254197*pi) q[3];\nu3(3.3995663825187727*pi,3.3958266691093693*pi,0.6170423126505677*pi) q[4];\nu3(3.545941161120744*pi,2.5297483163957297*pi,2.1138218573730194*pi) q[5];\nu3(3.4914802845882527*pi,1.350754227981438*pi,1.7948888130160907*pi) q[6];\nu3(3.355773201138139*pi,3.440375880828291*pi,1.2027775950933313*pi) q[7];\nu3(3.210823709168076*pi,1.1479957090738444*pi,4.49785466968415*pi) q[8];\nu3(3.4236308383409106*pi,2.3293051696429083*pi,1.5937367139531422*pi) q[10];\nu3(3.815926497895541*pi,2.556648287510205*pi,1.778471045482329*pi) q[11];\nu3(3.983918976983383*pi,2.143815422432789*pi,1.1387759776056912*pi) q[12];\nu3(3.382027293050731*pi,0.6813397126908984*pi,1.0559353985206688*pi) q[13];\nu3(3.5653673662769405*pi,0.3439225265904977*pi,1.2276577528287942*pi) q[14];\nu3(3.597819130713726*pi,0.5662711486646808*pi,0.7188321693786377*pi) q[15];\nu3(3.7723600494082095*pi,-0.20224181391455603*pi,1.5929612088830176*pi) q[16];\nRxxyyzz(0.42159169661097995*pi,0.3156061517475435*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.44173171337673006*pi,0.25194070879713193*pi,3.9177579940183396*pi) q[2],q[4];\nRxxyyzz(0.4535519941575503*pi,0.283990463583745*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.29351247478555487*pi,0.20546356244469077*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.36530573510050957*pi,0.1980848000152171*pi,3.9290943308755097*pi) q[11],q[7];\nRxxyyzz(0.4549258158686095*pi,0.19260521426526894*pi,3.89532109542656*pi) q[8],q[16];\nRxxyyzz(0.3905050077893702*pi,0.22645798278363027*pi,0.16518939293059864*pi) q[15],q[9];\nRxxyyzz(0.41479815387156715*pi,0.28113272725178273*pi,0.0*pi) q[14],q[12];\nu3(3.3829846830462955*pi,-0.3542409210517017*pi,0.8968890965666922*pi) q[0];\nu3(3.2418400863985766*pi,-0.03449316458474505*pi,1.880090262661892*pi) q[1];\nu3(3.9661552499937303*pi,-0.13408427346312068*pi,0.5879380636361118*pi) q[2];\nu3(3.23057031697244*pi,3.326124320279942*pi,4.290719676981963*pi) q[3];\nu3(3.5438825166014993*pi,0.9867235187612666*pi,0.592713172009161*pi) q[4];\nu3(3.351169898523888*pi,-0.1492690323613119*pi,1.1294418925920429*pi) q[5];\nu3(3.4164020156864754*pi,0.08303854044982284*pi,1.0780762203267558*pi) q[6];\nu3(3.386546817698766*pi,-0.03575290288597299*pi,0.6698252214550529*pi) q[7];\nu3(3.280502374182606*pi,3.4504897386876987*pi,1.4217442569395773*pi) q[8];\nu3(3.8026440995767263*pi,-0.05194275896253553*pi,2.968939137967877*pi) q[9];\nu3(3.159154120728524*pi,2.0180772577864854*pi,1.9650804236458452*pi) q[10];\nu3(3.2272288713242863*pi,1.681002273679895*pi,0.6612103851560915*pi) q[11];\nu3(3.598328318627754*pi,3.2609521474093706*pi,4.358023957223069*pi) q[12];\nu3(3.7925054381553007*pi,-0.2885872883249714*pi,3.9296824364463765*pi) q[14];\nu3(3.5714893726690384*pi,0.9075794023344275*pi,1.014499808132881*pi) q[15];\nu3(3.7581105153405985*pi,2.6286706215297375*pi,2.4924710787591664*pi) q[16];\nRxxyyzz(0.3461670473140401*pi,0.23532645844467703*pi,3.895992543441901*pi) q[14],q[0];\nRxxyyzz(0.38355193500301965*pi,0.19659539915922183*pi,0.08565086891903995*pi) q[8],q[1];\nRxxyyzz(0.3601229168721001*pi,0.210845800686839*pi,0.05409470467028976*pi) q[11],q[2];\nRxxyyzz(0.460061239100364*pi,0.3686857386240534*pi,3.920433565128274*pi) q[3],q[13];\nRxxyyzz(0.3460616940344501*pi,0.33948268290887684*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4912084167089722*pi,0.15767940788492718*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.47098554305551976*pi,0.15752955024493476*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.2159720037091692*pi,0.17720600280889887*pi,3.9562904417614106*pi) q[15],q[16];\nu3(3.393722932953811*pi,3.192149202333423*pi,1.3742482752451333*pi) q[0];\nu3(3.3359882445844162*pi,2.5515700642544212*pi,4.006081770941347*pi) q[1];\nu3(3.593430592515463*pi,2.6580795583483248*pi,3.851034857108851*pi) q[2];\nu3(3.5497360774963673*pi,-0.03175861278969344*pi,0.6353419421305533*pi) q[3];\nu3(3.3309579178537296*pi,3.4565847838903547*pi,0.5298677403300811*pi) q[4];\nu3(3.73563062558304*pi,-0.16703644141203577*pi,1.1230352977559832*pi) q[6];\nu3(3.6355791395633954*pi,1.087412673012091*pi,1.756514141511893*pi) q[7];\nu3(3.4495183685843176*pi,2.8830526695044054*pi,1.7459561467719034*pi) q[8];\nu3(3.310170638322073*pi,-0.13590006920248304*pi,4.437518625260994*pi) q[9];\nu3(3.415505781628976*pi,2.7320504389499565*pi,1.356725679378592*pi) q[10];\nu3(3.4668616970029866*pi,2.2856796773266086*pi,1.493968197651232*pi) q[11];\nu3(3.5246809214748596*pi,2.8701478672849685*pi,1.3314888622027776*pi) q[12];\nu3(3.2754948201272156*pi,-0.40541417850730954*pi,0.7927378150674316*pi) q[13];\nu3(3.189578520177369*pi,3.44995886408589*pi,3.714039089307091*pi) q[14];\nu3(3.186508960775304*pi,3.140062417953559*pi,1.0882590490419477*pi) q[15];\nu3(3.4441653133802994*pi,0.43834329302805575*pi,1.131384976299898*pi) q[16];\nRxxyyzz(0.42222996218195963*pi,0.36878733801774866*pi,3.9477080459056495*pi) q[5],q[0];\nRxxyyzz(0.43181348756698856*pi,0.2561313161916462*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.42142782189094996*pi,0.383220456087062*pi,0.2229670587024688*pi) q[11],q[4];\nRxxyyzz(0.36997507231814986*pi,0.31248548662611997*pi,0.1359256122394302*pi) q[12],q[7];\nRxxyyzz(0.4777789992486301*pi,0.06774032291338461*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.419569852360686*pi,0.1368954440880007*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.4069610629643101*pi,0.23471433060606828*pi,0.0*pi) q[16],q[14];\nu3(3.44578441941783*pi,-0.26852493781438513*pi,2.31010707993512*pi) q[0];\nu3(3.4399106975258595*pi,0.1715288935539241*pi,1.3520600508952803*pi) q[1];\nu3(3.1449438688143267*pi,2.3303968829620754*pi,0.9894769333493023*pi) q[4];\nu3(3.534381966639726*pi,2.7055436759383964*pi,0.5638088610808273*pi) q[5];\nu3(3.387393251579314*pi,-0.15620611050426392*pi,0.7852966728098494*pi) q[6];\nu3(3.9667098822631623*pi,3.2206300778457098*pi,4.02535594430342*pi) q[7];\nu3(3.5493836382635484*pi,-0.3882244613588717*pi,0.7845194497386832*pi) q[8];\nu3(3.279018871357669*pi,0.6530256831671193*pi,2.007134753466419*pi) q[9];\nu3(3.678990453441952*pi,0.20637573395859155*pi,1.7311104495464296*pi) q[10];\nu3(3.329258149237495*pi,0.20585122498007347*pi,4.474591077662534*pi) q[11];\nu3(3.6646900562701243*pi,0.12279146417397957*pi,1.8054923400255223*pi) q[12];\nu3(3.1952061608984694*pi,0.4516947062540272*pi,0.7856665514990421*pi) q[14];\nu3(3.720243147705752*pi,0.8015314849806208*pi,1.985366925357967*pi) q[15];\nu3(3.897959604046909*pi,3.4700884197009976*pi,1.990160369906429*pi) q[16];\nmeasure q[6] -> c[7];\nRxxyyzz(0.37179289418239986*pi,0.290685393498741*pi,0.24265445090796503*pi) q[4],q[0];\nRxxyyzz(0.3839497627080598*pi,0.18705621902973577*pi,0.04365986227589467*pi) q[11],q[2];\nRxxyyzz(0.3582216345302098*pi,0.1914951118166215*pi,3.912402926247101*pi) q[3],q[12];\nRxxyyzz(0.36399478199742047*pi,0.16617301609065027*pi,0.04056736885143753*pi) q[16],q[5];\nRxxyyzz(0.39786963588084934*pi,0.20973304876765664*pi,3.8920376765667903*pi) q[15],q[7];\nRxxyyzz(0.41478351984545037*pi,0.18254609344475708*pi,0.04577827089095472*pi) q[14],q[13];\nu3(3.7186486081590777*pi,0.328008927850751*pi,4.020703323539101*pi) q[0];\nu3(3.5745195596110557*pi,0.4089848993664773*pi,0.7250897054409304*pi) q[2];\nu3(3.429610198646343*pi,2.0253014325359207*pi,1.3084254937559472*pi) q[3];\nu3(3.8430480590044587*pi,-0.3619890165329398*pi,4.060801306653022*pi) q[4];\nu3(3.4208328881700725*pi,2.941791483840274*pi,3.3947634825848585*pi) q[5];\nu3(3.2540847562414226*pi,3.2846772843051166*pi,1.532805073710238*pi) q[7];\nu3(3.387217745144799*pi,3.4478097292433283*pi,1.632349660296748*pi) q[11];\nu3(3.82303554357652*pi,0.9558546716501313*pi,1.8628590787045853*pi) q[12];\nu3(3.8087110097558616*pi,0.31410072806318423*pi,4.405460808017839*pi) q[13];\nu3(3.6845759323781575*pi,3.2956156934970537*pi,1.9672272763111622*pi) q[14];\nu3(3.5037920286494417*pi,0.07253139284587906*pi,2.424669823174244*pi) q[15];\nu3(3.511594791117039*pi,-0.32839889814291257*pi,4.2265417419249705*pi) q[16];\nRxxyyzz(0.4270291427435603*pi,0.24183259467129714*pi,3.9420203138309002*pi) q[8],q[0];\nRxxyyzz(0.4522928994198141*pi,0.37664105705838863*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4350633049455199*pi,0.3610456171981024*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.32185714715929953*pi,0.23923544019090182*pi,3.955277989306099*pi) q[9],q[5];\nRxxyyzz(0.3208160850773001*pi,0.22261184464616335*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.32578941780260573*pi,0.13868524900548185*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.39084328478919006*pi,0.28664639088327726*pi,0.0*pi) q[12],q[16];\nu3(3.319737721145726*pi,-0.3064466166395482*pi,2.0850435337337014*pi) q[0];\nu3(3.5117382023230888*pi,1.2968440328197604*pi,1.9234785764369098*pi) q[2];\nu3(3.4440767242773767*pi,0.8560112508195732*pi,1.9527656498150519*pi) q[3];\nu3(3.285422143897999*pi,3.1595944423058917*pi,4.271572366766649*pi) q[4];\nu3(3.278257585982585*pi,0.8682802961087674*pi,1.0640321757740305*pi) q[5];\nu3(3.6674052985178003*pi,2.448448390250554*pi,2.147959508253091*pi) q[8];\nu3(3.472441782342907*pi,3.29075969625415*pi,1.4487008313403886*pi) q[9];\nu3(3.7789209911164523*pi,-0.20438261287065684*pi,1.4700973838245637*pi) q[10];\nu3(3.283291438446436*pi,2.3685879838798423*pi,1.4246899390094403*pi) q[11];\nu3(3.626335549279773*pi,2.7952773468791565*pi,1.4227953747613995*pi) q[12];\nu3(3.4283926801539577*pi,-0.3225507774225099*pi,1.1841661310011062*pi) q[13];\nu3(3.2798159724297906*pi,0.7887620587988595*pi,4.132165722988964*pi) q[14];\nu3(3.44412619395858*pi,3.1696938029359947*pi,4.345936914413327*pi) q[15];\nu3(3.732508723177985*pi,0.7497300436381797*pi,0.85963796878436*pi) q[16];\nmeasure q[2] -> c[0];\nmeasure q[3] -> c[10];\nRxxyyzz(0.4658881185401299*pi,0.299760259868485*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.41298899861814153*pi,0.15383252075975795*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.41468037590711004*pi,0.23212820336501694*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.37970164509786997*pi,0.249692198606414*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.36298683843825025*pi,0.3291890393960433*pi,0.05619164448404717*pi) q[12],q[7];\nRxxyyzz(0.36517881371523786*pi,0.22923269007872293*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.45058317766025013*pi,0.14777375182692154*pi,0.0*pi) q[9],q[14];\nu3(3.440361977131763*pi,2.8529021306659903*pi,0.7040908679329606*pi) q[0];\nu3(3.2711304744202154*pi,1.7768148231494254*pi,0.5959882995534848*pi) q[1];\nu3(3.4167449461651422*pi,0.5454056061902699*pi,1.8973705552768374*pi) q[4];\nu3(3.768103377263592*pi,0.04068411631055824*pi,2.1515866081923134*pi) q[5];\nu3(3.568481376912081*pi,1.4594104525347005*pi,0.7542176470388945*pi) q[7];\nu3(3.2707275504967033*pi,2.8700803294413406*pi,0.5359538518895814*pi) q[8];\nu3(3.5833436684016746*pi,0.5236976963345561*pi,4.444283792990666*pi) q[9];\nu3(3.2175293826229687*pi,2.491957666109605*pi,1.702670947764121*pi) q[10];\nu3(3.868155275041747*pi,-0.2060263985559872*pi,0.5952000145324514*pi) q[11];\nu3(3.452392837996629*pi,3.2131847780551914*pi,1.652416284606997*pi) q[12];\nu3(3.7228598511083795*pi,1.8520191111138216*pi,1.765749391658347*pi) q[13];\nu3(3.54423460652056*pi,3.2343852853056454*pi,2.3849365125345603*pi) q[14];\nu3(3.3918952490140275*pi,-0.09162457691637371*pi,1.3133841689006593*pi) q[15];\nu3(3.246291612074906*pi,3.046304073165665*pi,0.6330654805932818*pi) q[16];\nmeasure q[4] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[1] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[12] -> c[5];\nmeasure q[15] -> c[6];\nmeasure q[16] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[7] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[5] -> c[13];\nmeasure q[0] -> c[14];\nmeasure q[10] -> c[15];\nmeasure q[11] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3706516563281017*pi,0.22556077557328713*pi,3.637176592345229*pi) q[0];\nu3(3.3405577867359266*pi,-0.14628313672279725*pi,1.2733320589751678*pi) q[1];\nu3(3.71372023582619*pi,2.201787416710041*pi,0.8964960146481429*pi) q[2];\nu3(3.816335190191175*pi,2.5914318790410853*pi,4.482853591119243*pi) q[3];\nu3(3.34368623224722*pi,3.2714962413881503*pi,4.365124674978935*pi) q[4];\nu3(3.4678440337062684*pi,2.372829651556592*pi,0.7317138480221088*pi) q[5];\nu3(3.1627325144119993*pi,-0.24660470577115268*pi,3.0737142524855594*pi) q[6];\nu3(3.4912376249714727*pi,0.19045648613414912*pi,4.0034481096881995*pi) q[7];\nu3(3.2494599297863944*pi,2.9723560454717544*pi,4.373931019825631*pi) q[8];\nu3(3.3383151419304227*pi,2.891479485394874*pi,1.2716614265703234*pi) q[9];\nu3(3.4628773469990275*pi,1.7529041212981609*pi,1.2543750435989098*pi) q[10];\nu3(3.2518677121604505*pi,-0.22036652422242453*pi,3.0656409108132263*pi) q[11];\nu3(3.3104379027144315*pi,2.1729389895830025*pi,3.7555617885157466*pi) q[12];\nu3(3.3798392194280087*pi,-0.36653453996390783*pi,0.704942386232621*pi) q[13];\nu3(3.800280137388086*pi,2.0428870233513505*pi,3.00926355129483*pi) q[14];\nu3(3.009592759802879*pi,0.21312321291932723*pi,0.5714463588766666*pi) q[15];\nu3(3.713579867720613*pi,0.68130754903971*pi,2.5675526562888207*pi) q[16];\nRxxyyzz(0.3185586494621998*pi,0.12613182204556883*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.44989834794531897*pi,0.29928220919922616*pi,3.87476489197471*pi) q[1],q[12];\nRxxyyzz(0.3094124981494391*pi,0.23443944425059993*pi,3.9549433335131305*pi) q[2],q[14];\nRxxyyzz(0.43774171239540915*pi,0.20216607397363529*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.41466168378936*pi,0.2844098194412401*pi,0.04154938803748044*pi) q[4],q[8];\nRxxyyzz(0.36931102980733965*pi,0.18280552013671592*pi,0.06909205424507704*pi) q[6],q[11];\nRxxyyzz(0.29881941487777997*pi,0.19541444041572142*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4426373946671699*pi,0.24662673390818501*pi,0.0*pi) q[9],q[13];\nu3(3.5329244039198158*pi,2.2714752420684947*pi,0.6766156117315494*pi) q[0];\nu3(3.697922226387883*pi,3.4126132840941343*pi,2.0174515520343514*pi) q[1];\nu3(3.5255115539366737*pi,2.025868938704568*pi,0.8972979908915003*pi) q[2];\nu3(3.730370307664037*pi,-0.1869544734867174*pi,2.3862752215709184*pi) q[3];\nu3(3.5907962989864317*pi,0.36136674763425414*pi,3.9668100031595515*pi) q[4];\nu3(3.4907862715469897*pi,3.0682874298431955*pi,1.7556424512884101*pi) q[5];\nu3(3.1852719055573138*pi,-0.4435308399815815*pi,0.5372275840223362*pi) q[6];\nu3(3.672604998292576*pi,-0.24584767914249894*pi,2.6566537271289086*pi) q[7];\nu3(3.672049111384222*pi,3.0238218950324436*pi,4.41620488647267*pi) q[8];\nu3(3.1509604513349307*pi,3.1598005136381273*pi,1.4977603720107768*pi) q[9];\nu3(3.707012082454079*pi,0.03594546719173175*pi,0.9583421203920666*pi) q[10];\nu3(3.809491007926197*pi,-0.4552709115568141*pi,1.1620322871572433*pi) q[11];\nu3(3.0867493995546442*pi,3.38379528375871*pi,0.9268279513594471*pi) q[12];\nu3(3.6975590170244628*pi,-0.4757170488479099*pi,1.7716394458925437*pi) q[13];\nu3(3.7783303901661602*pi,0.3562536132362597*pi,4.406120066513358*pi) q[14];\nu3(3.7546580152825495*pi,3.499641089632787*pi,2.134656706636228*pi) q[16];\nRxxyyzz(0.41046684970901015*pi,0.275747823001833*pi,0.054361903773686805*pi) q[1],q[2];\nRxxyyzz(0.37098757271839966*pi,0.13214046629681*pi,3.948107432016851*pi) q[4],q[11];\nRxxyyzz(0.2795094076232099*pi,0.14754001977156417*pi,0.054455047638191534*pi) q[6],q[14];\nRxxyyzz(0.3283301830810589*pi,0.2941339474484792*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.42926022780005*pi,0.26522991354000125*pi,0.25212861135710857*pi) q[8],q[16];\nRxxyyzz(0.43351316070083945*pi,0.41505722950428003*pi,3.8075722387927*pi) q[9],q[12];\nRxxyyzz(0.34798713664955305*pi,0.0*pi,0.0*pi) q[10],q[15];\nu3(3.7161337362068485*pi,2.743605720664999*pi,4.244234901990438*pi) q[1];\nu3(3.271968569056283*pi,-0.3089714163930874*pi,4.086861270851214*pi) q[2];\nu3(3.7165143289015523*pi,3.381911888482028*pi,0.9813831585074708*pi) q[4];\nu3(3.4799678082093854*pi,0.7196399925726067*pi,4.32240592335941*pi) q[6];\nu3(3.6764943846461753*pi,3.23745176570265*pi,1.7987611445162226*pi) q[7];\nu3(3.52741785586149*pi,-0.3168867278218943*pi,3.208235382991192*pi) q[8];\nu3(3.189125072938153*pi,0.16648131864674276*pi,2.1567655206450045*pi) q[9];\nu3(3.618467443578468*pi,2.8747269441903183*pi,2.288332872947624*pi) q[10];\nu3(3.356021329945793*pi,1.797452260362411*pi,1.2061156655401484*pi) q[11];\nu3(3.548416007555076*pi,2.7777500790486234*pi,0.6925099238566957*pi) q[12];\nu3(3.6899685118072068*pi,0.2355350003299017*pi,0.5234851325459537*pi) q[13];\nu3(3.634418717422813*pi,-0.47068583530016034*pi,0.8206051406747341*pi) q[14];\nu3(3.4410800676725777*pi,2.3955269907269585*pi,1.9546542529333317*pi) q[15];\nu3(3.4435612911217572*pi,2.7629833265778037*pi,0.5821195735781526*pi) q[16];\nRxxyyzz(0.33876816641447516*pi,0.24434688726400067*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3722246220234826*pi,0.278836420324275*pi,0.19263745650504652*pi) q[1],q[10];\nRxxyyzz(0.4681137000357798*pi,0.29440754410302294*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4248877595720799*pi,0.36558764484409956*pi,0.23097285256731492*pi) q[4],q[15];\nRxxyyzz(0.40147202107545*pi,0.20391640135431555*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.47245596387093036*pi,0.0887838548625598*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3140198469371748*pi,0.1541839840046867*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.45712036985117*pi,0.07549851036994126*pi,0.0*pi) q[12],q[14];\nu3(3.562554066523771*pi,-0.2608009174560648*pi,3.885137271235676*pi) q[0];\nu3(3.238768098420351*pi,3.103718223226241*pi,1.4899398153992138*pi) q[1];\nu3(3.9225498038856346*pi,3.2893776101350416*pi,0.6001114232538267*pi) q[3];\nu3(3.69658220434731*pi,2.8538574532688528*pi,3.388253886313563*pi) q[4];\nu3(3.5805320807032435*pi,0.3278843240767695*pi,1.4467695839717933*pi) q[5];\nu3(3.322245305083342*pi,-0.4302467163541952*pi,3.7257895026736136*pi) q[6];\nu3(3.633112017245829*pi,3.051627313878078*pi,1.6150950931957766*pi) q[7];\nu3(3.1426813622286764*pi,3.284230509890396*pi,0.5811444261904322*pi) q[8];\nu3(3.428536094108245*pi,-0.3352120902863962*pi,1.528760131357523*pi) q[9];\nu3(3.5632508664684823*pi,1.2539750761580837*pi,4.438218836019681*pi) q[10];\nu3(3.7127898546969726*pi,3.2575305219888024*pi,1.784291241270434*pi) q[11];\nu3(3.384512176877267*pi,0.06981534919725596*pi,1.3780910927920191*pi) q[12];\nu3(3.1625351886378126*pi,1.382699834794007*pi,1.4026093622517655*pi) q[13];\nu3(3.136898799510827*pi,0.14861703549493277*pi,1.0816897356240516*pi) q[14];\nu3(3.4761561036367343*pi,-0.002554295673766971*pi,4.136851033107602*pi) q[15];\nu3(3.6273279122204336*pi,-0.18248048893462576*pi,4.060798195140508*pi) q[16];\nRxxyyzz(0.3964243738654806*pi,0.10974669518201996*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4541463338622097*pi,0.2861371826692989*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.44476604643505*pi,0.42415198008298205*pi,3.8834036880602807*pi) q[11],q[3];\nRxxyyzz(0.45234105512138*pi,0.12812830981537737*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.3667806303297493*pi,0.1560552604312057*pi,0.04184332256138486*pi) q[14],q[5];\nRxxyyzz(0.4447249293660098*pi,0.1879376172708307*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.35727093606173266*pi,0.2799837750304628*pi,0.0*pi) q[16],q[13];\nu3(3.2748221041563674*pi,-0.3544996221587542*pi,2.0481404053765906*pi) q[0];\nu3(3.561300649853984*pi,-0.17413038226588418*pi,1.6032372939028994*pi) q[2];\nu3(3.799072401425526*pi,0.8944417906175752*pi,2.0778966817883386*pi) q[3];\nu3(3.5908880973505384*pi,2.8954075453773536*pi,0.6876725901034506*pi) q[4];\nu3(3.539547884874948*pi,3.2897985127540412*pi,4.071248594106956*pi) q[5];\nu3(3.207209869435945*pi,2.7763217637107807*pi,1.3223173291760615*pi) q[6];\nu3(3.6826128889122858*pi,2.61339643949717*pi,2.0746406242712796*pi) q[7];\nu3(3.5381605777452667*pi,-0.42104136858319585*pi,2.123917682185878*pi) q[8];\nu3(3.284435619589436*pi,0.9815287265530097*pi,0.9879862608048534*pi) q[9];\nu3(3.170806901153129*pi,2.853260628602643*pi,2.0809560669001987*pi) q[11];\nu3(3.8596262233537324*pi,-0.14267761802450352*pi,2.0891524088380304*pi) q[12];\nu3(3.8246893356196563*pi,-0.11812132811627496*pi,3.969902199983024*pi) q[13];\nu3(3.405504473291794*pi,2.9409641663201294*pi,3.099780538498517*pi) q[14];\nu3(3.315703217893928*pi,-0.15200406420019963*pi,2.790696419838893*pi) q[16];\nRxxyyzz(0.4316724055416694*pi,0.3629910928453457*pi,0.05024255247521081*pi) q[0],q[8];\nRxxyyzz(0.32401166280782967*pi,0.1753146818652529*pi,3.859620844884029*pi) q[1],q[2];\nRxxyyzz(0.39664926285014*pi,0.2781421068840083*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.4563596647720295*pi,0.16128053599096037*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4286763044405153*pi,0.29570910453080723*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4335319199200898*pi,0.3147414218874014*pi,0.21692037563861885*pi) q[13],q[9];\nRxxyyzz(0.30849061697999014*pi,0.14347223465529102*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.34475705346009*pi,0.12390409292704074*pi,0.0*pi) q[14],q[12];\nu3(3.5847669810486886*pi,2.2285866090559665*pi,1.4198987756267205*pi) q[0];\nu3(3.378155518791495*pi,0.18330971868203116*pi,2.270440852740192*pi) q[1];\nu3(3.369087452821311*pi,2.344015261790964*pi,1.9456464216497662*pi) q[2];\nu3(3.461353902104491*pi,-0.24997005206667633*pi,1.1419818629112823*pi) q[3];\nu3(3.446299189139576*pi,2.2085614796254465*pi,4.172599372182347*pi) q[4];\nu3(3.4944199997826084*pi,2.4066319331494768*pi,1.8490630807366462*pi) q[6];\nu3(3.4555504767136362*pi,0.710134125894833*pi,1.5748670878393045*pi) q[7];\nu3(3.6262097038294563*pi,0.5991389159310208*pi,3.867613236516446*pi) q[8];\nu3(3.6837292377494366*pi,1.0794904016166642*pi,4.204365824404082*pi) q[9];\nu3(3.7306837782766857*pi,3.232908531319666*pi,4.379547269708812*pi) q[10];\nu3(3.503772400464139*pi,2.7476588281051404*pi,1.9409605785312511*pi) q[11];\nu3(3.491689061009121*pi,-0.4147934941204324*pi,1.293752828400597*pi) q[12];\nu3(3.5673772754419226*pi,-0.11689499979758083*pi,3.593067514807804*pi) q[13];\nu3(3.1276998219173873*pi,0.972795941878358*pi,4.386571952553223*pi) q[14];\nu3(3.034477904978879*pi,0.8136032496082191*pi,1.3961749268666095*pi) q[15];\nu3(3.5515468165026807*pi,-0.37016821497033603*pi,3.967516346496574*pi) q[16];\nRxxyyzz(0.40693421280115966*pi,0.23048433569900398*pi,0.10640735838043715*pi) q[0],q[15];\nRxxyyzz(0.40035411295896317*pi,0.23847356109207762*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.36533229758157026*pi,0.18177384728586454*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3776797326296495*pi,0.21201116555555238*pi,0.04132999765060813*pi) q[3],q[12];\nRxxyyzz(0.2473446510496694*pi,0.169986679895771*pi,0.07975198120348281*pi) q[16],q[4];\nRxxyyzz(0.4181751807049399*pi,0.29272077277360814*pi,3.7892449818936793*pi) q[10],q[5];\nRxxyyzz(0.40256694309136054*pi,0.2597905324460569*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.37766165183308914*pi,0.1572216067616252*pi,3.921222928675979*pi) q[11],q[14];\nu3(3.8312984800246235*pi,1.7274606478898398*pi,4.28877280856922*pi) q[0];\nu3(3.8105914121345803*pi,-0.3711235900605964*pi,0.5316431072983518*pi) q[1];\nu3(3.403609947114854*pi,-0.18961505209304852*pi,1.941774209323635*pi) q[2];\nu3(3.14038025369491*pi,3.0113063310694814*pi,4.357663523778802*pi) q[3];\nu3(3.2071248622266713*pi,3.3232977755020867*pi,0.9856651644870669*pi) q[4];\nu3(3.6106233656187974*pi,3.004222467945948*pi,1.4813702444573298*pi) q[5];\nu3(3.777742414547255*pi,3.484039768099785*pi,0.9551606971679067*pi) q[6];\nu3(3.393102447535246*pi,0.52603133483651*pi,2.22835334571041*pi) q[7];\nu3(3.1359379036671204*pi,-0.23234135874116812*pi,4.308589288603166*pi) q[8];\nu3(3.418195918425706*pi,0.7950692350746216*pi,2.165093442821113*pi) q[10];\nu3(3.727890394862027*pi,2.8200169261224994*pi,2.4621329810362647*pi) q[11];\nu3(3.176104601448248*pi,0.37209560080747617*pi,3.5451101025878735*pi) q[12];\nu3(3.4019993248139597*pi,-0.11656841690912911*pi,3.950694249852953*pi) q[13];\nu3(3.359056102027602*pi,2.9898314694209374*pi,1.6829408233442753*pi) q[14];\nu3(3.2245861151576554*pi,2.919302124230157*pi,0.964588979625143*pi) q[15];\nu3(3.743893735098208*pi,2.3798099576083795*pi,4.473890654036756*pi) q[16];\nRxxyyzz(0.4254392405301798*pi,0.15883271012727296*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4606182663505093*pi,0.18182603255553542*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.46629829272122947*pi,0.12185836540067663*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.4257409615395301*pi,0.24371944883911736*pi,3.8849852565472*pi) q[8],q[16];\nRxxyyzz(0.37981446448111*pi,0.23839128805391588*pi,3.80347634472293*pi) q[11],q[9];\nRxxyyzz(0.4535749794919602*pi,0.31162660341832077*pi,3.9178588789191497*pi) q[15],q[10];\nRxxyyzz(0.4566804401081198*pi,0.2881115493532269*pi,0.0*pi) q[13],q[12];\nu3(3.9336649826542764*pi,0.47231043943033524*pi,1.9127505355327998*pi) q[0];\nu3(3.511509894266778*pi,-0.1817253848683107*pi,1.1866204444265787*pi) q[2];\nu3(3.817887441514889*pi,2.9914205037558146*pi,2.446568743166304*pi) q[4];\nu3(3.6607571536244707*pi,1.3878620347745134*pi,1.6098142673088538*pi) q[5];\nu3(3.6740497483290033*pi,2.7576753483616754*pi,4.395043518428346*pi) q[7];\nu3(3.6913804171105014*pi,2.4544613230095154*pi,0.7138350205815378*pi) q[8];\nu3(3.56031630564349*pi,2.8899370603227466*pi,1.044471748490376*pi) q[9];\nu3(3.6653980900083445*pi,3.3602568776893063*pi,0.8814976133910912*pi) q[10];\nu3(3.606517205779909*pi,2.603759530258749*pi,1.4944274462160934*pi) q[11];\nu3(3.303143008964731*pi,0.801608428254688*pi,0.806356209938509*pi) q[12];\nu3(3.301886442386692*pi,-0.1612189828848426*pi,2.294699866435049*pi) q[13];\nu3(3.221637712688042*pi,2.5734653170777344*pi,1.695195618694152*pi) q[14];\nu3(3.393702098074362*pi,2.612827061929991*pi,1.2993456862948136*pi) q[15];\nu3(3.2134442833210293*pi,2.957496594667912*pi,1.4212781796049774*pi) q[16];\nRxxyyzz(0.44509581875236975*pi,0.27589581323951334*pi,0.10178592341414966*pi) q[4],q[0];\nRxxyyzz(0.3573450003968995*pi,0.13079700421113216*pi,3.89592898318908*pi) q[1],q[2];\nRxxyyzz(0.4223186436852704*pi,0.24955313653443537*pi,3.8502302800119197*pi) q[3],q[12];\nRxxyyzz(0.42124526728201506*pi,0.37557930667773837*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.4606829688468794*pi,0.3371289169811782*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4645086471323503*pi,0.2638579360430049*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.44901670585126907*pi,0.19260139779677177*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.44109378575498026*pi,0.19483509992948023*pi,0.0*pi) q[14],q[10];\nu3(3.4443638804435563*pi,1.0098714680059269*pi,4.014579266294317*pi) q[0];\nu3(3.3076477310712633*pi,2.1267676272999396*pi,1.0293903597726555*pi) q[1];\nu3(3.083572758405045*pi,3.408322254110784*pi,1.200217891265837*pi) q[2];\nu3(3.6507822598651427*pi,3.3976123119669235*pi,2.0187453578299888*pi) q[3];\nu3(3.7517655014129017*pi,2.6018154607232864*pi,0.7843818183141422*pi) q[4];\nu3(3.9292107335253723*pi,2.9744448725507175*pi,4.039182281756208*pi) q[5];\nu3(3.427926356631161*pi,0.05408228077660571*pi,1.7272966281158537*pi) q[6];\nu3(3.752794647590304*pi,3.4093861040834854*pi,0.6163915506955449*pi) q[7];\nu3(3.9015577026971195*pi,3.2976608173581066*pi,0.7535187774253931*pi) q[8];\nu3(3.5007910580056634*pi,3.3495556495805934*pi,3.934504538443578*pi) q[9];\nu3(3.716411324393881*pi,0.09349952623103652*pi,1.1244463242270455*pi) q[10];\nu3(3.706529957529521*pi,2.714568686867935*pi,2.17787095751415*pi) q[11];\nu3(3.658612785526577*pi,2.759334555552954*pi,2.494994431442059*pi) q[12];\nu3(3.434890355667226*pi,-0.3657546417195745*pi,2.2378264787481674*pi) q[13];\nu3(3.7503943600388414*pi,0.22064656349623413*pi,0.5016480179182333*pi) q[14];\nu3(3.3278024762819456*pi,0.7137265759199938*pi,2.0768211743940013*pi) q[15];\nRxxyyzz(0.47010236014267937*pi,0.31885639601305593*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.39629910768007015*pi,0.3362816342164221*pi,3.90441252877735*pi) q[1],q[4];\nRxxyyzz(0.41162471205099915*pi,0.38552902385964827*pi,3.7634692909956606*pi) q[2],q[15];\nRxxyyzz(0.4518323207968198*pi,0.38504103109660603*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4074779548834093*pi,0.33049867209543704*pi,3.8834096217887204*pi) q[14],q[5];\nRxxyyzz(0.42562543466492997*pi,0.3501441830053223*pi,3.95905355836888*pi) q[9],q[6];\nRxxyyzz(0.41535444005914*pi,0.17922468465671854*pi,3.8939183975764906*pi) q[7],q[13];\nRxxyyzz(0.29187690116654974*pi,0.20256227562042095*pi,0.0*pi) q[8],q[10];\nu3(3.506504242358462*pi,0.08198109528689512*pi,0.75604225910139*pi) q[0];\nu3(3.4134764333928564*pi,3.3814432913066805*pi,1.6442837538990176*pi) q[1];\nu3(3.4966797735727813*pi,3.4438261621803807*pi,1.6861277059356863*pi) q[2];\nu3(3.388524434056131*pi,0.31701543897339113*pi,1.4812306621423943*pi) q[3];\nu3(3.6496148240143014*pi,2.6512557977736417*pi,2.2727815619831055*pi) q[4];\nu3(3.4967512920044004*pi,2.0330071768601075*pi,2.066536211820398*pi) q[5];\nu3(3.3696096723285*pi,-0.40839964100356974*pi,0.8693831740879432*pi) q[6];\nu3(3.8234887611298687*pi,-0.1032171224285271*pi,1.2129660063690242*pi) q[7];\nu3(3.0691676370683183*pi,0.7821851982715902*pi,0.8195705344543764*pi) q[8];\nu3(3.5024097188258376*pi,-0.12912313264651765*pi,1.9141190833497732*pi) q[9];\nu3(3.3554637393269227*pi,3.337035339289964*pi,0.6168298239335116*pi) q[10];\nu3(3.8486686578236693*pi,3.2408829713135985*pi,4.175171944329626*pi) q[11];\nu3(3.2845271873954784*pi,3.0904634369654946*pi,0.8100281537351033*pi) q[13];\nu3(3.793351477047298*pi,3.1505567220144206*pi,1.8020996732775316*pi) q[14];\nu3(3.6580656841495793*pi,3.1580214491126726*pi,0.7366832343251524*pi) q[15];\nu3(3.586017470080512*pi,2.3696573533578658*pi,1.10352986748689*pi) q[16];\nRxxyyzz(0.43067337895956503*pi,0.17101780433302327*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.34082711053464015*pi,0.28769481514749096*pi,3.924098143905465*pi) q[1],q[2];\nRxxyyzz(0.30696463244298067*pi,0.28850264412135207*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.37481729118651025*pi,0.2530569065357849*pi,0.07178769920276237*pi) q[4],q[14];\nRxxyyzz(0.3499243094241402*pi,0.12580722837272695*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4381894430010629*pi,0.3632489998488362*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.3033293196496994*pi,0.16262395174735422*pi,0.054856812553428114*pi) q[9],q[12];\nRxxyyzz(0.4076329302686598*pi,0.29557465375011943*pi,0.04332280318869841*pi) q[16],q[15];\nu3(3.6831964219723736*pi,2.209316807849345*pi,1.4058686727184164*pi) q[0];\nu3(3.0606194218955367*pi,1.950619228483514*pi,1.1414111641453037*pi) q[1];\nu3(3.0829902639223836*pi,2.1756093739763034*pi,1.3298338269044114*pi) q[2];\nu3(3.686514300265346*pi,-0.35603384120296855*pi,4.490848188586298*pi) q[3];\nu3(3.0651795761842306*pi,-0.3560596931768578*pi,3.1522819907032393*pi) q[4];\nu3(3.3711952873544497*pi,3.151690876606275*pi,4.285646703702083*pi) q[5];\nu3(3.52156199644678*pi,0.10853411177860595*pi,2.4012066241714702*pi) q[6];\nu3(3.207355771221067*pi,2.6023567646214687*pi,3.594224472543405*pi) q[7];\nu3(3.4953985305632234*pi,0.8661681589164774*pi,1.4262029886620349*pi) q[8];\nu3(3.699062069626248*pi,2.657871711388797*pi,3.8707992122918737*pi) q[9];\nu3(3.8297968611395796*pi,1.8436192323041771*pi,0.7653622990263709*pi) q[11];\nu3(3.3260729455859432*pi,3.4267998532819575*pi,4.350871540140451*pi) q[12];\nu3(3.1758973128453887*pi,2.821389109254328*pi,4.386534393822565*pi) q[13];\nu3(3.2758274304797954*pi,0.831223765521308*pi,1.713539429998527*pi) q[14];\nu3(3.502725074528546*pi,0.1908248230504458*pi,3.6863253232572553*pi) q[15];\nu3(3.392988863897138*pi,-0.2339392672875119*pi,1.4270299501917183*pi) q[16];\nRxxyyzz(0.4057752361918698*pi,0.3076960482937153*pi,0.08270044806476808*pi) q[9],q[0];\nRxxyyzz(0.44718320772541986*pi,0.2435373243944723*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4063723398189426*pi,0.3264214382143704*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.42569463860507006*pi,0.21977269713775183*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4310026866342298*pi,0.2598598896922177*pi,3.931250481662909*pi) q[7],q[16];\nRxxyyzz(0.2585994074011002*pi,0.0976997177174539*pi,0.0*pi) q[13],q[8];\nu3(3.316586654342891*pi,2.314907736233666*pi,4.415977001050004*pi) q[0];\nu3(3.5376430886794816*pi,3.2109204494456645*pi,1.3480644391437222*pi) q[3];\nu3(3.3296196363911528*pi,2.2767984139619855*pi,1.2891827549019061*pi) q[5];\nu3(3.5452617226415857*pi,2.8054369472992975*pi,1.125829390519256*pi) q[6];\nu3(3.827802546516541*pi,0.8703563264696315*pi,2.4803900276890154*pi) q[7];\nu3(3.522709193425917*pi,-0.14640104309781932*pi,0.696788176443071*pi) q[8];\nu3(3.5600984210216815*pi,1.8691257714157787*pi,4.343452781501379*pi) q[9];\nu3(3.485048394837458*pi,2.8140582476293527*pi,1.7148723684392098*pi) q[10];\nu3(3.3277489045003446*pi,2.8599137462092075*pi,0.9046743931678235*pi) q[12];\nu3(3.568628422384525*pi,0.7182917016478274*pi,1.1606116474763626*pi) q[13];\nu3(3.433910992289577*pi,1.9779248385658184*pi,1.5105558936369703*pi) q[15];\nu3(3.456593200937274*pi,0.07353397454175137*pi,1.0775952890311842*pi) q[16];\nRxxyyzz(0.4426598363004999*pi,0.36257949513460264*pi,3.9590227909278397*pi) q[3],q[0];\nRxxyyzz(0.3691696103197594*pi,0.2880020350316344*pi,0.045623569110258284*pi) q[1],q[8];\nRxxyyzz(0.4537193047467394*pi,0.37660598596732814*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3318310494373699*pi,0.27938419681394455*pi,3.896267180862891*pi) q[4],q[13];\nRxxyyzz(0.45000256701774954*pi,0.26515843561169583*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.45942416402203945*pi,0.17510882261306837*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.27326627859834*pi,0.20269679900513093*pi,0.06062856700629915*pi) q[9],q[14];\nu3(3.2596112116809466*pi,-0.29728926514162546*pi,4.444951415116124*pi) q[0];\nu3(3.5398297624083894*pi,3.011699306682467*pi,1.1675128873680307*pi) q[1];\nu3(3.682500768950318*pi,-0.30755109706020284*pi,1.5752766913348757*pi) q[2];\nu3(3.4015179646609743*pi,0.5479180550747618*pi,0.9754209455387254*pi) q[3];\nu3(3.055605761072999*pi,1.9020839826655989*pi,0.8957698872954952*pi) q[4];\nu3(3.559790518024731*pi,2.640989406204588*pi,2.239150866965141*pi) q[6];\nu3(3.4896727850308102*pi,1.6347107070633258*pi,1.5473733847026412*pi) q[7];\nu3(3.210457009827736*pi,0.6104638305923926*pi,1.3110424192449848*pi) q[8];\nu3(3.7452462166525144*pi,3.3560140814141626*pi,2.023375717803633*pi) q[9];\nu3(3.5856996264316496*pi,2.8046842362780993*pi,4.37031960632323*pi) q[10];\nu3(3.437349259636554*pi,0.06653422879425597*pi,4.200829478707728*pi) q[12];\nu3(3.6291389034552335*pi,2.530309694930029*pi,1.6542366880966801*pi) q[13];\nu3(3.473411217068231*pi,0.9828929854975295*pi,4.435189967197512*pi) q[14];\nu3(3.5603331900141644*pi,2.9555378745451586*pi,1.7397968235645787*pi) q[16];\nRxxyyzz(0.34503545496917004*pi,0.20148263739734418*pi,3.9067569453035795*pi) q[8],q[0];\nRxxyyzz(0.47775562574003994*pi,0.19936930019825416*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.43133593276468984*pi,0.31151730124944077*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.37522729182652903*pi,0.2923097950542841*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.44016555363887944*pi,0.2924209197538374*pi,3.9110615793118306*pi) q[4],q[5];\nRxxyyzz(0.41569804849924014*pi,0.06479788390698407*pi,3.9451116937706905*pi) q[7],q[15];\nRxxyyzz(0.44101809703172984*pi,0.22688262041222187*pi,0.07278416306777864*pi) q[10],q[9];\nRxxyyzz(0.47844578829442963*pi,0.221577393879411*pi,0.0*pi) q[16],q[12];\nu3(3.722003467473485*pi,1.6352615810476903*pi,0.8383753861066375*pi) q[0];\nu3(3.1207771094107835*pi,-0.15761887601177654*pi,2.188232918015686*pi) q[1];\nu3(3.5460139069248666*pi,2.2546760323211306*pi,1.7734665718072415*pi) q[2];\nu3(3.681183747287092*pi,3.231918645899021*pi,1.9222707952119844*pi) q[3];\nu3(3.854258771714149*pi,0.19016396733722263*pi,1.4802222749687122*pi) q[4];\nu3(3.4235896888269224*pi,2.9652000502850195*pi,1.070762321668*pi) q[5];\nu3(3.6231690212249226*pi,0.5439557864887763*pi,1.6986958921861155*pi) q[6];\nu3(3.659418915344309*pi,2.287846655017025*pi,2.2204528831390093*pi) q[7];\nu3(3.765187952850337*pi,3.4778157581266194*pi,2.122235960872901*pi) q[8];\nu3(3.178000935056513*pi,-0.1468209700456794*pi,2.110575281114194*pi) q[9];\nu3(3.684309299383186*pi,2.8562313910771033*pi,3.3973430716851594*pi) q[10];\nu3(3.250883258938923*pi,3.488762295314701*pi,3.970473046576782*pi) q[12];\nu3(3.1587878852321998*pi,-0.15292782779105296*pi,2.0444492258456877*pi) q[13];\nu3(3.6503544538716106*pi,0.21587231330676004*pi,2.118041531078317*pi) q[14];\nu3(3.578918639155142*pi,-0.17049456187003498*pi,2.1194108149010074*pi) q[15];\nu3(3.715989430692242*pi,2.780388578621467*pi,1.9112323864141203*pi) q[16];\nRxxyyzz(0.3587984987774298*pi,0.11109570432339222*pi,0.06498996200846996*pi) q[9],q[0];\nRxxyyzz(0.45505109381859976*pi,0.18859645745758205*pi,0.10860281082853078*pi) q[2],q[13];\nRxxyyzz(0.40114743498640015*pi,0.18953986730615136*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.39746709692850934*pi,0.22209643977514523*pi,0.15773895654657094*pi) q[12],q[4];\nRxxyyzz(0.41788619130993965*pi,0.21003340795622805*pi,0.06781138974709362*pi) q[10],q[5];\nRxxyyzz(0.3351470453186395*pi,0.2909031743141961*pi,3.91455922074586*pi) q[11],q[6];\nRxxyyzz(0.41540379675933947*pi,0.2660078540267232*pi,3.92160729258759*pi) q[7],q[14];\nRxxyyzz(0.47392914188863033*pi,0.2297821949335861*pi,0.0*pi) q[8],q[15];\nu3(3.4021697311901042*pi,0.8291353348172323*pi,1.1592668892124887*pi) q[0];\nu3(3.333505331260321*pi,-0.017457451369904675*pi,1.8757027555811068*pi) q[2];\nu3(3.9504510596088105*pi,3.2333200884226634*pi,1.1630330233668316*pi) q[3];\nu3(3.3794763396907888*pi,2.173475420321292*pi,0.7361474933378516*pi) q[4];\nu3(3.38834598183563*pi,1.7086433460921588*pi,1.5251195059337708*pi) q[5];\nu3(3.389104878764111*pi,-0.1498592754901168*pi,1.897200016371174*pi) q[6];\nu3(3.444886536880902*pi,3.3769855117153345*pi,1.7454529575435287*pi) q[7];\nu3(3.7627053930826735*pi,2.5460873668292914*pi,1.244484160736088*pi) q[8];\nu3(3.5798247146037356*pi,-0.31124922048326975*pi,3.3873193372785915*pi) q[9];\nu3(3.603227553741551*pi,2.0990557444879068*pi,4.063311501192473*pi) q[10];\nu3(3.322713262864585*pi,0.06015567563999935*pi,3.8977103575613614*pi) q[11];\nu3(3.909994551613068*pi,-0.07095914622016708*pi,0.9231445898245001*pi) q[12];\nu3(3.60824029534326*pi,0.4889416728983822*pi,4.331355435103946*pi) q[13];\nu3(3.7289333384281362*pi,1.1365816021838522*pi,0.6417155602242226*pi) q[14];\nu3(3.455918832335028*pi,0.2830459199540991*pi,0.6955651371070615*pi) q[15];\nu3(3.761012745915232*pi,1.092566190214864*pi,1.1335822577574908*pi) q[16];\nRxxyyzz(0.43868785131089016*pi,0.2878610000199786*pi,0.12729434987612637*pi) q[10],q[0];\nRxxyyzz(0.3572374606845594*pi,0.22383121143936924*pi,0.11280471641291889*pi) q[2],q[5];\nRxxyyzz(0.3754986939028103*pi,0.28951299960412985*pi,3.8710562516892306*pi) q[3],q[4];\nRxxyyzz(0.3347954885211797*pi,0.23722920547415294*pi,0.11034324661759776*pi) q[6],q[15];\nRxxyyzz(0.39485524815142437*pi,0.24754042570022983*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4564086892881596*pi,0.1184053996980402*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.39923694132015985*pi,0.25864405577659794*pi,3.941682275424119*pi) q[9],q[16];\nRxxyyzz(0.4487903564990896*pi,0.25346425664997924*pi,3.877138499561831*pi) q[14],q[13];\nu3(3.084159806410849*pi,-0.3529517333296104*pi,1.8134054713082899*pi) q[0];\nu3(3.3414102008701767*pi,2.9355153686832174*pi,2.4296081481681266*pi) q[2];\nu3(3.745792128325097*pi,0.5457707720418985*pi,1.5507822682629262*pi) q[3];\nu3(3.3932270416380126*pi,0.7418162889211715*pi,1.4167077556810814*pi) q[4];\nu3(3.6071570726053195*pi,2.923675289407476*pi,3.2293183015870506*pi) q[5];\nu3(3.725107603065544*pi,2.6065949729458477*pi,1.9014771444070377*pi) q[6];\nu3(3.0535335018382637*pi,0.1593420621058368*pi,4.311062822474266*pi) q[7];\nu3(3.201897190148314*pi,3.189705863410412*pi,0.8223616762609662*pi) q[8];\nu3(3.6992649875415773*pi,-0.12035474295222903*pi,2.2753678219023126*pi) q[9];\nu3(3.719651092679237*pi,0.08031552277711285*pi,4.209705688199368*pi) q[10];\nu3(3.51839320019624*pi,3.417645299150865*pi,0.8951198278700119*pi) q[11];\nu3(3.615355104756443*pi,0.6233253628061302*pi,1.1091234482806707*pi) q[12];\nu3(3.6160224706012674*pi,1.4287654994132626*pi,1.9617768141478709*pi) q[13];\nu3(3.593301634437721*pi,3.3885890054931416*pi,2.2398655431371646*pi) q[14];\nu3(3.722569966058398*pi,0.5431736034081562*pi,0.925897620764734*pi) q[15];\nu3(3.598622269454914*pi,3.107414011615424*pi,1.536252791617766*pi) q[16];\nRxxyyzz(0.4112683805993095*pi,0.3158801317111932*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.47553399307106237*pi,0.34695344050517307*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.4680750074377401*pi,0.3024237003437611*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.38838956429155935*pi,0.36626055130757296*pi,3.8693456165718*pi) q[3],q[10];\nRxxyyzz(0.29112537970829955*pi,0.20966773874618116*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.41862802106789954*pi,0.21822471393394505*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3833923621865703*pi,0.35579293498318787*pi,3.80550736451867*pi) q[11],q[14];\nRxxyyzz(0.31282118993751956*pi,0.2876319770834419*pi,0.08483884069997139*pi) q[15],q[13];\nu3(3.3002566481684483*pi,3.326925428306409*pi,0.6681521141026872*pi) q[0];\nu3(3.2511587259876435*pi,0.46193081444890627*pi,1.241263922430686*pi) q[1];\nu3(3.5878082552519963*pi,1.9355766841919992*pi,1.4963847578131393*pi) q[2];\nu3(3.6794427737408975*pi,3.0993706133686727*pi,0.5200889249228515*pi) q[3];\nu3(3.476472471878667*pi,-0.38599499459346986*pi,2.3700013128392743*pi) q[4];\nu3(3.3923265157064875*pi,0.3336170823290987*pi,1.1437046760050678*pi) q[5];\nu3(3.36313046310147*pi,3.381529466044147*pi,4.02858816382863*pi) q[6];\nu3(3.8024503061487103*pi,-0.19991453150105992*pi,1.9033541267216707*pi) q[8];\nu3(3.696181983814941*pi,0.16349947750030813*pi,0.6070422260924366*pi) q[9];\nu3(3.5511472674212494*pi,0.16019156522376643*pi,4.043463216408326*pi) q[10];\nu3(3.4758615331438465*pi,2.7398412872352025*pi,0.6254864902596005*pi) q[11];\nu3(3.8390938428404153*pi,3.3853925218322356*pi,0.8475225998639164*pi) q[12];\nu3(3.79978927637848*pi,0.42917052558510405*pi,1.4472862352854499*pi) q[13];\nu3(3.6334519127497273*pi,-0.13496473220725125*pi,0.9081433357035467*pi) q[14];\nu3(3.3039792235596765*pi,0.436274518388561*pi,4.137461798247603*pi) q[15];\nu3(3.491133344823117*pi,0.14305895251503276*pi,0.697907328853959*pi) q[16];\nmeasure q[5] -> c[1];\nmeasure q[10] -> c[6];\nmeasure q[1] -> c[10];\nRxxyyzz(0.41543294597669966*pi,0.14005015724690506*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.43367364165642025*pi,0.29039449469593265*pi,0.03926369669143307*pi) q[3],q[2];\nRxxyyzz(0.45784627924157967*pi,0.15498609414577386*pi,3.8807525022674607*pi) q[4],q[6];\nRxxyyzz(0.4309649675725493*pi,0.1714018045095145*pi,3.85659658074307*pi) q[7],q[13];\nRxxyyzz(0.4412404615032*pi,0.1793047684451991*pi,3.88322324858309*pi) q[8],q[9];\nRxxyyzz(0.3932858151571597*pi,0.21073598679082672*pi,3.9178837782116798*pi) q[11],q[16];\nRxxyyzz(0.3264169194392599*pi,0.18644047535548514*pi,0.0*pi) q[12],q[14];\nu3(3.8520032710249543*pi,3.283381053730513*pi,2.1455932708931886*pi) q[0];\nu3(3.3031231451727057*pi,-0.31185863725572904*pi,3.429652619902477*pi) q[2];\nu3(3.7896213189393486*pi,2.9351762783053164*pi,4.07512810758845*pi) q[3];\nu3(3.5819223357388266*pi,1.325395838449208*pi,2.276382470279534*pi) q[4];\nu3(3.4838105685576344*pi,1.0978235145495163*pi,1.2665630537375985*pi) q[6];\nu3(3.48277553800696*pi,2.5730783873014507*pi,2.231364329704076*pi) q[7];\nu3(3.3732945785549835*pi,2.4753388875119753*pi,0.5433657059436037*pi) q[8];\nu3(3.279458313368384*pi,-0.12623353487407307*pi,1.5648225480735451*pi) q[9];\nu3(3.3190461628950034*pi,0.16104387998354985*pi,2.495724119655682*pi) q[11];\nu3(0.050411171560723604*pi,2.599985697441501*pi,0.5858039451494186*pi) q[12];\nu3(3.235380806336368*pi,2.902314191419339*pi,1.7141375076677883*pi) q[13];\nu3(1.8257294710722702*pi,3.0423272514592195*pi,0.5736793338426287*pi) q[14];\nu3(3.169413480651192*pi,1.1682946386827886*pi,1.0138566754351883*pi) q[15];\nu3(3.6988991318634596*pi,2.337973701662409*pi,0.6625938358640129*pi) q[16];\nmeasure q[3] -> c[0];\nmeasure q[8] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[12] -> c[5];\nmeasure q[2] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[9] -> c[11];\nmeasure q[14] -> c[12];\nmeasure q[15] -> c[13];\nmeasure q[16] -> c[14];\nmeasure q[13] -> c[15];\nmeasure q[0] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.745486594436076*pi,-0.2988343733722401*pi,1.5425903943544204*pi) q[0];\nu3(3.658922900068517*pi,2.4273036151380034*pi,2.874985228921113*pi) q[1];\nu3(3.8058777610802355*pi,3.1120323968295094*pi,4.054213449636659*pi) q[2];\nu3(3.3250056470080462*pi,-0.3077445684829284*pi,2.9311896611697867*pi) q[3];\nu3(3.882943970696489*pi,-0.1748440716511852*pi,4.184515717702691*pi) q[4];\nu3(3.1952121365392525*pi,2.383199940518221*pi,3.7568400545467404*pi) q[5];\nu3(3.8219550374282822*pi,2.9157163825814814*pi,0.7080520826957845*pi) q[6];\nu3(3.8393889580577083*pi,2.108415436305103*pi,0.5157701601689646*pi) q[7];\nu3(3.5398574581935054*pi,0.6176607487278407*pi,2.838906476497858*pi) q[8];\nu3(3.654545591078117*pi,3.2148612731243476*pi,2.9096724723981406*pi) q[9];\nu3(3.3836653010573503*pi,1.3219154396375377*pi,1.0926874873828716*pi) q[10];\nu3(3.2315821804578033*pi,0.10578604123680169*pi,4.189796739244619*pi) q[11];\nu3(3.692957601871865*pi,2.9489457849060847*pi,3.5342098700036333*pi) q[12];\nu3(3.3917121201313822*pi,2.778415866653263*pi,3.351159812891863*pi) q[13];\nu3(3.8984933363570917*pi,2.63322964788925*pi,0.8806799253111726*pi) q[14];\nu3(3.5070067163046295*pi,3.4976063826708184*pi,4.22403550941724*pi) q[15];\nu3(3.086978925940296*pi,-0.32803040222971336*pi,2.709178092154246*pi) q[16];\nRxxyyzz(0.4486083160297802*pi,0.30949742146811815*pi,0.09111635184298583*pi) q[0],q[12];\nRxxyyzz(0.44429736518116025*pi,0.2407633704118842*pi,0.10465433386085077*pi) q[1],q[11];\nRxxyyzz(0.3394932355555702*pi,0.2794955255713303*pi,3.93850642992388*pi) q[2],q[10];\nRxxyyzz(0.4784881915241903*pi,0.22068498904673917*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.37628464368632997*pi,0.33539524496973083*pi,3.9362056128651606*pi) q[4],q[13];\nRxxyyzz(0.27461059584125014*pi,0.21607646841392025*pi,0.050350475971228104*pi) q[5],q[8];\nRxxyyzz(0.3957503846700763*pi,0.1838810754117981*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.3703035383873001*pi,0.23256582278987042*pi,0.06649720206481481*pi) q[7],q[16];\nu3(3.6566470712954002*pi,2.4440863614252772*pi,1.2972004539421813*pi) q[0];\nu3(3.8407523260391483*pi,1.0877008824668692*pi,0.7374666836684896*pi) q[1];\nu3(3.3746894137974195*pi,0.01842627063331237*pi,0.8019339633402969*pi) q[2];\nu3(3.2159839540530677*pi,3.0755546158719005*pi,0.7325185524272033*pi) q[3];\nu3(3.490917915906851*pi,3.1087762362442755*pi,1.1060058139108477*pi) q[4];\nu3(3.621129321028329*pi,3.4783390257360605*pi,2.0513960682528127*pi) q[5];\nu3(3.2930904676821107*pi,1.0889456493982619*pi,1.4349402351833327*pi) q[6];\nu3(3.233947150760728*pi,3.4826900247451276*pi,4.220285193314551*pi) q[7];\nu3(3.734388420563808*pi,3.0536643145666353*pi,3.1657585392197367*pi) q[8];\nu3(3.290446533626239*pi,2.907883584552329*pi,1.1437309774106708*pi) q[9];\nu3(3.510887168023036*pi,3.4341917265224513*pi,3.7546046632497716*pi) q[10];\nu3(3.3882027902904284*pi,1.298454790832095*pi,0.6881090077612626*pi) q[11];\nu3(3.720704662432756*pi,3.0171951788466256*pi,1.0752369895527003*pi) q[12];\nu3(3.608592016917506*pi,1.9320427823509636*pi,1.4145987562322953*pi) q[13];\nu3(3.574828091504092*pi,-0.2681377358637929*pi,1.025166492008423*pi) q[15];\nu3(3.4498999704442*pi,2.7908038055562137*pi,1.4968087777877659*pi) q[16];\nRxxyyzz(0.47238026990152004*pi,0.36696092616513415*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4829869203005749*pi,0.21666069942815813*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4125431325990091*pi,0.24488604641627632*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.28644920647971*pi,0.08395170229682014*pi,3.95808567265294*pi) q[4],q[7];\nRxxyyzz(0.4526055690388303*pi,0.29638655413273574*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.46078220992328955*pi,0.060553215765245416*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.4503903994809303*pi,0.18707551105773135*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.4119191002894401*pi,0.2637826523965041*pi,3.9039471587980206*pi) q[12],q[14];\nu3(3.569264336329756*pi,3.238005426351242*pi,3.953637119181904*pi) q[0];\nu3(3.231875172517535*pi,3.0713715749924173*pi,0.9266012284567995*pi) q[1];\nu3(3.3471045772094996*pi,3.4276710065262135*pi,1.0125108896311825*pi) q[2];\nu3(3.667427613854264*pi,3.3928754157680614*pi,4.395363231197074*pi) q[3];\nu3(3.7375237573888738*pi,-0.05678808485126846*pi,0.5298458145248861*pi) q[4];\nu3(3.59337356233162*pi,-0.22013292509686072*pi,1.629781576216316*pi) q[5];\nu3(3.838019232368533*pi,0.8922364178258433*pi,4.089193817877779*pi) q[6];\nu3(3.338012405936837*pi,3.093146542450932*pi,0.7575552112839592*pi) q[7];\nu3(3.3509701143929416*pi,2.4510808143087335*pi,1.976660944053765*pi) q[8];\nu3(3.8881450604257948*pi,0.09221600974925892*pi,0.623221869095067*pi) q[9];\nu3(3.544956701651997*pi,3.441653277546632*pi,3.7917043527272556*pi) q[10];\nu3(3.5768664867522615*pi,0.6480679840436052*pi,0.6653670935350435*pi) q[11];\nu3(3.626409956008441*pi,-0.37844768164869474*pi,1.2005498440531457*pi) q[12];\nu3(3.5972904128589813*pi,2.00186444385944*pi,1.889597827561591*pi) q[14];\nu3(3.7770860449197525*pi,-0.3435272865517792*pi,4.003352186869659*pi) q[15];\nu3(3.2578446072841296*pi,1.0322225659349349*pi,1.4491447238321808*pi) q[16];\nRxxyyzz(0.34520824584696996*pi,0.11459531297192616*pi,0.05746012344679041*pi) q[0],q[14];\nRxxyyzz(0.47911440007289974*pi,0.2539881181357788*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.4580452731795795*pi,0.13546715808394*pi,0.09876237447169399*pi) q[2],q[10];\nRxxyyzz(0.4124676769952895*pi,0.32128809226304*pi,3.75813575587698*pi) q[3],q[15];\nRxxyyzz(0.3959781152635502*pi,0.26800546159755534*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.47183801953978377*pi,0.24340768811551539*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.3548546428016196*pi,0.3296054113280018*pi,3.9539245312384903*pi) q[8],q[13];\nRxxyyzz(0.45059718070167953*pi,0.22230079642823505*pi,3.89414260651337*pi) q[16],q[9];\nu3(3.3646552013161317*pi,-0.33879652686387357*pi,0.9785117358045847*pi) q[0];\nu3(3.5508838874959805*pi,2.3265298981970477*pi,1.5608068884386537*pi) q[1];\nu3(3.7952444407690056*pi,0.07417244186233196*pi,1.126362779720155*pi) q[2];\nu3(3.353786581665574*pi,0.05039799917634169*pi,2.1571737798397024*pi) q[3];\nu3(3.6109169394390994*pi,3.4956077926744475*pi,0.9932732472663672*pi) q[4];\nu3(3.398710444283169*pi,0.43755443211599776*pi,0.8890257733700436*pi) q[6];\nu3(3.668392304014344*pi,2.5844390903392904*pi,2.253060840099526*pi) q[7];\nu3(3.447313546550234*pi,1.9734270368000026*pi,4.462535636083818*pi) q[8];\nu3(3.5388591193163963*pi,0.5755058940328837*pi,0.6885355662233992*pi) q[9];\nu3(3.3097548608440635*pi,2.4226234205397255*pi,1.308021467061068*pi) q[10];\nu3(3.595598631516325*pi,2.795243364474582*pi,0.8972690185639812*pi) q[11];\nu3(3.6719928438650826*pi,1.4487356179861022*pi,1.4817259052875034*pi) q[12];\nu3(3.539197289888684*pi,0.3463176077740122*pi,2.371940566098127*pi) q[13];\nu3(3.289671390583247*pi,2.241724877878822*pi,3.9145915471920394*pi) q[14];\nu3(3.5402053158148186*pi,2.4529834622101885*pi,1.6275747008118522*pi) q[15];\nu3(3.808353308717154*pi,0.5266329123509337*pi,1.5318154273388385*pi) q[16];\nRxxyyzz(0.27995193788892964*pi,0.14259400979668602*pi,3.9584679492165193*pi) q[0],q[11];\nRxxyyzz(0.4299214439873601*pi,0.1492994824215947*pi,3.90506408117378*pi) q[1],q[15];\nRxxyyzz(0.4312487223328998*pi,0.17011932884515368*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.4440924819614003*pi,0.2148452306001093*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.34581439092072025*pi,0.24154387083809192*pi,0.13568316321432938*pi) q[14],q[4];\nRxxyyzz(0.3637452630065896*pi,0.3041254893289792*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3770050022729999*pi,0.29020429872938386*pi,0.07508455845065377*pi) q[10],q[7];\nRxxyyzz(0.2721972431660049*pi,0.21140315348682237*pi,0.0*pi) q[9],q[8];\nu3(3.632152749609683*pi,-0.06975725855153725*pi,2.1767823590373827*pi) q[0];\nu3(3.53104185086561*pi,2.3331009682092536*pi,2.4639458851662814*pi) q[1];\nu3(3.9038356632823867*pi,-0.048581470542385985*pi,0.7269274765992705*pi) q[2];\nu3(3.6177337220611774*pi,3.2172368984823776*pi,1.1751956113335558*pi) q[3];\nu3(3.5151643043695096*pi,0.4994524853991632*pi,1.480886640821557*pi) q[4];\nu3(3.4405137001070116*pi,0.1454421330918959*pi,4.479976264932734*pi) q[5];\nu3(3.637197422502295*pi,-0.1904906271434615*pi,1.7530383937174807*pi) q[6];\nu3(3.7860093080835524*pi,3.229168056728541*pi,3.2531191140463362*pi) q[7];\nu3(3.263553846550172*pi,-0.48560905017472966*pi,3.860016555855108*pi) q[8];\nu3(3.4287822971155744*pi,0.06961789568158316*pi,0.7923830975818427*pi) q[9];\nu3(3.64493093548985*pi,-0.4533017039116299*pi,4.45533166594808*pi) q[10];\nu3(3.798073415259414*pi,0.06616913503852329*pi,2.193997523111679*pi) q[11];\nu3(3.6557643675767917*pi,0.08062595356953706*pi,1.3108080855580102*pi) q[13];\nu3(3.5044216908569665*pi,2.428813913394273*pi,4.49531940307761*pi) q[14];\nu3(3.6807974821694778*pi,0.9507191524388006*pi,0.6362685275964766*pi) q[15];\nu3(3.174362294341994*pi,-0.4992973817488028*pi,0.6008258764869274*pi) q[16];\nRxxyyzz(0.4534527953948362*pi,0.34519965062885927*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.44599136204666917*pi,0.1326939423196853*pi,3.88973990575335*pi) q[1],q[14];\nRxxyyzz(0.37181994476063995*pi,0.23011700411467662*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4376935391852096*pi,0.29705220375776653*pi,3.914956862736309*pi) q[8],q[5];\nRxxyyzz(0.43733119275059995*pi,0.32401583463553907*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.33843126201021945*pi,0.24165873080491274*pi,3.8853530916573895*pi) q[7],q[13];\nRxxyyzz(0.4373464717057098*pi,0.3325419121962761*pi,0.11003860994472928*pi) q[9],q[12];\nRxxyyzz(0.3693334391575986*pi,0.1860785881963602*pi,0.10392772446126614*pi) q[16],q[11];\nu3(3.2009700103473118*pi,0.5731927443836717*pi,1.082233298808815*pi) q[0];\nu3(3.7906527078540138*pi,-0.19004387050061644*pi,1.0281079660804815*pi) q[1];\nu3(3.5129847746463136*pi,2.5909360976700397*pi,2.24893228603368*pi) q[3];\nu3(3.8606258947847962*pi,0.05285689229379831*pi,0.8567488996912084*pi) q[4];\nu3(3.456443162935307*pi,-0.3381369991844517*pi,2.4111765565044867*pi) q[5];\nu3(3.2315146970639943*pi,-0.2658911018536059*pi,0.5426316824341064*pi) q[6];\nu3(3.8010979536200695*pi,-0.1414446747628375*pi,1.8015334139482915*pi) q[7];\nu3(3.4860480580484015*pi,2.7667979599760093*pi,0.9196066824788751*pi) q[8];\nu3(3.736885583086501*pi,1.9867924297079438*pi,1.3828861619448145*pi) q[9];\nu3(3.8527615513229785*pi,3.3405546693296055*pi,4.071731189356063*pi) q[10];\nu3(3.5041398462215123*pi,0.1682421703685797*pi,4.359474750825747*pi) q[11];\nu3(3.9675839462546314*pi,0.08238614459619653*pi,1.4103788548235978*pi) q[12];\nu3(3.3544841854676912*pi,-0.06220577447258002*pi,1.0014902031978892*pi) q[13];\nu3(3.496293771644117*pi,1.8294027363905676*pi,2.3318445604898788*pi) q[14];\nu3(3.35550255410255*pi,-0.2440007562114449*pi,0.9201021957281319*pi) q[15];\nu3(3.421505842312433*pi,2.8783856789640447*pi,1.2965218592427485*pi) q[16];\nRxxyyzz(0.3564911906304898*pi,0.18143558235119084*pi,0.05865313888406698*pi) q[16],q[0];\nRxxyyzz(0.3538617533520695*pi,0.29009772179777915*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4250064150737396*pi,0.3691367060499016*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.42638510204885993*pi,0.06669427975840858*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4335204556745421*pi,0.25745648810573485*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4407758993880604*pi,0.3973514284307141*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.31991245446406946*pi,0.20976518217431606*pi,3.8241017382629003*pi) q[8],q[9];\nRxxyyzz(0.3851089368754995*pi,0.09132040746976594*pi,3.955620813280941*pi) q[10],q[12];\nu3(3.6968600699950676*pi,0.320199766011128*pi,3.971977819560193*pi) q[0];\nu3(3.7770296409124113*pi,2.978772277801786*pi,1.8391614172363269*pi) q[1];\nu3(3.3818987272446215*pi,-0.41814838558281986*pi,1.0635848189740686*pi) q[2];\nu3(3.1818375441121933*pi,2.905096172346096*pi,1.6910316125201126*pi) q[3];\nu3(3.8208738597948555*pi,1.6990143544146266*pi,1.5027905095480285*pi) q[4];\nu3(3.51703837336424*pi,0.8627373240596887*pi,1.1544012409985447*pi) q[5];\nu3(3.754757746750586*pi,2.1415109959474843*pi,4.053865046106657*pi) q[6];\nu3(3.302565028753496*pi,3.4619959904118534*pi,3.569430909504338*pi) q[7];\nu3(3.8739318087987193*pi,0.25875554965683145*pi,2.074327845890851*pi) q[8];\nu3(3.216683676020788*pi,2.603111865498814*pi,1.2143020561740427*pi) q[9];\nu3(3.42070698184192*pi,2.948536146254985*pi,0.5400033699081872*pi) q[10];\nu3(3.2667566350726016*pi,1.088472621626511*pi,2.1113748692463337*pi) q[12];\nu3(3.500344535075571*pi,2.8053641466507253*pi,2.2339291734606412*pi) q[13];\nu3(3.337421070319958*pi,0.07370052314451558*pi,3.2074366630015634*pi) q[14];\nu3(3.5072683612584834*pi,-0.03323449560374381*pi,3.66400927136123*pi) q[15];\nu3(3.3612024270899874*pi,3.097499595179886*pi,1.9807310400361515*pi) q[16];\nRxxyyzz(0.3757237754668702*pi,0.2747527495554696*pi,0.09160013082066921*pi) q[1],q[4];\nRxxyyzz(0.43164676868402996*pi,0.31778352886447436*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.39077469615289373*pi,0.25454696920259434*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.41957753853928986*pi,0.1820081217242172*pi,3.8442497123633506*pi) q[14],q[6];\nRxxyyzz(0.4578510879136698*pi,0.33496571129372*pi,0.16631028995887387*pi) q[7],q[12];\nRxxyyzz(0.43384405929332015*pi,0.15565834410225485*pi,0.1146253089665214*pi) q[8],q[11];\nRxxyyzz(0.3760305216071901*pi,0.254535708945023*pi,0.0*pi) q[13],q[10];\nu3(3.7568417188701915*pi,3.2977678053469273*pi,1.5562237967955839*pi) q[1];\nu3(3.574663170722141*pi,-0.295540453797593*pi,4.353930769500873*pi) q[2];\nu3(3.386960921720271*pi,3.4017531958942184*pi,1.3561750783835405*pi) q[3];\nu3(3.534828340139724*pi,0.7896661245374563*pi,1.0323120482419306*pi) q[4];\nu3(3.4369798731556087*pi,0.3300116327601835*pi,2.404599442468799*pi) q[5];\nu3(3.651386314708752*pi,1.2599504439672806*pi,1.034579252946557*pi) q[6];\nu3(3.571051573176547*pi,2.878463627425009*pi,4.340328143818489*pi) q[7];\nu3(3.6998473902592637*pi,-0.1515988024093895*pi,4.199928339968075*pi) q[8];\nu3(3.294314093894868*pi,0.8154467700246837*pi,1.4801798983791379*pi) q[10];\nu3(3.4370048697301216*pi,0.10133777824286183*pi,0.830471849568521*pi) q[11];\nu3(3.1743994447757293*pi,0.21240732430025056*pi,3.9351728101916823*pi) q[12];\nu3(3.4049495503050693*pi,2.29997003297155*pi,2.1940784991990885*pi) q[13];\nu3(3.45467757551857*pi,0.654163355302886*pi,1.6896791838534362*pi) q[14];\nu3(3.1921121987720245*pi,3.380710065285088*pi,4.00647422876206*pi) q[15];\nRxxyyzz(0.42199063784014557*pi,0.14299224438237887*pi,3.925146724163229*pi) q[0],q[10];\nRxxyyzz(0.21712763752010056*pi,0.10608726400808532*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.41791751392842*pi,0.24556989996483392*pi,3.954159484709839*pi) q[2],q[13];\nRxxyyzz(0.33592449913567*pi,0.17157331505448603*pi,0.04943049678019529*pi) q[7],q[3];\nRxxyyzz(0.41523550922762775*pi,0.3033018677583902*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.3456040588622149*pi,0.19066243275055172*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3106407666094103*pi,0.14933233047977001*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.41103080131039993*pi,0.2332832782025056*pi,0.0*pi) q[15],q[12];\nu3(3.3745935123230595*pi,0.7030389984692318*pi,2.2761580684586322*pi) q[0];\nu3(3.9833341278038197*pi,3.2113409222038074*pi,3.806173183176748*pi) q[1];\nu3(3.8974303833091493*pi,-0.2365219871900957*pi,1.817426376323053*pi) q[2];\nu3(3.807742625343664*pi,0.4783558204102387*pi,1.0884626736338077*pi) q[3];\nu3(3.4458963610993463*pi,0.6026699631726635*pi,1.6580780733309972*pi) q[4];\nu3(3.2853880336848307*pi,-0.041019528060144195*pi,2.582442299544434*pi) q[5];\nu3(3.6584492959130426*pi,0.7472351070497465*pi,1.7488833847860599*pi) q[6];\nu3(3.658217317939756*pi,2.9766642481799694*pi,3.7738690106241566*pi) q[7];\nu3(3.3687773921682633*pi,-0.2992427551955832*pi,3.8155333230511963*pi) q[8];\nu3(3.7378325129499346*pi,1.6770112398401733*pi,0.6650921278548019*pi) q[10];\nu3(3.5046381021441033*pi,0.04579894720792921*pi,0.8686976911277133*pi) q[11];\nu3(3.9699418210337343*pi,0.5970697434703074*pi,1.8106732810939983*pi) q[12];\nu3(3.865661968443833*pi,-0.49053898568776133*pi,2.1712572547102766*pi) q[13];\nu3(3.811771305215795*pi,0.09571490663490989*pi,2.419780102532698*pi) q[14];\nu3(3.5737787548534*pi,-0.14077717613402707*pi,1.0603290329129063*pi) q[15];\nu3(3.7219028811662493*pi,0.10058106404424672*pi,3.8772597816042116*pi) q[16];\nRxxyyzz(0.3790732906416102*pi,0.15276844811225143*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.47327795351044033*pi,0.27308734111590827*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4615910184260098*pi,0.15855103399943626*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.43585921676847317*pi,0.18179150986908788*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.46491702321253037*pi,0.2892610413357968*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.38103846406285935*pi,0.3317314418099305*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.3913867026368*pi,0.12317032420666112*pi,3.92327591674285*pi) q[16],q[12];\nu3(3.4221983099788176*pi,2.826323445291867*pi,1.2641010986417456*pi) q[1];\nu3(3.427854954698328*pi,0.5081426588292288*pi,2.344887832548319*pi) q[2];\nu3(3.152344326701608*pi,-0.3796530730057539*pi,3.823260912336659*pi) q[3];\nu3(3.788208763544778*pi,-0.4384894414533966*pi,2.476506695451853*pi) q[4];\nu3(3.670201910655459*pi,3.279131981471284*pi,0.8031009874004877*pi) q[5];\nu3(3.787863153290838*pi,-0.3746935928787879*pi,1.189863338375686*pi) q[6];\nu3(3.42855553632049*pi,1.667828102636451*pi,1.553841501238379*pi) q[7];\nu3(3.6004454751343014*pi,1.387990941746473*pi,1.4339956883641929*pi) q[8];\nu3(3.3043415125577886*pi,0.00932908799582488*pi,4.06940102313377*pi) q[9];\nu3(3.1861154343426197*pi,0.6374218533611038*pi,1.4285246532822764*pi) q[11];\nu3(3.1597746672442124*pi,3.2154909041866775*pi,0.9675484909792269*pi) q[12];\nu3(3.5746506683726484*pi,0.9014787981434562*pi,1.0272777879013626*pi) q[13];\nu3(3.291771530215729*pi,2.854585668991132*pi,1.8004075431183937*pi) q[15];\nu3(3.6724935716853*pi,3.3218993155360437*pi,0.711740730519661*pi) q[16];\nRxxyyzz(0.37730402939913943*pi,0.06554459351965303*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.39043409480673996*pi,0.17038266093919197*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.39212069238076985*pi,0.21178778692470612*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3976910684553331*pi,0.31713495361060196*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.44586897942873005*pi,0.26363365032817127*pi,0.09761847490921577*pi) q[6],q[12];\nRxxyyzz(0.4481667112150799*pi,0.17597192414957916*pi,0.16285221157035457*pi) q[8],q[7];\nRxxyyzz(0.30825522656279947*pi,0.22773651483930202*pi,0.11041269041592194*pi) q[16],q[11];\nu3(3.248023053028632*pi,2.804552036235615*pi,4.413536095885816*pi) q[0];\nu3(3.682797096108249*pi,0.07561506781114136*pi,1.112149650676194*pi) q[1];\nu3(3.829933560424854*pi,2.2233938659328993*pi,2.097274623103979*pi) q[2];\nu3(3.706266714630721*pi,2.7263464345689017*pi,0.7634956769026572*pi) q[3];\nu3(3.5992463872947695*pi,1.016738746762349*pi,1.6119069788933715*pi) q[5];\nu3(3.599980109329982*pi,2.1176174848272877*pi,4.057542583416833*pi) q[6];\nu3(3.064436695582546*pi,2.58094158987198*pi,3.3396710762745467*pi) q[7];\nu3(3.5658515719296706*pi,2.321028355099375*pi,4.085153635524838*pi) q[8];\nu3(3.127302512302638*pi,0.038791220836417395*pi,4.382002672952207*pi) q[9];\nu3(3.509722747657958*pi,2.124821170951722*pi,1.9329227604035863*pi) q[10];\nu3(3.321804949817709*pi,2.5929130663003592*pi,0.6521162240028935*pi) q[11];\nu3(3.376133712919707*pi,-0.16052109796709224*pi,3.059895976221582*pi) q[12];\nu3(3.214490956020263*pi,-0.21836053043811127*pi,0.5880437929604163*pi) q[13];\nu3(3.8466567479582827*pi,0.4882340332590811*pi,1.250175318799952*pi) q[16];\nRxxyyzz(0.3306377323121685*pi,0.3223220488958436*pi,0.04564198640626893*pi) q[11],q[0];\nRxxyyzz(0.32844390713374955*pi,0.20136542622866926*pi,0.11020133534472443*pi) q[1],q[7];\nRxxyyzz(0.37634572502258956*pi,0.2574137486899504*pi,3.90200692165698*pi) q[2],q[12];\nRxxyyzz(0.4524006785919594*pi,0.4165364071546167*pi,3.85340716643743*pi) q[6],q[3];\nRxxyyzz(0.4643806086767599*pi,0.379699021785278*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4719854456679401*pi,0.0*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4355819768495745*pi,0.1894935914469411*pi,0.12377163241928582*pi) q[10],q[8];\nRxxyyzz(0.45844115300251*pi,0.17079925713444344*pi,0.0*pi) q[16],q[9];\nu3(3.5169586648233344*pi,0.09359889389904286*pi,3.13183844553253*pi) q[0];\nu3(3.7310394074653295*pi,-0.15939814123125828*pi,1.6530283148993479*pi) q[1];\nu3(3.367993222546451*pi,-0.321743816017917*pi,1.9445432111483336*pi) q[2];\nu3(3.605843578873977*pi,-0.36681899076510127*pi,4.050419725396905*pi) q[3];\nu3(3.663141858231313*pi,-0.3401416053874551*pi,2.857994583617822*pi) q[4];\nu3(3.684553650466446*pi,-0.3608242291213855*pi,2.40450084474295*pi) q[5];\nu3(3.35483407906095*pi,-0.03753793927257382*pi,1.5774300742137948*pi) q[6];\nu3(3.3858906680186927*pi,-0.3089400305617993*pi,4.077045673450677*pi) q[7];\nu3(3.2280051978689626*pi,0.8109643254604928*pi,0.7919299338343788*pi) q[8];\nu3(3.939650827010347*pi,0.9313178050764197*pi,1.3602327195133408*pi) q[9];\nu3(3.759497263452935*pi,0.5325999834890993*pi,0.975953687853561*pi) q[10];\nu3(3.4268845334223186*pi,1.7231134885156103*pi,1.201920820228712*pi) q[11];\nu3(3.260930160908565*pi,2.324884229566866*pi,1.8580689007379836*pi) q[12];\nu3(3.3703304737073547*pi,1.9000696480580386*pi,0.5264537979374593*pi) q[13];\nu3(3.314863617491822*pi,0.14904765504612283*pi,0.9458170466996492*pi) q[14];\nu3(3.178532245805708*pi,2.8368148445999664*pi,4.264706563670318*pi) q[16];\nRxxyyzz(0.42210282632450985*pi,0.14699433047186622*pi,3.93201224521123*pi) q[2],q[1];\nRxxyyzz(0.3886448354822295*pi,0.2829811504247055*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.44862541556055957*pi,0.38436062314964836*pi,0.11573034039573571*pi) q[4],q[5];\nRxxyyzz(0.4204903657191599*pi,0.2718459978155629*pi,3.9465903962487396*pi) q[6],q[13];\nRxxyyzz(0.4524643964532826*pi,0.37078618746771735*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4512165601977912*pi,0.2320851680837831*pi,0.0*pi) q[15],q[14];\nu3(3.641841351106214*pi,-0.3747472268332003*pi,1.6867016961466479*pi) q[1];\nu3(3.782445347502123*pi,0.9340667492478694*pi,2.1181390047245676*pi) q[2];\nu3(3.4297411926931862*pi,0.621809210794674*pi,1.3499135938126565*pi) q[3];\nu3(3.7526637249183667*pi,0.1435787986286965*pi,1.5920459326748524*pi) q[4];\nu3(3.6664567146697786*pi,2.477311358394099*pi,0.7587368649076913*pi) q[5];\nu3(3.358200076540755*pi,2.426533599809156*pi,1.4071446551896905*pi) q[6];\nu3(3.8371088324824543*pi,0.9619546862650408*pi,4.392762826033436*pi) q[7];\nu3(3.329610439613737*pi,3.1498284255027236*pi,4.324481537345829*pi) q[9];\nu3(3.8715595276014736*pi,-0.35163372638623247*pi,1.9764167079511643*pi) q[13];\nu3(3.4134581482717055*pi,3.1545332054186055*pi,2.173684651393283*pi) q[14];\nu3(3.6384544809959256*pi,1.950579032862085*pi,0.7650133642374*pi) q[15];\nu3(3.7559833932489757*pi,-0.19991014675979973*pi,1.5569397322395164*pi) q[16];\nRxxyyzz(0.4687549057965442*pi,0.23289355897132236*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.3670638347335089*pi,0.14199411785641836*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4369321314773139*pi,0.26365529795650144*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.33771572556046*pi,0.27640794906643507*pi,3.9576762841540596*pi) q[3],q[15];\nRxxyyzz(0.2965194123504*pi,0.15285039134575495*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.3514247812211403*pi,0.20255970172803028*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.4054802824042997*pi,0.2808019112180146*pi,3.9452451080911697*pi) q[7],q[11];\nRxxyyzz(0.4484262570379496*pi,0.3884886169537697*pi,0.0*pi) q[13],q[9];\nu3(3.7464068519524547*pi,1.7355532735956398*pi,1.459070717889206*pi) q[0];\nu3(3.399794706059234*pi,0.3112657494289627*pi,1.4412746098221156*pi) q[1];\nu3(3.869244293277286*pi,0.057043852959556274*pi,1.7030955796262104*pi) q[2];\nu3(3.379991998383356*pi,3.323364498815672*pi,2.4404576999159366*pi) q[3];\nu3(3.7552512276880945*pi,3.3180505171925283*pi,1.0910384132822508*pi) q[4];\nu3(3.8218624393305367*pi,2.6356230082677787*pi,2.384931924684968*pi) q[5];\nu3(3.350915900361687*pi,2.8807932323566376*pi,4.140839439203761*pi) q[6];\nu3(3.4192446304270936*pi,0.5198183380449088*pi,1.959880832691168*pi) q[7];\nu3(3.7853731535943322*pi,3.2891547919988913*pi,3.4880943297634044*pi) q[8];\nu3(3.3336414032477304*pi,2.5701713693239645*pi,4.381173394646978*pi) q[9];\nu3(3.5702186287523126*pi,-0.412962003259267*pi,3.950183171555649*pi) q[10];\nu3(3.4422281407671353*pi,2.2182387935080277*pi,0.8936617065662382*pi) q[11];\nu3(3.0852572528254854*pi,2.842640142217583*pi,0.9897120193533395*pi) q[13];\nu3(3.352899547896799*pi,3.124594379722221*pi,2.404548385204393*pi) q[14];\nu3(3.637477554254591*pi,-0.36660735379223475*pi,2.4661096382379495*pi) q[15];\nu3(3.3802923226409565*pi,2.865257201372916*pi,1.7821937929371403*pi) q[16];\nRxxyyzz(0.4507659036959902*pi,0.22679088636996345*pi,3.95825583706554*pi) q[13],q[0];\nRxxyyzz(0.42724803676108974*pi,0.1674926106171321*pi,3.942588156194139*pi) q[1],q[10];\nRxxyyzz(0.3685756106869901*pi,0.2313987747989381*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.3682871283674797*pi,0.3084425834427685*pi,0.12477544444008572*pi) q[16],q[3];\nRxxyyzz(0.43181613987836964*pi,0.20053461162100228*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4134708708382797*pi,0.2070422337302591*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.43999281896366943*pi,0.29550399598941013*pi,0.05361972608626648*pi) q[6],q[12];\nRxxyyzz(0.43890457599504956*pi,0.12747669766646208*pi,0.05776413209096811*pi) q[11],q[9];\nu3(3.687186814793204*pi,-0.36198153942528233*pi,0.8145975500929556*pi) q[0];\nu3(3.2572799626643842*pi,0.7041353499155922*pi,2.218317540931271*pi) q[1];\nu3(3.2697780402674033*pi,3.210116067267774*pi,1.7661027568275776*pi) q[2];\nu3(3.9092135876343104*pi,2.7225023646204547*pi,4.101253079495538*pi) q[3];\nu3(3.4459490937818327*pi,0.09742405360712392*pi,1.6542392063836266*pi) q[4];\nu3(3.5253909412707434*pi,2.8496040683029333*pi,0.6698576480534437*pi) q[5];\nu3(3.346316235288714*pi,0.46616491680744976*pi,0.7108927582389533*pi) q[6];\nu3(3.301590313176217*pi,3.1762995763546042*pi,3.931225262509667*pi) q[7];\nu3(3.6696306176434974*pi,-0.3963926880491587*pi,0.8258088678961504*pi) q[8];\nu3(3.1849541879394243*pi,2.837666880695865*pi,1.3730823167525386*pi) q[9];\nu3(3.7840279538432338*pi,-0.49531929359685434*pi,1.103325818148186*pi) q[10];\nu3(3.566089292314439*pi,3.18251303615663*pi,1.3752692166874672*pi) q[11];\nu3(3.649728096803807*pi,0.17548018565315893*pi,0.5926052532953162*pi) q[12];\nu3(3.6975344908489354*pi,0.9426180298586411*pi,2.126104075714472*pi) q[13];\nu3(3.4485971826461066*pi,-0.16436504806978836*pi,0.8206517240841621*pi) q[15];\nu3(3.7834950849913738*pi,0.574153113090158*pi,0.6340104368442467*pi) q[16];\nRxxyyzz(0.27206393984307997*pi,0.18393145154164448*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4620680334877534*pi,0.36982438670334983*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.41483024638904903*pi,0.3121739106597368*pi,3.8766598079713006*pi) q[3],q[2];\nRxxyyzz(0.3818361181795198*pi,0.09591151396845454*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4644845690089495*pi,0.14587241608040546*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4415269794957098*pi,0.1691023360625938*pi,0.05362058815858802*pi) q[6],q[9];\nRxxyyzz(0.32318602163610777*pi,0.24417216323785618*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.37980396541832995*pi,0.284873078728278*pi,3.9458529121557007*pi) q[11],q[14];\nu3(3.628806266342097*pi,-0.41712444988798436*pi,2.0513341841301367*pi) q[0];\nu3(3.0435779631929725*pi,0.2891293313597061*pi,0.8904721389158412*pi) q[1];\nu3(3.489851588962834*pi,2.0343515880458813*pi,0.5699423970443869*pi) q[2];\nu3(3.331959454343052*pi,3.348397081795376*pi,1.1637633094326083*pi) q[3];\nu3(3.664855383607171*pi,2.5479710544000835*pi,2.3952323680449417*pi) q[4];\nu3(3.6376181363173457*pi,3.0338698747102413*pi,4.20727416233829*pi) q[5];\nu3(3.5014107782516226*pi,3.235256931341987*pi,3.245050098758787*pi) q[6];\nu3(3.4805239093499365*pi,-0.1341743577324136*pi,3.836368985620271*pi) q[8];\nu3(3.4410549659811065*pi,-0.3036650010352494*pi,4.364053863313908*pi) q[9];\nu3(3.542140814373621*pi,2.491616096288143*pi,3.5330477822743243*pi) q[10];\nu3(3.6823354962036468*pi,0.8240448996917076*pi,2.3238419153814442*pi) q[11];\nu3(3.6338267576858403*pi,0.8346892876315817*pi,1.2414245137772504*pi) q[12];\nu3(3.290226660570747*pi,0.2882844868611264*pi,1.0227222332488748*pi) q[13];\nu3(3.6951117554573965*pi,-0.2209928839411307*pi,1.655909464388078*pi) q[14];\nu3(3.4773441475879485*pi,2.935987481171617*pi,3.9361462978868333*pi) q[15];\nu3(3.6715980262718007*pi,3.3899748981373676*pi,3.822997933066622*pi) q[16];\nRxxyyzz(0.43478185115960005*pi,0.1711281796054639*pi,3.9542902628555705*pi) q[12],q[0];\nRxxyyzz(0.4801831740628899*pi,0.259123145360042*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4190244233801698*pi,0.20266064663554*pi,0.04185299719213794*pi) q[4],q[3];\nRxxyyzz(0.41915426093844876*pi,0.22949404460699085*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4373787473754929*pi,0.2534250122884982*pi,0.1732960326254642*pi) q[6],q[14];\nRxxyyzz(0.40035453922694*pi,0.35629975262074864*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.44029331946514977*pi,0.35676245998658285*pi,3.93246359490149*pi) q[16],q[13];\nu3(3.1196732383366874*pi,2.209490838222482*pi,0.9341413311462641*pi) q[0];\nu3(3.21499273993621*pi,1.4980788221105006*pi,1.2611566196289914*pi) q[2];\nu3(3.3523958247559142*pi,3.358869821640329*pi,1.8809574700643963*pi) q[3];\nu3(3.175840591596174*pi,0.4313647985190747*pi,3.9614032057679593*pi) q[4];\nu3(3.7890331443732865*pi,-0.22119014351578675*pi,1.6163058727705024*pi) q[5];\nu3(3.302168833246572*pi,0.4919412801369454*pi,3.212203167006079*pi) q[6];\nu3(3.387820635349386*pi,-0.20148058757543663*pi,4.061045494428141*pi) q[7];\nu3(3.961296185683429*pi,0.40379506605562954*pi,0.907501345517379*pi) q[8];\nu3(3.7251106115937*pi,0.3836877820682085*pi,1.2542466351398092*pi) q[9];\nu3(3.336930999273922*pi,3.176535205962734*pi,4.28120875447424*pi) q[10];\nu3(3.3647789633263194*pi,3.1828759795976476*pi,1.7239486076521393*pi) q[12];\nu3(3.37386827836361*pi,3.458788392985821*pi,1.4327892435439988*pi) q[13];\nu3(3.3390630579390157*pi,0.12431874200294857*pi,4.19961474527753*pi) q[14];\nu3(3.458101910439656*pi,-0.3147785750269718*pi,0.7257076405631666*pi) q[16];\nmeasure q[6] -> c[1];\nmeasure q[8] -> c[6];\nmeasure q[14] -> c[8];\nRxxyyzz(0.48305788178786024*pi,0.19855228010437687*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.43785404077416923*pi,0.0675522169605709*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.30802623910562055*pi,0.08714414238707713*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.3941348502948495*pi,0.2510710223920345*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.45023448894419915*pi,0.1389125267575615*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.44399981776088027*pi,0.26114174147133173*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.40506775157609*pi,0.2700182700495421*pi,3.8536842010947705*pi) q[15],q[16];\nu3(3.358497055925981*pi,-0.363873421342225*pi,1.1478543562631072*pi) q[0];\nu3(3.292642476338259*pi,3.2364818200452667*pi,2.3373786304216577*pi) q[1];\nu3(3.2039092477494755*pi,3.196385993129872*pi,1.9891947751694883*pi) q[2];\nu3(3.219377610523848*pi,0.5037378048672769*pi,1.4841221725022935*pi) q[3];\nu3(3.8040986711633455*pi,2.710469151884781*pi,1.3284373408440904*pi) q[4];\nu3(3.7624663066210666*pi,3.3270269268516355*pi,0.640396486509391*pi) q[5];\nu3(3.334598727213774*pi,-0.4506084106887631*pi,0.759986795505843*pi) q[7];\nu3(3.2488331857322588*pi,2.665702894246457*pi,1.6119089555798811*pi) q[9];\nu3(3.644199088201562*pi,0.8582011544550534*pi,2.290145190412221*pi) q[10];\nu3(3.7489035538087054*pi,2.607780326261046*pi,1.0390764953366345*pi) q[11];\nu3(0.2676446709020767*pi,-0.3996388324157314*pi,1.176697004811961*pi) q[12];\nu3(3.714045762005643*pi,2.7795666251722193*pi,1.604723939582927*pi) q[13];\nu3(3.4416393277866035*pi,1.514694961622168*pi,0.8082641180753933*pi) q[15];\nu3(3.3752044169238506*pi,0.10799536542604526*pi,2.4762514676117924*pi) q[16];\nmeasure q[15] -> c[0];\nmeasure q[2] -> c[2];\nmeasure q[5] -> c[3];\nmeasure q[7] -> c[4];\nmeasure q[16] -> c[5];\nmeasure q[0] -> c[7];\nmeasure q[4] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[10] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[11] -> c[14];\nmeasure q[12] -> c[15];\nmeasure q[1] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3009950937762635*pi,3.4557484588301817*pi,2.0494063378073877*pi) q[0];\nu3(3.3556377245751663*pi,0.7944875875711743*pi,0.7745275605565318*pi) q[1];\nu3(3.2083740062230066*pi,3.4926564938909235*pi,0.9235809301294307*pi) q[2];\nu3(3.0741145644376133*pi,3.0473386909194393*pi,2.1418567528407984*pi) q[3];\nu3(3.3272318192797004*pi,-0.10114282065214608*pi,3.975713963408813*pi) q[4];\nu3(3.1547402368862243*pi,3.3721068344962033*pi,3.610849159855523*pi) q[5];\nu3(3.2009989718270644*pi,2.153464005065882*pi,1.6704846333095058*pi) q[6];\nu3(3.433339412210728*pi,3.45561995247365*pi,4.420557925610311*pi) q[7];\nu3(3.1750570651749173*pi,2.8630948531407956*pi,0.5346201000951434*pi) q[8];\nu3(3.845790432274466*pi,-0.20217259198082005*pi,2.835477332579575*pi) q[9];\nu3(3.54967309337337*pi,2.960242407572509*pi,2.0618068350187833*pi) q[10];\nu3(3.5774720532973956*pi,2.808936416687749*pi,1.3558246767648154*pi) q[11];\nu3(3.446358603431746*pi,3.181292715231028*pi,4.22538261379513*pi) q[12];\nu3(3.548211013060157*pi,2.449329398142666*pi,3.661037371684479*pi) q[13];\nu3(3.514559968062962*pi,3.220931997915897*pi,0.709338836727722*pi) q[14];\nu3(3.6005885025919446*pi,3.261039571548459*pi,1.0122360388388432*pi) q[15];\nu3(3.3285087584198068*pi,0.3246298566109769*pi,3.781258619967947*pi) q[16];\nRxxyyzz(0.4204997979698196*pi,0.14303873672485418*pi,3.9427292540877907*pi) q[0],q[15];\nRxxyyzz(0.4635182386387201*pi,0.2960284818548402*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4261618986879402*pi,0.14505742441902614*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.30034521605267195*pi,0.1524657878660881*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.40847195421062055*pi,0.14460221502240833*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3834338729094399*pi,0.21602404378512402*pi,3.869561770387749*pi) q[9],q[16];\nRxxyyzz(0.45583228252895946*pi,0.23927251504998726*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.3190948689399803*pi,0.30391557489434406*pi,3.94609877818774*pi) q[12],q[13];\nu3(3.6899319916489643*pi,0.047861234229565786*pi,1.4476377673575485*pi) q[0];\nu3(3.47410926521463*pi,2.817425699330913*pi,0.7191786035097172*pi) q[2];\nu3(3.7000532466575677*pi,0.024688997140380087*pi,0.5464533331663184*pi) q[3];\nu3(3.1010151467648717*pi,0.09110279797430254*pi,2.2640222072733724*pi) q[4];\nu3(3.934833581390172*pi,0.4748138512769656*pi,1.522638113917272*pi) q[5];\nu3(3.49554316675174*pi,1.091283402056388*pi,1.8457221584641976*pi) q[6];\nu3(3.6335438961219375*pi,-0.024597511404370442*pi,4.322549541316127*pi) q[7];\nu3(3.5219909191453755*pi,1.459193366079992*pi,1.5135943258545381*pi) q[8];\nu3(3.692988128791157*pi,3.4703094028523997*pi,0.589511996108802*pi) q[9];\nu3(3.583339654093934*pi,1.2030391627274593*pi,1.7652756006030779*pi) q[10];\nu3(3.539991087685609*pi,3.4362031366326984*pi,0.9633646508533227*pi) q[11];\nu3(3.428323429326115*pi,3.2999587559166916*pi,1.0890946986108048*pi) q[12];\nu3(3.4178514919097567*pi,2.674077790317011*pi,1.3329448339803012*pi) q[13];\nu3(3.425590692686814*pi,1.7227402169473574*pi,2.263077479492332*pi) q[14];\nu3(3.564390376841662*pi,1.3935211635850395*pi,1.7448647832546789*pi) q[15];\nu3(3.632359488470632*pi,1.1428642475196051*pi,1.6646477947516978*pi) q[16];\nRxxyyzz(0.42283901911057553*pi,0.39076188177942806*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.44374054404894026*pi,0.3171137261954874*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.28775416803721277*pi,0.2182073901678292*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.45556658498877045*pi,0.30473367270720075*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.2957046713775854*pi,0.1985827139250046*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.35238020327172004*pi,0.3081798872271162*pi,0.18238256570577605*pi) q[7],q[15];\nRxxyyzz(0.4471259905626997*pi,0.18622427024375857*pi,0.15057803925056593*pi) q[11],q[12];\nRxxyyzz(0.3269084032760895*pi,0.27248046703177575*pi,0.0*pi) q[13],q[14];\nu3(3.5553066849039587*pi,2.7787582612676793*pi,1.0271015917467157*pi) q[0];\nu3(3.175164120888882*pi,0.6703140418448048*pi,0.7523347713182453*pi) q[1];\nu3(3.342812444366386*pi,-0.3444913345484051*pi,0.6409036827728296*pi) q[2];\nu3(3.1832416812634583*pi,1.9551392067572815*pi,1.711965333700102*pi) q[3];\nu3(3.6137400805529545*pi,2.7663906412338464*pi,2.4222148711918403*pi) q[4];\nu3(3.4509967656935796*pi,1.2221103110140055*pi,1.5313087232878173*pi) q[5];\nu3(3.277131181352896*pi,0.6663869367522226*pi,0.8082384711973634*pi) q[6];\nu3(3.1382092403844295*pi,-0.009067744849901027*pi,4.4967878616171575*pi) q[7];\nu3(3.3242699588854765*pi,0.2192828120558098*pi,1.3633278889233549*pi) q[9];\nu3(3.0930517914844744*pi,0.7183481253859434*pi,0.9053498554146522*pi) q[10];\nu3(3.846355054010841*pi,0.18332122416775365*pi,3.686794926749021*pi) q[11];\nu3(3.5994399924213685*pi,3.4515803031461907*pi,3.1349385589027223*pi) q[12];\nu3(3.5591813346584473*pi,-0.15776202338872536*pi,3.71477144245707*pi) q[13];\nu3(3.864735642497444*pi,-0.4617590667516699*pi,2.3747171320391947*pi) q[14];\nu3(3.2479909344455176*pi,0.5648969266112354*pi,0.5180141850936139*pi) q[15];\nu3(3.4606995161881016*pi,-0.2658341020240126*pi,3.989608579771095*pi) q[16];\nRxxyyzz(0.4619268729536512*pi,0.28968619488157754*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.30079407149104975*pi,0.2187609618823152*pi,0.09906421341977234*pi) q[4],q[2];\nRxxyyzz(0.4351678402974599*pi,0.19473177358394805*pi,0.07323135914732826*pi) q[5],q[13];\nRxxyyzz(0.43137159957314175*pi,0.3733273396901887*pi,3.9246426768305867*pi) q[6],q[14];\nRxxyyzz(0.3647497053694395*pi,0.26315036473291725*pi,3.8545776075455898*pi) q[7],q[12];\nRxxyyzz(0.37145907217665947*pi,0.2335729360670831*pi,3.94946181494407*pi) q[16],q[8];\nRxxyyzz(0.3812611116053696*pi,0.14229672726231635*pi,0.0*pi) q[11],q[15];\nu3(3.39189817934747*pi,0.2884020017534903*pi,2.383341281896306*pi) q[1];\nu3(3.7994207539275116*pi,0.6844890976607765*pi,3.9883022723514205*pi) q[2];\nu3(3.5650284907812857*pi,1.0534412318819903*pi,1.8528837332863843*pi) q[3];\nu3(3.0635302769518074*pi,2.784550944601686*pi,1.6802907115532466*pi) q[4];\nu3(3.604885986860253*pi,-0.49416168350716416*pi,2.8530209931538146*pi) q[5];\nu3(3.5548264199660475*pi,0.36377321280470054*pi,2.348605569738624*pi) q[6];\nu3(3.676657586313882*pi,2.2331648917206506*pi,2.4897166485927773*pi) q[7];\nu3(3.426405121333885*pi,0.4295175458400631*pi,0.5500806213837848*pi) q[8];\nu3(3.5492366283411787*pi,0.4142797369111044*pi,2.001473809213039*pi) q[11];\nu3(3.935698436288651*pi,2.539977150346037*pi,1.5144875815734684*pi) q[12];\nu3(3.307993628285747*pi,0.2963056489768473*pi,3.709230379918575*pi) q[13];\nu3(3.752274446303135*pi,2.608922951520576*pi,1.4749245964420505*pi) q[14];\nu3(3.6247758282673503*pi,-0.1089483545558807*pi,0.6885929119414929*pi) q[15];\nu3(3.902260673455481*pi,-0.06276208128414207*pi,1.5926629236042127*pi) q[16];\nRxxyyzz(0.44009151953989933*pi,0.09767385495387526*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4003251956132199*pi,0.33676472264952123*pi,3.8494819947962498*pi) q[1],q[9];\nRxxyyzz(0.3857734450507202*pi,0.2828131994651617*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.32705045565334945*pi,0.25044994329552894*pi,0.07242735595479033*pi) q[3],q[8];\nRxxyyzz(0.45903995640425954*pi,0.4185018341800095*pi,3.91946514564553*pi) q[4],q[15];\nRxxyyzz(0.37773091715618357*pi,0.22763705509077004*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3971236007968315*pi,0.22751839886325365*pi,0.0*pi) q[16],q[7];\nu3(3.5316903976893954*pi,2.0743077512139227*pi,2.0106093938425156*pi) q[0];\nu3(3.8214159880738947*pi,-0.2341004573358264*pi,1.1156199922081198*pi) q[1];\nu3(3.279118015715308*pi,0.5404031434643759*pi,1.4681003960756527*pi) q[2];\nu3(3.484607753706422*pi,0.38383932879012006*pi,1.7926650323356417*pi) q[3];\nu3(3.486338475806644*pi,3.3943518382523985*pi,2.327824016999473*pi) q[4];\nu3(3.542227685569079*pi,1.7010748177656758*pi,1.6290160287105855*pi) q[5];\nu3(3.6389488182229663*pi,-0.05059372325742806*pi,0.6015964370628326*pi) q[7];\nu3(3.9478606487274046*pi,3.0882472683593214*pi,1.187245965827858*pi) q[8];\nu3(3.8882538300055365*pi,3.087983026860277*pi,0.9423912695585503*pi) q[9];\nu3(3.8740516322795826*pi,1.0948768561260493*pi,1.4606785228327037*pi) q[11];\nu3(3.3469848158618247*pi,3.05042874106723*pi,1.5066838513686074*pi) q[12];\nu3(3.2871920875429725*pi,-0.33196228267022665*pi,1.2036184275583561*pi) q[13];\nu3(3.4992633761740075*pi,-0.04476885139980147*pi,1.2676017101986137*pi) q[15];\nu3(3.5081239798781394*pi,3.455656377274063*pi,2.380802946023957*pi) q[16];\nRxxyyzz(0.4322842432003896*pi,0.24688128207903992*pi,3.841485002054551*pi) q[0],q[3];\nRxxyyzz(0.40167648610727036*pi,0.27798628873642794*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.2096023054323295*pi,0.1275251208231586*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.44102949781749967*pi,0.2153268957128206*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3991885269231679*pi,0.24923660662563*pi,0.0619834356506161*pi) q[7],q[6];\nRxxyyzz(0.39371200551951013*pi,0.2803145666630241*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.24576020920844902*pi,0.17362179012056655*pi,0.06358564777392317*pi) q[11],q[13];\nRxxyyzz(0.31266616075220904*pi,0.15002358044613784*pi,3.8972468721734206*pi) q[12],q[14];\nu3(3.446835102688629*pi,0.24697159458910434*pi,1.8875238619054366*pi) q[0];\nu3(3.624677608828432*pi,1.0492755942857617*pi,1.1303879432645685*pi) q[1];\nu3(3.2866661525328427*pi,1.0600372650469625*pi,1.482113842211803*pi) q[2];\nu3(3.7093270837896*pi,3.1570342043717483*pi,1.925974031389541*pi) q[3];\nu3(3.940822611010513*pi,3.4356143071460448*pi,4.354171482673503*pi) q[4];\nu3(3.4673563464541637*pi,2.7311540094675752*pi,0.7298486199947762*pi) q[6];\nu3(3.6779914752713694*pi,3.4239201155413417*pi,3.1981844776708783*pi) q[7];\nu3(3.5901776689879825*pi,3.4925470962463474*pi,1.2517117233930173*pi) q[8];\nu3(3.5884310526437013*pi,0.4181672637834857*pi,1.3897781951087083*pi) q[9];\nu3(3.374467367007458*pi,2.3186909923814754*pi,1.4068461358168696*pi) q[10];\nu3(3.4073078439741775*pi,3.3552016257710156*pi,4.298513436772243*pi) q[11];\nu3(3.6460951451269707*pi,-0.1639587295172677*pi,2.0687001174265367*pi) q[12];\nu3(3.575763251948083*pi,0.6744433285813727*pi,1.220753288854737*pi) q[13];\nu3(3.7359976518399525*pi,-0.38407232593916535*pi,2.375981335451862*pi) q[14];\nu3(3.6947852142743747*pi,-0.2654446482790762*pi,1.1034348972650823*pi) q[15];\nu3(3.4831473383975062*pi,2.545812440954145*pi,1.678664014373847*pi) q[16];\nRxxyyzz(0.3846586573611416*pi,0.17320296057891427*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.32515084775418057*pi,0.27451340441536154*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.3992458997599298*pi,0.24361414204288143*pi,3.914100431632161*pi) q[3],q[15];\nRxxyyzz(0.46511308336874935*pi,0.315272389539631*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.46473732377629073*pi,0.23271458623480723*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.34989294435914925*pi,0.12439868264395582*pi,0.06356494571667248*pi) q[14],q[9];\nRxxyyzz(0.4266328909160009*pi,0.317893305243357*pi,0.0*pi) q[11],q[10];\nu3(3.8305668310485927*pi,2.4358178249014406*pi,1.6445616793577311*pi) q[0];\nu3(3.1349571704361607*pi,1.2232964350674798*pi,1.2732801643105405*pi) q[1];\nu3(3.835610952941809*pi,1.1987834990989246*pi,0.563751262342568*pi) q[2];\nu3(3.5560299285575203*pi,3.21457701064241*pi,1.241550106140484*pi) q[3];\nu3(3.2696549906302366*pi,-0.4686913367298553*pi,0.5531041174353931*pi) q[4];\nu3(3.3398967684067067*pi,0.8004969025658428*pi,0.8659630500825803*pi) q[5];\nu3(3.4438831704358956*pi,2.915162283105891*pi,4.384158337031818*pi) q[8];\nu3(3.39639899116762*pi,2.6333658520813894*pi,3.782363389053637*pi) q[9];\nu3(3.6087492728319583*pi,0.47737813526077333*pi,2.4025717056490814*pi) q[10];\nu3(3.7105147313726947*pi,0.9994832367567223*pi,2.2573827514233464*pi) q[11];\nu3(3.3348201575685663*pi,-0.17406177338677586*pi,3.9375614503087544*pi) q[12];\nu3(3.7709355414507635*pi,3.084252266926713*pi,1.4704325915113796*pi) q[13];\nu3(3.3963319783552843*pi,2.3680504542108225*pi,1.5410212774201768*pi) q[14];\nu3(3.371849138335383*pi,-0.3242827720141874*pi,2.146561470583851*pi) q[15];\nRxxyyzz(0.40128137040145573*pi,0.13781780901514384*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.3063812370683595*pi,0.15952699521346192*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.3368205433577493*pi,0.16241788748255992*pi,0.042958947873431796*pi) q[10],q[2];\nRxxyyzz(0.3212385705225076*pi,0.2417349924917307*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.27614625404709*pi,0.20673531875874485*pi,3.8568380374051596*pi) q[6],q[4];\nRxxyyzz(0.4453906941701701*pi,0.21737363676089505*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.38229268711079367*pi,0.11362660827100535*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4368399842958711*pi,0.30151270283057796*pi,0.0*pi) q[16],q[14];\nu3(3.5351060696154772*pi,2.873700613143371*pi,4.273622052638501*pi) q[0];\nu3(3.4017284831058734*pi,-0.0036951257151109362*pi,0.9554994019373746*pi) q[1];\nu3(3.5573053383262723*pi,3.43395934405965*pi,1.4983020063490062*pi) q[2];\nu3(3.5220532189559437*pi,2.1270277368102706*pi,1.4525129358045514*pi) q[3];\nu3(3.5262513709808294*pi,2.1864595598185876*pi,1.6809987066800354*pi) q[4];\nu3(3.691725230980079*pi,2.725042750969786*pi,2.0307641790017845*pi) q[5];\nu3(3.7533775569172705*pi,3.2685997113938448*pi,3.9561876472766553*pi) q[6];\nu3(3.766626573999294*pi,-0.4112734641557939*pi,4.398617597522491*pi) q[7];\nu3(3.5518338977152886*pi,-0.476351417505923*pi,0.5421081222511539*pi) q[8];\nu3(3.6035724439889685*pi,2.8304569727172275*pi,4.229002346021496*pi) q[9];\nu3(3.4870377569561795*pi,0.698746505907067*pi,0.6319115748628774*pi) q[10];\nu3(3.5400047336752953*pi,-0.4713632674906579*pi,1.680200244703068*pi) q[11];\nu3(3.2307739213590425*pi,2.7373650224250503*pi,1.304284102616284*pi) q[12];\nu3(3.700550269943017*pi,0.19925767063068855*pi,1.0592209302972357*pi) q[14];\nu3(3.4704007471823646*pi,0.7201171587185347*pi,1.0629604597352325*pi) q[15];\nu3(3.2943267303312527*pi,-0.09448056492993268*pi,4.394155193895987*pi) q[16];\nRxxyyzz(0.4603464754583894*pi,0.2019871425739108*pi,0.04890280979387636*pi) q[1],q[0];\nRxxyyzz(0.43053352328017*pi,0.11356442624269025*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.3910549998346395*pi,0.19455979618459082*pi,0.06123410212944689*pi) q[13],q[4];\nRxxyyzz(0.41650683909426967*pi,0.2059548099822166*pi,3.911278563941151*pi) q[10],q[5];\nRxxyyzz(0.3818790472842499*pi,0.252593053237288*pi,3.948287047386451*pi) q[6],q[16];\nRxxyyzz(0.42341856905716924*pi,0.1879965659587911*pi,0.0*pi) q[11],q[7];\nu3(3.315457418098393*pi,1.884855656346132*pi,0.8784564061467102*pi) q[0];\nu3(3.415452563256109*pi,0.314677277351046*pi,3.9126370635966774*pi) q[1];\nu3(3.440828854160648*pi,0.41877537216983474*pi,1.5471116694935008*pi) q[2];\nu3(3.3639029548773838*pi,3.30924586846181*pi,1.4418960180733997*pi) q[4];\nu3(3.4114710555635526*pi,-0.21003973523600855*pi,1.684165990436479*pi) q[5];\nu3(3.624438943786015*pi,-0.32724706117042945*pi,1.5149041057101011*pi) q[6];\nu3(3.4103901252211735*pi,0.22435828234920485*pi,4.301646686171054*pi) q[7];\nu3(3.162186851408525*pi,3.213164215712152*pi,1.133552806627744*pi) q[10];\nu3(3.637519292940365*pi,2.3526001345708014*pi,0.8648353424420199*pi) q[11];\nu3(3.3483708447276443*pi,0.1021672426095056*pi,4.108096853353678*pi) q[13];\nu3(3.4687150553605735*pi,1.307694280518183*pi,0.6482251076725093*pi) q[15];\nu3(3.4649293008037367*pi,1.9097765127917965*pi,2.340570193071051*pi) q[16];\nRxxyyzz(0.45225953238146016*pi,0.35869024048123915*pi,0.03910308259223692*pi) q[0],q[10];\nRxxyyzz(0.43543141499401994*pi,0.33607762465285784*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.39988369846506*pi,0.3040643762528946*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.4142955447792093*pi,0.13837442694526203*pi,0.03911249707731418*pi) q[6],q[4];\nRxxyyzz(0.4307118934196294*pi,0.24558725454116548*pi,3.9319802373555603*pi) q[9],q[5];\nRxxyyzz(0.39066391328336014*pi,0.1024196052266361*pi,0.049679290673589345*pi) q[7],q[12];\nRxxyyzz(0.33414643347490947*pi,0.18841109481895713*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.4083509281697246*pi,0.2302191360928617*pi,0.0*pi) q[14],q[16];\nu3(3.123058722240158*pi,2.1564991009750702*pi,1.1092503197713675*pi) q[0];\nu3(3.8008594584175546*pi,2.0777077617624027*pi,1.7021250780331019*pi) q[1];\nu3(3.110832732814619*pi,3.252275098078239*pi,0.8453753357828573*pi) q[2];\nu3(3.463626164993403*pi,3.1379861850312363*pi,1.7341174081496105*pi) q[3];\nu3(3.8392201157107007*pi,0.734282381740964*pi,3.0085814307874985*pi) q[4];\nu3(3.482138302827985*pi,0.5996411198974905*pi,1.1039559621632469*pi) q[5];\nu3(3.6027540192181093*pi,-0.38841092944177424*pi,3.4826121092018636*pi) q[6];\nu3(3.5815824512948216*pi,3.0772896880160654*pi,4.127293042132752*pi) q[7];\nu3(3.575945222266885*pi,2.2029307022809035*pi,2.17922897086351*pi) q[9];\nu3(3.385852573550653*pi,1.777401480351262*pi,0.7347060921671773*pi) q[10];\nu3(3.6955828197308054*pi,0.25352209229071354*pi,0.8639942665486307*pi) q[11];\nu3(3.443868625081836*pi,2.1041840459122185*pi,4.054903367101673*pi) q[12];\nu3(3.5040234451323085*pi,3.433757266962367*pi,1.1597564233238904*pi) q[13];\nu3(3.4929523536647635*pi,3.2245468105729516*pi,0.6294664272552914*pi) q[14];\nu3(3.714116969722796*pi,1.1293392443039525*pi,1.507807296302321*pi) q[15];\nu3(3.700034216309444*pi,-0.0932252804837499*pi,0.5922467529349498*pi) q[16];\nRxxyyzz(0.4424553295429999*pi,0.2620411903310349*pi,0.08950697913176107*pi) q[1],q[16];\nRxxyyzz(0.27698310351557076*pi,0.20014703100003395*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.31996643708682015*pi,0.19848118424416095*pi,0.11587168364028688*pi) q[9],q[4];\nRxxyyzz(0.37390003174056496*pi,0.35096407253076667*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4281720411492903*pi,0.14544075383912392*pi,0.1120934279137671*pi) q[15],q[6];\nRxxyyzz(0.45537823470851946*pi,0.19911310220006556*pi,3.927154336702611*pi) q[7],q[8];\nRxxyyzz(0.41116481962083984*pi,0.1358292029660953*pi,3.9323471457124697*pi) q[13],q[12];\nu3(3.3633328668117235*pi,0.2754546842128053*pi,3.817241381369274*pi) q[1];\nu3(3.469156402769723*pi,0.5341142185729812*pi,1.2244328487607516*pi) q[3];\nu3(3.4416591952956392*pi,3.490868764534269*pi,2.1280186947797577*pi) q[4];\nu3(3.885807253801862*pi,3.471120056833617*pi,2.09527628817625*pi) q[5];\nu3(3.4148103437718844*pi,2.9203057712691267*pi,1.7126419775918948*pi) q[6];\nu3(3.703239499725236*pi,-0.047663228350258824*pi,1.423557397353303*pi) q[7];\nu3(3.591070112350447*pi,2.995637948795938*pi,1.004000095523128*pi) q[8];\nu3(3.53991792304652*pi,0.6034818828303321*pi,0.6766442530985692*pi) q[9];\nu3(3.1933024438429847*pi,0.0419032814883562*pi,1.0263673403734452*pi) q[11];\nu3(3.220667910443894*pi,2.385135963594156*pi,2.208298104568147*pi) q[12];\nu3(3.509455119660496*pi,0.18467860569365413*pi,1.0740654861598573*pi) q[13];\nu3(3.248581681040971*pi,3.471673937789002*pi,1.3698304409974456*pi) q[14];\nu3(3.4049057184701907*pi,-0.4701711655901122*pi,2.031897830335781*pi) q[15];\nu3(3.3050662895066285*pi,3.010561507887734*pi,3.4280212675998727*pi) q[16];\nRxxyyzz(0.46805155790040087*pi,0.13879881664132976*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4554146165324795*pi,0.4025055014851504*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.44107476047493943*pi,0.18573431748861913*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.3990661100046097*pi,0.14210308873385114*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.3752225731873202*pi,0.28277285874089286*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.3595158521368731*pi,0.26279043904677923*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.31389463515682003*pi,0.19684794209835232*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.44856576382437996*pi,0.3245490570033885*pi,0.11465418940917597*pi) q[16],q[15];\nu3(3.771221265285626*pi,0.34125326319264426*pi,4.457284738238906*pi) q[0];\nu3(3.4059647787059752*pi,-0.09458245762368583*pi,0.8355290383955158*pi) q[1];\nu3(3.6656053869585588*pi,2.4205697011930583*pi,2.3666788326200296*pi) q[2];\nu3(3.8291667982579076*pi,0.00955520451178915*pi,4.369486814493004*pi) q[3];\nu3(3.6186879614749774*pi,3.07291329940236*pi,0.5755129084044838*pi) q[4];\nu3(3.7364297070397012*pi,2.5625863776537003*pi,0.8184881267964847*pi) q[6];\nu3(3.650561555833288*pi,0.14551575213671786*pi,1.8425187133757914*pi) q[7];\nu3(3.603749912253987*pi,2.4249280573097955*pi,0.7639378747948271*pi) q[8];\nu3(3.5010430651113102*pi,1.9424867925615623*pi,1.29571398741894*pi) q[9];\nu3(3.430434915115663*pi,-0.4647456317506869*pi,4.3213434831667845*pi) q[10];\nu3(3.074054808612*pi,0.35975640424782496*pi,1.5157952586944639*pi) q[11];\nu3(3.2603378294055774*pi,3.2660783191509912*pi,4.1774838185915115*pi) q[12];\nu3(3.6521873964627387*pi,2.2479439007379676*pi,2.0656926416863683*pi) q[13];\nu3(3.31007930376339*pi,0.09554179439482202*pi,0.7433745552814597*pi) q[14];\nu3(3.656479112647174*pi,0.6715545307025503*pi,4.323651115019069*pi) q[15];\nu3(3.36935723665494*pi,2.3413062427717612*pi,4.272481829052122*pi) q[16];\nRxxyyzz(0.32680348185951946*pi,0.2205838466639788*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.29151611046897963*pi,0.11080434481143087*pi,0.05034622985522219*pi) q[1],q[7];\nRxxyyzz(0.3146239874679199*pi,0.18823750826256713*pi,0.11084462682687679*pi) q[2],q[4];\nRxxyyzz(0.34525994793441944*pi,0.14999998677519732*pi,3.8987749604283195*pi) q[12],q[3];\nRxxyyzz(0.4721485438626196*pi,0.40110232635062293*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4195072816040941*pi,0.3633750454946058*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4310786337989255*pi,0.3255812103273845*pi,0.26863341192903833*pi) q[9],q[16];\nRxxyyzz(0.3355074660632391*pi,0.17671108419157577*pi,0.0*pi) q[10],q[11];\nu3(3.4856485726319333*pi,3.3562403068582114*pi,4.177661798720701*pi) q[0];\nu3(3.811897146868764*pi,-0.18695393092358503*pi,1.747529797787753*pi) q[1];\nu3(3.103385308391837*pi,2.5500795997128676*pi,2.186492358234133*pi) q[2];\nu3(3.468993368477118*pi,-0.4257402684200618*pi,0.5039162961984278*pi) q[3];\nu3(3.597274220306362*pi,0.2885211240518608*pi,4.451264766364246*pi) q[4];\nu3(3.119278115071947*pi,0.3414711774275948*pi,1.1894335709916608*pi) q[5];\nu3(3.613427730800344*pi,1.4261032199207992*pi,4.498501061230511*pi) q[6];\nu3(3.596417246743407*pi,2.8929119692913865*pi,3.245183934761595*pi) q[7];\nu3(3.5197585867338663*pi,3.4144855947411092*pi,3.371473806719066*pi) q[8];\nu3(3.6871379573515153*pi,2.5055200578798233*pi,1.5444388448280022*pi) q[9];\nu3(3.082534186093147*pi,0.9955127298683111*pi,0.9342563108310906*pi) q[10];\nu3(3.1348758359912487*pi,1.6043219828770914*pi,1.5682840806169218*pi) q[11];\nu3(3.39115947453321*pi,3.3845773049932064*pi,2.377752634313301*pi) q[12];\nu3(3.475925145405241*pi,0.3186041979768197*pi,4.485436944206874*pi) q[13];\nu3(3.0444683144898916*pi,0.4899883195594861*pi,1.4107853196441156*pi) q[14];\nu3(3.6151517626097855*pi,0.1594749005371705*pi,4.1986309187672886*pi) q[16];\nRxxyyzz(0.3648021730375897*pi,0.21965855739377987*pi,3.921836585994921*pi) q[0],q[12];\nRxxyyzz(0.44924417515871096*pi,0.19241566771302776*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3288594415377929*pi,0.14638795756898948*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.44874737282143945*pi,0.2193735665378526*pi,0.09721198979913272*pi) q[9],q[3];\nRxxyyzz(0.35149080911384967*pi,0.19137881125122647*pi,0.0738090558002078*pi) q[11],q[5];\nRxxyyzz(0.4939264386933201*pi,0.24555183675586267*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4744595097902897*pi,0.10650658537287172*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.46011415553129*pi,0.20402804453525905*pi,0.1415859479204172*pi) q[13],q[14];\nu3(3.413645965048275*pi,1.9470190400211207*pi,0.5747733126726171*pi) q[0];\nu3(3.928883681794469*pi,3.233117523658624*pi,1.1496535833183896*pi) q[1];\nu3(3.6389345724374285*pi,-0.4424110744180956*pi,1.436306211989792*pi) q[2];\nu3(3.4569850544825482*pi,3.4100222329810093*pi,1.972688857282848*pi) q[3];\nu3(3.4832421089151877*pi,2.7602975690192344*pi,2.0825592365013628*pi) q[4];\nu3(3.5924475697091394*pi,-0.4755401854660182*pi,4.104437390943843*pi) q[5];\nu3(3.871184464878934*pi,-0.23686301246169228*pi,4.098808085619116*pi) q[6];\nu3(3.5317655232851495*pi,2.008047822116978*pi,0.8714362931688591*pi) q[7];\nu3(3.275555316897593*pi,2.611583462734722*pi,0.6510062782030859*pi) q[8];\nu3(3.163633501060777*pi,0.47842184717601777*pi,0.5838601151007132*pi) q[9];\nu3(3.7132538452599264*pi,-0.16587735320696584*pi,1.811834779095083*pi) q[10];\nu3(3.822739962051574*pi,2.9002073638936174*pi,0.9821282630644893*pi) q[11];\nu3(3.661509588929242*pi,2.064395524754847*pi,2.078134016407639*pi) q[12];\nu3(3.3667181318976467*pi,2.5332138740179944*pi,1.0971743654303068*pi) q[13];\nu3(3.66088644119477*pi,3.2166137626754*pi,3.8103301034618933*pi) q[14];\nu3(3.4710462198420498*pi,0.6858891317167557*pi,4.329394580808161*pi) q[15];\nRxxyyzz(0.2366079525912302*pi,0.15383222202943925*pi,3.94623228101249*pi) q[0],q[15];\nRxxyyzz(0.40143571191433997*pi,0.2673851651146349*pi,3.8701297173751006*pi) q[11],q[1];\nRxxyyzz(0.3578917242514601*pi,0.2635974114238451*pi,3.8377611177048596*pi) q[4],q[2];\nRxxyyzz(0.2902232868846894*pi,0.2552007781838448*pi,3.8479062133843396*pi) q[13],q[5];\nRxxyyzz(0.4261121343156693*pi,0.2905794266249484*pi,0.04044692200264606*pi) q[6],q[12];\nRxxyyzz(0.4856755163388806*pi,0.37911939073207196*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4117627038456996*pi,0.1937910851492553*pi,0.07282980843622147*pi) q[16],q[10];\nu3(3.320276401214605*pi,0.5116078831231139*pi,1.1606283046347339*pi) q[0];\nu3(3.3944755618396902*pi,2.73250878596199*pi,2.3025315084774722*pi) q[1];\nu3(3.8821149528566634*pi,0.8049675933317566*pi,1.7017164458400003*pi) q[2];\nu3(3.2644589890769367*pi,0.6398447148185078*pi,1.406577324066931*pi) q[4];\nu3(3.7832099676524753*pi,0.40566866780473165*pi,0.9456913796222184*pi) q[5];\nu3(3.359653690779263*pi,2.3656904608313343*pi,1.1619023683968361*pi) q[6];\nu3(3.6286426647664674*pi,1.3624850835340527*pi,4.193605414250729*pi) q[8];\nu3(3.2657495332794557*pi,2.901374565553813*pi,0.5890475398392754*pi) q[10];\nu3(3.817580976895005*pi,2.8018633491026166*pi,0.8308927311123893*pi) q[11];\nu3(3.8298816053427824*pi,0.13389651191082752*pi,3.2126640090922374*pi) q[12];\nu3(3.216448423976188*pi,2.368272284348761*pi,0.6241894844756122*pi) q[13];\nu3(3.3063396551145887*pi,-0.40464577232014765*pi,3.3259440311041426*pi) q[14];\nu3(3.6702644074924153*pi,3.0186498637709995*pi,1.8278083611195317*pi) q[15];\nu3(3.2044741772983074*pi,3.4672258881831004*pi,3.4320969811360804*pi) q[16];\nRxxyyzz(0.40263026039670985*pi,0.08212957137033698*pi,0.06518460670043065*pi) q[0],q[1];\nRxxyyzz(0.47848902082951206*pi,0.25446602093759907*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3538081184391225*pi,0.2877422601311115*pi,3.946188630140947*pi) q[11],q[4];\nRxxyyzz(0.4480544891549819*pi,0.30609402193686996*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.38562721578093984*pi,0.20061254791628882*pi,0.04109907258826541*pi) q[6],q[7];\nRxxyyzz(0.3442182314597301*pi,0.14657794886694386*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.3848365444843099*pi,0.276473990214599*pi,3.8849692185743407*pi) q[9],q[10];\nRxxyyzz(0.39082032826021995*pi,0.2872965390678842*pi,3.9418285529268506*pi) q[16],q[15];\nu3(3.816102351828044*pi,2.933921318783944*pi,3.844587715978121*pi) q[0];\nu3(3.6178600637895135*pi,2.389221168224572*pi,4.095070887540923*pi) q[1];\nu3(3.549999539720238*pi,1.2145537350439155*pi,1.2491143582259445*pi) q[2];\nu3(3.240219875834497*pi,1.6943549770756636*pi,1.6816394981455454*pi) q[4];\nu3(3.169308163087808*pi,1.896562722311999*pi,1.4070397521878952*pi) q[5];\nu3(3.1330543010679914*pi,-0.05351709050785969*pi,4.002214334791573*pi) q[6];\nu3(3.597063460475169*pi,0.2929264993429672*pi,1.5615960441457581*pi) q[7];\nu3(3.6539332832551237*pi,2.066925894904519*pi,1.1806377397710799*pi) q[8];\nu3(3.655807889736746*pi,2.8341340658779393*pi,1.9994478588003162*pi) q[9];\nu3(3.518065184465849*pi,2.643156753737281*pi,1.421580218004415*pi) q[10];\nu3(3.284156134017488*pi,0.3369539713679319*pi,1.2101279610920135*pi) q[11];\nu3(3.235810723128601*pi,-0.15539476299840094*pi,0.8133747099798669*pi) q[12];\nu3(3.534483661994695*pi,0.8282713254189855*pi,2.44761947700224*pi) q[13];\nu3(3.5002315369824277*pi,2.9991062777062982*pi,0.8303848874805999*pi) q[14];\nu3(3.144765949799452*pi,0.4561369353335487*pi,2.1985796836971154*pi) q[15];\nu3(3.206125515770798*pi,3.3734873741638958*pi,1.1493535720593506*pi) q[16];\nmeasure q[2] -> c[5];\nmeasure q[12] -> c[11];\nRxxyyzz(0.4271428205440462*pi,0.2607147327515642*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.41709668537637956*pi,0.1803394615476268*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4246435359685702*pi,0.10786799269416945*pi,3.9382043016725405*pi) q[6],q[3];\nRxxyyzz(0.49329782027313496*pi,0.25683305053834105*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.42619113163372024*pi,0.2489460668802217*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.3784645445708901*pi,0.3400058126309469*pi,0.052058361115756784*pi) q[9],q[16];\nu3(3.037232338366305*pi,2.141963857455096*pi,1.448262761081746*pi) q[0];\nu3(3.4922879838562175*pi,-0.14437976295914912*pi,1.0453535846708677*pi) q[1];\nu3(3.6476055892215755*pi,-0.41764967355496263*pi,1.4187335041518798*pi) q[3];\nu3(3.756563893648194*pi,0.7102692237197297*pi,1.1781876897393935*pi) q[5];\nu3(3.457072972958943*pi,3.2635685393441625*pi,0.8159150192299074*pi) q[6];\nu3(3.2727955335333623*pi,0.34971545250193625*pi,0.7244363253591329*pi) q[7];\nu3(3.7232723172336097*pi,3.190104609799973*pi,1.8930490223814955*pi) q[8];\nu3(3.2582467561823902*pi,-0.18156926773995485*pi,2.113489679926963*pi) q[9];\nu3(3.948670371220991*pi,2.023692065780506*pi,1.407701498360964*pi) q[10];\nu3(3.7208262539982266*pi,2.0959403168140276*pi,0.8505845741575646*pi) q[14];\nu3(3.4696417231490186*pi,-0.12792810536193866*pi,0.9365875204879126*pi) q[15];\nu3(3.4222086211990073*pi,1.8823665154594043*pi,0.8275147312548642*pi) q[16];\nmeasure q[14] -> c[8];\nRxxyyzz(0.4348879880645107*pi,0.34445332637749115*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.4090584366258297*pi,0.30083538159622186*pi,3.855468910409771*pi) q[9],q[1];\nRxxyyzz(0.4606123853802303*pi,0.22219637016129612*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.42340142164030997*pi,0.28234007953648327*pi,0.1554013219579388*pi) q[4],q[10];\nRxxyyzz(0.35221295224157956*pi,0.18735780478496622*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.3369667007071411*pi,0.3008133205700384*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.3112996719234503*pi,0.147698614689169*pi,0.12474794038575698*pi) q[16],q[13];\nu3(3.608201733727693*pi,0.980332076503247*pi,1.9312396249568886*pi) q[0];\nu3(3.7321656004531203*pi,-0.21374367086140006*pi,1.9870346570877184*pi) q[1];\nu3(3.4156817100475654*pi,0.29464087929727056*pi,1.260515660192402*pi) q[3];\nu3(3.93913072549309*pi,-0.0993687296113489*pi,0.9683075418633389*pi) q[4];\nu3(3.638536569515105*pi,0.1259712805138704*pi,1.9176511551707551*pi) q[5];\nu3(0.8723613700202878*pi,0.09036107986372277*pi,1.5384599115043969*pi) q[6];\nu3(3.4777700657586026*pi,0.036497281951239025*pi,1.9713545128256298*pi) q[7];\nu3(3.408474364460459*pi,0.3609175075250164*pi,4.239627767389679*pi) q[8];\nu3(3.347779362276234*pi,1.683791017933248*pi,0.5043359073525462*pi) q[9];\nu3(3.739915467622834*pi,3.253499995579807*pi,1.2462748362672407*pi) q[10];\nu3(0.10585524712629503*pi,-0.2184671424017*pi,0.5941721897457226*pi) q[11];\nu3(2.801526309669721*pi,0.52617795669367*pi,0.9791026958902898*pi) q[13];\nu3(3.3353462780296574*pi,3.2662670692148925*pi,0.8554727734272505*pi) q[15];\nu3(1.9103394315138529*pi,3.38584570959648*pi,4.2595539041337505*pi) q[16];\nmeasure q[5] -> c[0];\nmeasure q[8] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[16] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[13] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[6] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[11] -> c[12];\nmeasure q[15] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[10] -> c[15];\nmeasure q[1] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.29144486911173*pi,2.4835096477816436*pi,3.809110205187036*pi) q[0];\nu3(3.2286285853222596*pi,3.1898599344981386*pi,1.5600833819129996*pi) q[1];\nu3(3.294777826716317*pi,0.008215648291060584*pi,0.8952913375720262*pi) q[2];\nu3(3.086216820211119*pi,-0.1326028081143933*pi,2.9013753465201817*pi) q[3];\nu3(3.1300637128819897*pi,0.00654034834895878*pi,1.82986122464434*pi) q[4];\nu3(3.4957857905208156*pi,-0.09102375587502715*pi,3.557743082037537*pi) q[5];\nu3(3.2387897775996697*pi,0.5245522603123303*pi,0.6071985042414261*pi) q[6];\nu3(3.716770716129891*pi,0.3606766019508456*pi,1.202915307913383*pi) q[7];\nu3(3.6321371398158124*pi,2.3253605348119764*pi,3.634436223935244*pi) q[8];\nu3(3.451423285701623*pi,-0.00485731842434145*pi,2.505714250702029*pi) q[9];\nu3(3.2143866621465893*pi,3.0213154299994565*pi,1.580942252961052*pi) q[10];\nu3(3.745330872099125*pi,-0.08426386021020149*pi,3.790291398337967*pi) q[11];\nu3(3.490088559560605*pi,2.63327399729289*pi,4.1025156064917425*pi) q[12];\nu3(3.8240160983279377*pi,2.375355655290625*pi,0.7852431117079033*pi) q[13];\nu3(3.148722208975767*pi,-0.3339076405028045*pi,4.012603221934306*pi) q[14];\nu3(3.4596168503024867*pi,3.4045960051373307*pi,1.7289159685311537*pi) q[15];\nu3(3.3253430076457517*pi,-0.025494761475864602*pi,3.0888101098218463*pi) q[16];\nRxxyyzz(0.3983793202302595*pi,0.3241530479576221*pi,0.07314700238611102*pi) q[0],q[10];\nRxxyyzz(0.39691138481016963*pi,0.2703071658772214*pi,0.10916716800024469*pi) q[1],q[15];\nRxxyyzz(0.4314163300963197*pi,0.28448463667642826*pi,0.1716755824035214*pi) q[2],q[5];\nRxxyyzz(0.4584135529719212*pi,0.2152601826668339*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3343779103207395*pi,0.13520391415538446*pi,0.052228926242918305*pi) q[4],q[14];\nRxxyyzz(0.4553177168169604*pi,0.1587311895360095*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.45571078454182956*pi,0.18302761382900834*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.3958464331012794*pi,0.3756536653288812*pi,3.78323530859641*pi) q[9],q[16];\nu3(3.8100681450420133*pi,1.7922743862179518*pi,4.245925928159259*pi) q[0];\nu3(3.5041797163984683*pi,-0.4002641015363442*pi,1.9836704340576312*pi) q[1];\nu3(3.73658973445006*pi,2.687012993006548*pi,3.6372026266530444*pi) q[2];\nu3(3.5668992266994106*pi,0.9811273190226206*pi,1.5180837985621372*pi) q[3];\nu3(3.5400616689726654*pi,0.11844712536025459*pi,4.001855777939338*pi) q[4];\nu3(3.6788737636074673*pi,2.685911222603831*pi,4.342614185830198*pi) q[5];\nu3(3.1931362240070897*pi,2.8760326055685614*pi,0.5128805934102925*pi) q[6];\nu3(3.788611569321958*pi,3.2193175929964832*pi,0.5439156273395243*pi) q[7];\nu3(3.6264315972414747*pi,3.4401989990988815*pi,1.5265840018030266*pi) q[8];\nu3(3.243526824279946*pi,0.045261374396945886*pi,1.5755232642163175*pi) q[9];\nu3(3.0909848715080344*pi,0.6260289007900863*pi,0.5046369136330419*pi) q[10];\nu3(3.51492789752069*pi,1.5053300940618595*pi,2.2364733537623467*pi) q[11];\nu3(3.493180928918025*pi,0.48761683023321134*pi,1.1109096777299479*pi) q[12];\nu3(3.409051057536363*pi,-0.20655854019209163*pi,1.6681692389506098*pi) q[14];\nu3(3.3424974850636096*pi,-0.44841496513640344*pi,1.0622492548740277*pi) q[15];\nu3(3.139503484864628*pi,0.27545052981212326*pi,1.487131589447284*pi) q[16];\nRxxyyzz(0.3943372532964403*pi,0.2931115538073029*pi,0.12411189452193831*pi) q[0],q[6];\nRxxyyzz(0.45062112249144015*pi,0.14645337180062157*pi,3.9151833243232006*pi) q[1],q[13];\nRxxyyzz(0.4136939723547398*pi,0.16015262935939734*pi,3.93434150299799*pi) q[2],q[12];\nRxxyyzz(0.44574826527744993*pi,0.26723608194573245*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.43761646128886966*pi,0.32677021858365946*pi,3.8135912014898494*pi) q[5],q[8];\nRxxyyzz(0.29215875708423955*pi,0.24700282184811817*pi,3.8714719884164506*pi) q[7],q[9];\nRxxyyzz(0.3570725594522499*pi,0.15501555069647932*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.4082367633353901*pi,0.29053523350980714*pi,3.92872497901981*pi) q[14],q[15];\nu3(3.8879198891221827*pi,1.2071204335009218*pi,0.6995322984901153*pi) q[0];\nu3(3.6449130666496385*pi,0.9462801362743589*pi,0.9100755455741063*pi) q[1];\nu3(3.15656602537074*pi,1.8288746522926735*pi,2.4850598456847184*pi) q[2];\nu3(3.6160722030098835*pi,2.3802395239417424*pi,1.441743565972827*pi) q[3];\nu3(3.940870140622971*pi,2.4892168215097508*pi,1.6927719658386526*pi) q[5];\nu3(3.6984177846484627*pi,-0.30282008349582545*pi,1.1485126457983323*pi) q[6];\nu3(3.46201654139696*pi,3.3008306562801932*pi,1.1548543031261373*pi) q[7];\nu3(3.495223839942136*pi,0.954297507014426*pi,2.0304095424175843*pi) q[8];\nu3(3.0692473952953936*pi,3.10414554284131*pi,1.2158380166236662*pi) q[9];\nu3(3.4235798120590815*pi,2.072930596732076*pi,0.5362121434163194*pi) q[10];\nu3(3.3146469636498876*pi,-0.09852839865226393*pi,3.9383274321985353*pi) q[11];\nu3(3.3512771615806565*pi,-0.445786030663307*pi,2.1874245014252534*pi) q[12];\nu3(3.4435034643633826*pi,2.0278739926102816*pi,2.136403504694425*pi) q[13];\nu3(3.4312974461139785*pi,0.5236246600797037*pi,2.3761867306477176*pi) q[14];\nu3(3.3908866245046285*pi,1.7809060600275175*pi,2.4787429344095844*pi) q[15];\nu3(3.4799770394355924*pi,-0.18741319113222754*pi,0.713081140202697*pi) q[16];\nRxxyyzz(0.39934278326818984*pi,0.13134038672041015*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4077366553311711*pi,0.24041302912348483*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.45093399384854*pi,0.27203911381358914*pi,3.9583113464641606*pi) q[2],q[4];\nRxxyyzz(0.35411386724694793*pi,0.26455748391867706*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4020573516702597*pi,0.3210472398354831*pi,3.886049983415861*pi) q[7],q[13];\nRxxyyzz(0.4093853988073696*pi,0.2856423841930552*pi,3.8847121737421*pi) q[8],q[14];\nRxxyyzz(0.2785403106374698*pi,0.26416016773107387*pi,0.09847805004809551*pi) q[12],q[10];\nRxxyyzz(0.46216746975797995*pi,0.30658202340538065*pi,0.0*pi) q[16],q[11];\nu3(3.7784613871301778*pi,-0.4347052916950198*pi,0.8374761658182512*pi) q[0];\nu3(3.2626305314298953*pi,0.8173551064163997*pi,1.7900936229069464*pi) q[1];\nu3(3.070464179558488*pi,3.4806986710154852*pi,1.574515482425519*pi) q[2];\nu3(3.539927521553418*pi,3.255749147713719*pi,1.845305297661256*pi) q[3];\nu3(3.3827998856896437*pi,2.5784452631703205*pi,0.50174448844946*pi) q[4];\nu3(3.559617358947771*pi,-0.020402021525211533*pi,2.1009720380740773*pi) q[6];\nu3(3.7040483672175317*pi,-0.46954466289956714*pi,1.5252061909569583*pi) q[7];\nu3(3.8586213698823113*pi,3.403064402916225*pi,1.9060324846520924*pi) q[8];\nu3(3.769043066632684*pi,2.7752790338965356*pi,1.8712553133651648*pi) q[9];\nu3(3.4668075950706037*pi,3.4548196655312147*pi,2.6339474668120735*pi) q[10];\nu3(3.815911466541884*pi,3.1112972347233785*pi,1.0334834431513311*pi) q[11];\nu3(3.750857644520356*pi,0.3157626707405994*pi,0.9064363681187214*pi) q[12];\nu3(3.686594631934495*pi,2.7490332655260876*pi,0.8237979487476603*pi) q[13];\nu3(3.5423832204242713*pi,2.493384408965883*pi,2.3045465682604376*pi) q[14];\nu3(3.630487189664361*pi,3.175808313824535*pi,2.385729243927358*pi) q[15];\nu3(3.43597877526793*pi,-0.48032817386360305*pi,1.3234731133966324*pi) q[16];\nRxxyyzz(0.4118585796887187*pi,0.206528202192878*pi,0.041618571932206014*pi) q[0],q[2];\nRxxyyzz(0.4630095187080807*pi,0.18435617469313326*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.3348580487665194*pi,0.201215691598581*pi,0.0715118769670049*pi) q[3],q[12];\nRxxyyzz(0.3891438890605199*pi,0.2431910549229906*pi,0.09212256726005931*pi) q[4],q[10];\nRxxyyzz(0.40222381815928016*pi,0.346861547655561*pi,0.1789318384922138*pi) q[5],q[13];\nRxxyyzz(0.4154251148921499*pi,0.21709178255338285*pi,3.79926529590886*pi) q[6],q[14];\nRxxyyzz(0.4537657234032525*pi,0.3032612731084614*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.4864056470513498*pi,0.2945866880979936*pi,0.0*pi) q[11],q[9];\nu3(3.422696940670197*pi,2.355422535777458*pi,1.0550778248039183*pi) q[0];\nu3(3.6885553323128417*pi,0.8861950243036052*pi,1.6657819344935816*pi) q[1];\nu3(3.48577900559557*pi,0.340563774020205*pi,1.1090650993284819*pi) q[2];\nu3(3.6649987077632904*pi,2.546519464552781*pi,1.7635991583521138*pi) q[3];\nu3(3.339002766760146*pi,3.4988552512113915*pi,3.039967056641329*pi) q[4];\nu3(3.7112101867460856*pi,-0.20412922934089894*pi,3.7307213818646154*pi) q[5];\nu3(3.586961159670735*pi,2.3227356376989943*pi,0.9895348172029612*pi) q[6];\nu3(3.4135715609312256*pi,-0.12197648877452888*pi,4.177415719642358*pi) q[8];\nu3(3.560851527033623*pi,2.7700130870042*pi,2.021681796100094*pi) q[9];\nu3(3.3835552448405712*pi,2.84646082354626*pi,1.361483264365653*pi) q[10];\nu3(3.1691796067567997*pi,0.3175113694426407*pi,2.4059145150498544*pi) q[11];\nu3(3.136762141900476*pi,0.26730184727855333*pi,4.337286364186495*pi) q[12];\nu3(3.3724317708750777*pi,1.0439123530876826*pi,4.345879026957048*pi) q[13];\nu3(3.7040215269621637*pi,2.923335295043869*pi,1.3684815109329618*pi) q[14];\nu3(3.6492025012236358*pi,2.8983354873714746*pi,2.082353922759564*pi) q[15];\nu3(3.7726447316616096*pi,3.498999153386508*pi,1.3677167338615739*pi) q[16];\nRxxyyzz(0.37938219046466004*pi,0.19180686048739215*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.33169130036671446*pi,0.1787456903177419*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3670248188441098*pi,0.31535228084672173*pi,0.20079567073755764*pi) q[5],q[14];\nRxxyyzz(0.4604359808291*pi,0.3457578507388152*pi,0.145884147144846*pi) q[6],q[13];\nRxxyyzz(0.4104439936306695*pi,0.29611030811103767*pi,3.8616178420528495*pi) q[7],q[10];\nRxxyyzz(0.4586043621560796*pi,0.2709028998786549*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.43922270520207*pi,0.08150919170044711*pi,0.053621816927074614*pi) q[15],q[16];\nu3(3.4047814384476673*pi,-0.3227020338792007*pi,1.2501426579307287*pi) q[3];\nu3(3.5511952181643807*pi,-0.3337301322745835*pi,4.27223331331604*pi) q[4];\nu3(3.4864156762915277*pi,3.0136682134641926*pi,0.7164095967906624*pi) q[5];\nu3(3.676046921075509*pi,2.9963868723698024*pi,3.2980052355000335*pi) q[6];\nu3(3.8603429186196605*pi,-0.33124379681927985*pi,2.075356041727556*pi) q[7];\nu3(3.3982653864677945*pi,2.481266248963647*pi,0.5342480899187059*pi) q[8];\nu3(3.253573819010941*pi,2.024325691081504*pi,1.72684882834715*pi) q[9];\nu3(3.843903604621389*pi,0.2541031285005825*pi,1.326671273655256*pi) q[10];\nu3(3.450764474129474*pi,2.099260518510653*pi,1.6284983859537498*pi) q[11];\nu3(3.7942582157707667*pi,-0.40554452655854145*pi,1.3498012834358795*pi) q[12];\nu3(3.6487283949569194*pi,1.7401072499738857*pi,4.297398002435049*pi) q[13];\nu3(3.67215519327879*pi,0.6847271868973424*pi,3.794409466722102*pi) q[14];\nu3(3.8842409695451456*pi,3.030024977654786*pi,3.1942456718698686*pi) q[15];\nu3(3.2983807086919317*pi,3.2181290855833855*pi,0.8665080819674184*pi) q[16];\nRxxyyzz(0.37089252216233964*pi,0.23509285850025294*pi,3.8090176049407294*pi) q[0],q[15];\nRxxyyzz(0.41754292542240923*pi,0.04424493428215259*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.3779468665134891*pi,0.35422469401047535*pi,0.1002560753116946*pi) q[2],q[11];\nRxxyyzz(0.43509840769735947*pi,0.22497404556023554*pi,0.03930149878637492*pi) q[3],q[8];\nRxxyyzz(0.4202426399039604*pi,0.35172966439269804*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.44037868113782*pi,0.23517408400894788*pi,0.07500375378443612*pi) q[6],q[9];\nRxxyyzz(0.40448333730076985*pi,0.2936417915501299*pi,0.23327049934772484*pi) q[13],q[14];\nu3(3.5748621058647916*pi,0.19260795196471092*pi,0.5828441354217837*pi) q[0];\nu3(3.6998539917870503*pi,2.89010535351237*pi,4.336551228231699*pi) q[1];\nu3(3.496466478846195*pi,0.4014008079622986*pi,0.7301945633006868*pi) q[2];\nu3(3.7376500612040022*pi,-0.383503605843205*pi,1.3598488875048338*pi) q[3];\nu3(3.543385612132733*pi,2.0448740256339972*pi,1.2583499788865995*pi) q[5];\nu3(3.397716283836808*pi,3.058122724010938*pi,0.8988860492184105*pi) q[6];\nu3(3.2140158606255307*pi,-0.310606385581776*pi,0.9207869021740982*pi) q[7];\nu3(3.308072869438951*pi,2.3499431091133243*pi,1.119556047884431*pi) q[8];\nu3(3.3842052030896914*pi,1.1116378683069459*pi,0.8735311999260579*pi) q[9];\nu3(3.354778175676981*pi,0.8385044218156854*pi,4.261681376250697*pi) q[11];\nu3(3.726660612133375*pi,-0.3908418947563215*pi,3.6294712385796672*pi) q[13];\nu3(3.6342562077674003*pi,2.801571934471153*pi,3.6201718024646263*pi) q[14];\nu3(3.751241373206403*pi,0.6162054312530572*pi,0.8369973721902673*pi) q[15];\nu3(3.8737949092073256*pi,3.2222749042556207*pi,2.33674264270971*pi) q[16];\nRxxyyzz(0.42154417349384077*pi,0.3328920125125816*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.44086543020952984*pi,0.40374848313198064*pi,3.9362644829076903*pi) q[3],q[1];\nRxxyyzz(0.2859278674202693*pi,0.058380412610086196*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4295246864773601*pi,0.36723995048879643*pi,3.9376835153806304*pi) q[4],q[6];\nRxxyyzz(0.38495094545487*pi,0.16670576875668616*pi,3.85190415737706*pi) q[5],q[12];\nRxxyyzz(0.33718961471284015*pi,0.2391321756443967*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.41609328007440005*pi,0.20106368850189454*pi,0.06553067204542015*pi) q[9],q[14];\nRxxyyzz(0.40358021921475984*pi,0.3192966079222279*pi,0.0*pi) q[10],q[13];\nu3(3.564309881304493*pi,-0.37954364995347734*pi,1.2952215264565587*pi) q[0];\nu3(3.492572467365507*pi,2.2092442522763904*pi,1.5792688278716245*pi) q[1];\nu3(3.1560140620951582*pi,0.19614341230478538*pi,3.9396157761406503*pi) q[2];\nu3(3.7584578178350796*pi,0.8123839866220395*pi,1.8882509039502184*pi) q[3];\nu3(3.7354491307161375*pi,2.828749241980583*pi,2.4895156911932883*pi) q[4];\nu3(3.3852269281402894*pi,1.8737090463008714*pi,2.483196661224991*pi) q[5];\nu3(3.3678936480124944*pi,3.2297400089339*pi,1.285117877762078*pi) q[6];\nu3(3.640061650964111*pi,-0.4072711287398221*pi,3.6352384395914807*pi) q[7];\nu3(3.841315577507259*pi,-0.10955740665434804*pi,1.9682876684169919*pi) q[8];\nu3(3.085219922700816*pi,2.9824833526565415*pi,3.4415868911300618*pi) q[9];\nu3(3.351668501293394*pi,2.0142637959305034*pi,1.406640604561878*pi) q[10];\nu3(3.497328507437639*pi,2.569725827069391*pi,0.7519509464222348*pi) q[11];\nu3(3.3840485499741337*pi,3.126530045947904*pi,1.3324489125879682*pi) q[12];\nu3(3.6297002581650792*pi,-0.37553042490511757*pi,0.8853842097801108*pi) q[13];\nu3(3.5489635798809407*pi,3.311554991445578*pi,1.216516565443726*pi) q[14];\nu3(3.294692263636695*pi,3.0475604278816*pi,2.166955636363839*pi) q[15];\nRxxyyzz(0.45279719103090954*pi,0.3433974426499191*pi,3.9342413839750208*pi) q[0],q[16];\nRxxyyzz(0.4074949168792*pi,0.2603245204182469*pi,0.07952502122169544*pi) q[5],q[1];\nRxxyyzz(0.4792808366588801*pi,0.4146456453295403*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4549378011565395*pi,0.3890196988560874*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.32422913019521016*pi,0.15888931184964195*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.3082879975298193*pi,0.14400066503282583*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4227997694065496*pi,0.27404690739272514*pi,3.9302382837190706*pi) q[15],q[11];\nu3(3.545515045634508*pi,-0.30248277970236903*pi,2.329547937179554*pi) q[0];\nu3(3.594905891935071*pi,-0.44650863592536655*pi,3.5095432099620534*pi) q[1];\nu3(3.9099188175023025*pi,2.3846140502748243*pi,4.357390158082653*pi) q[2];\nu3(3.5316604467568853*pi,3.3912931385398206*pi,1.4541144176241012*pi) q[3];\nu3(3.69905694560301*pi,3.0929148816733276*pi,4.172497548580735*pi) q[4];\nu3(3.212286847456581*pi,2.3540217553245903*pi,3.6513123682415674*pi) q[5];\nu3(3.181920383197578*pi,2.762947265563305*pi,1.918222747495483*pi) q[6];\nu3(3.576463108376884*pi,0.25443328231493534*pi,1.0953817618588118*pi) q[7];\nu3(3.114130919084669*pi,-0.38205610789977773*pi,1.0338663130451184*pi) q[8];\nu3(3.3353768585869856*pi,-0.21595596587153493*pi,2.083521476721941*pi) q[9];\nu3(3.3265296477416424*pi,2.0069108892978433*pi,1.0027118333617286*pi) q[11];\nu3(3.667255243626817*pi,-0.3459784312105185*pi,2.265412942717595*pi) q[14];\nu3(3.834771269474052*pi,-0.1921972001529928*pi,1.9759214500944577*pi) q[15];\nu3(3.237037324683307*pi,-0.3937062192885399*pi,1.5836888791103476*pi) q[16];\nRxxyyzz(0.4775457761639502*pi,0.23215563011893559*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.41099194534535916*pi,0.321445293326085*pi,0.09086039351724277*pi) q[1],q[16];\nRxxyyzz(0.4201602709426796*pi,0.13300718965200614*pi,0.05377249759789561*pi) q[5],q[2];\nRxxyyzz(0.4529046338454599*pi,0.267237952791925*pi,3.77851545457703*pi) q[3],q[14];\nRxxyyzz(0.4453250355548599*pi,0.2604813731124574*pi,3.9475498644848597*pi) q[4],q[10];\nRxxyyzz(0.4362747944415598*pi,0.15447869715194884*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.34307102632604014*pi,0.1708171008888062*pi,3.9464766895361607*pi) q[8],q[7];\nRxxyyzz(0.41269784271934956*pi,0.22026917107961408*pi,3.9162092336024803*pi) q[15],q[13];\nu3(3.680744806696335*pi,2.0490160332842913*pi,2.0365302102088343*pi) q[0];\nu3(3.354074150706358*pi,2.0509663106659883*pi,4.161276326324357*pi) q[1];\nu3(3.304873238959325*pi,3.4222989703666507*pi,1.8309677399695488*pi) q[2];\nu3(3.432361078192109*pi,3.402307604267495*pi,0.5670035049718298*pi) q[3];\nu3(3.876151148253019*pi,0.04982318079539505*pi,1.3949836387297805*pi) q[4];\nu3(3.6462283788214673*pi,2.7109892601038315*pi,3.768762935909393*pi) q[5];\nu3(3.1507289077545124*pi,3.296462871474312*pi,4.31103542999227*pi) q[6];\nu3(3.0860859307466337*pi,0.897916309897107*pi,1.812626045899456*pi) q[7];\nu3(3.4351134019917*pi,2.588260074907685*pi,3.9544481195027705*pi) q[8];\nu3(3.6149001635962272*pi,2.4128189271338263*pi,2.114279468781192*pi) q[9];\nu3(3.775080294325032*pi,1.4722878767244856*pi,1.7412977679645112*pi) q[10];\nu3(3.6170118920805923*pi,3.2459742273116463*pi,4.482253626913064*pi) q[11];\nu3(3.2930287670756577*pi,0.5700867274755543*pi,0.9080616380529336*pi) q[13];\nu3(3.524725695633779*pi,2.0000197229889505*pi,0.5245058363642556*pi) q[14];\nu3(3.612755891361951*pi,-0.2812326818284269*pi,0.684086378614237*pi) q[15];\nu3(3.4808754472672905*pi,0.04081029607355591*pi,3.2840312012728186*pi) q[16];\nRxxyyzz(0.39750211758156967*pi,0.2298240785475633*pi,0.07526198987644384*pi) q[0],q[16];\nRxxyyzz(0.36223812989809956*pi,0.13896077846580293*pi,0.05098728406529113*pi) q[4],q[1];\nRxxyyzz(0.4560050606445756*pi,0.1408462774420549*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4545243369134201*pi,0.2621164249289445*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.36899221336669996*pi,0.11598616712836063*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.40608070401599317*pi,0.2594743894565593*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.3599089436356895*pi,0.22985100278514858*pi,0.04211498638063915*pi) q[9],q[14];\nRxxyyzz(0.4022259512009795*pi,0.11882356174300845*pi,0.0*pi) q[13],q[11];\nu3(3.694148324304473*pi,-0.488260465739798*pi,2.318358089997045*pi) q[0];\nu3(3.3119588886317404*pi,0.7414202038371005*pi,3.781788237174172*pi) q[1];\nu3(3.5972187338249317*pi,3.398378218580081*pi,4.048179272706326*pi) q[2];\nu3(3.4632654978675097*pi,3.394518269449429*pi,3.732207308750893*pi) q[3];\nu3(3.2975295199878367*pi,1.1204609441647315*pi,4.432294027150519*pi) q[4];\nu3(3.2878819979802594*pi,3.302267635728729*pi,1.001390737342569*pi) q[5];\nu3(3.2214804483849413*pi,-0.45309559661452226*pi,0.994520284802487*pi) q[6];\nu3(3.3713395858118913*pi,3.38026915283723*pi,3.965906091979906*pi) q[7];\nu3(3.3082230958873087*pi,0.4439966094724219*pi,1.4870402605474198*pi) q[8];\nu3(3.56572274651844*pi,2.1942481292465454*pi,1.0354704136130457*pi) q[9];\nu3(3.802607556177644*pi,0.37173711780723007*pi,0.7478299752816887*pi) q[11];\nu3(3.2507104422948583*pi,3.3502702248659144*pi,0.6140188450379447*pi) q[12];\nu3(3.520153735480508*pi,-0.23614774351467294*pi,2.471572383815685*pi) q[13];\nu3(3.5355151583556936*pi,-0.3673338791204475*pi,4.07021889321979*pi) q[14];\nu3(3.8138124292052633*pi,-0.3030497316300642*pi,1.1259728143627203*pi) q[15];\nu3(3.3512841215976192*pi,2.3891420092844644*pi,3.9732844729993295*pi) q[16];\nRxxyyzz(0.4488054079426097*pi,0.28955934125719773*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.33182601592156935*pi,0.17212078148731003*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.4088567099646498*pi,0.2153605635678155*pi,3.88446169012131*pi) q[7],q[3];\nRxxyyzz(0.48348467664922967*pi,0.28520680680954236*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.35303812291271963*pi,0.29289407817692403*pi,3.9229618679554594*pi) q[6],q[10];\nRxxyyzz(0.45901106138872017*pi,0.17643132463396013*pi,0.05854954769939809*pi) q[8],q[13];\nRxxyyzz(0.490144098570101*pi,0.2947371745048788*pi,0.0*pi) q[9],q[16];\nu3(3.472919951359044*pi,-0.12068595581252706*pi,4.279783773824837*pi) q[0];\nu3(3.7980373279005746*pi,0.4308539465297728*pi,3.4966359543178314*pi) q[1];\nu3(3.2556368388596573*pi,-0.38380831561350565*pi,1.1504911179556583*pi) q[3];\nu3(3.254468190395278*pi,-0.21380829903638343*pi,1.371762421247273*pi) q[4];\nu3(3.708126067112965*pi,-0.32463009286907063*pi,0.530366410077233*pi) q[5];\nu3(3.5504293751144793*pi,3.183948261140967*pi,1.805051794165534*pi) q[6];\nu3(3.796850796493505*pi,1.0892908646502957*pi,2.1014629359763988*pi) q[7];\nu3(3.6137393573224488*pi,0.7836994491562064*pi,0.6226083286871461*pi) q[8];\nu3(3.465969529837773*pi,2.9125761807366732*pi,1.2838232043077684*pi) q[9];\nu3(3.510581906830351*pi,2.8677762080135993*pi,1.2183560026978106*pi) q[10];\nu3(3.542109026217053*pi,2.573615240132442*pi,1.1005120634585637*pi) q[11];\nu3(3.5053471056410777*pi,2.5049542319677798*pi,1.0561249766663425*pi) q[13];\nu3(3.3398595251073666*pi,-0.40239580975600686*pi,0.972409454601873*pi) q[15];\nu3(3.2579753251278363*pi,2.7844231617388258*pi,1.9156701088292107*pi) q[16];\nRxxyyzz(0.3372586818140327*pi,0.2630544700403763*pi,3.861420990020748*pi) q[1],q[0];\nRxxyyzz(0.4492404244498892*pi,0.2418107523042394*pi,3.8927162502372195*pi) q[2],q[10];\nRxxyyzz(0.3724474520178399*pi,0.1814236676396065*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.3972744073851189*pi,0.0*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.42581871399793003*pi,0.21697960473051225*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4040867455545197*pi,0.21680682009404934*pi,0.15939863480657898*pi) q[8],q[7];\nRxxyyzz(0.4508605062862101*pi,0.17531762641547577*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.45667500833586916*pi,0.33162410232701334*pi,0.0*pi) q[12],q[13];\nu3(3.158776655067461*pi,-0.44002273542030923*pi,1.3265295852156527*pi) q[0];\nu3(3.6326152022778517*pi,0.0033326265674390454*pi,1.8684285574312023*pi) q[1];\nu3(3.7112608607056403*pi,3.134777113574998*pi,1.9598595153992586*pi) q[2];\nu3(3.608170531919445*pi,3.2152692941837357*pi,0.779736394627724*pi) q[3];\nu3(3.170534205562609*pi,-0.20274796555074687*pi,2.434244090868124*pi) q[4];\nu3(3.2265626665067484*pi,2.8332373470711527*pi,1.723980898102172*pi) q[5];\nu3(3.347538885018531*pi,2.9698203924471995*pi,0.5345784029818486*pi) q[6];\nu3(3.647505607415835*pi,2.2643945471724694*pi,0.9919500055582501*pi) q[7];\nu3(3.3607482522012666*pi,3.1026864041985407*pi,1.8407346644287395*pi) q[8];\nu3(3.4184829380788577*pi,-0.036440761857396364*pi,1.970610242948261*pi) q[9];\nu3(3.465800216658245*pi,0.868829268392421*pi,0.9426276250976664*pi) q[10];\nu3(3.271772878996751*pi,-0.49143192827728654*pi,1.109293455768932*pi) q[12];\nu3(3.2513572526965633*pi,-0.03150119332769796*pi,1.1024852393484617*pi) q[13];\nu3(3.465654601874132*pi,-0.4835298460970944*pi,1.185302999724922*pi) q[14];\nu3(3.549756223825704*pi,-0.3113300614103137*pi,1.1359047848106751*pi) q[15];\nu3(3.628200374131434*pi,3.217857302477511*pi,1.4654130906943896*pi) q[16];\nRxxyyzz(0.3906275667537803*pi,0.23513214630365353*pi,0.10401093473333828*pi) q[2],q[13];\nRxxyyzz(0.34569078526837993*pi,0.2425572455647802*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.47694920750647996*pi,0.23724976526771668*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4644757357379794*pi,0.29168093227067105*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.39854753604253995*pi,0.3022065037690729*pi,3.7897364368791604*pi) q[7],q[15];\nRxxyyzz(0.3152518255822994*pi,0.1815169016113649*pi,3.871822718934811*pi) q[11],q[10];\nRxxyyzz(0.41435390036900976*pi,0.37258484176156204*pi,3.91985571687985*pi) q[14],q[16];\nu3(3.0252193809669015*pi,-0.35624371359193896*pi,1.0273986168207956*pi) q[2];\nu3(3.7261174739542584*pi,-0.09488300291006113*pi,0.9698975498206873*pi) q[3];\nu3(3.74723750507002*pi,2.812294841588489*pi,0.5437025479607775*pi) q[4];\nu3(3.7284409422503177*pi,3.2651369992862573*pi,1.6656024388251875*pi) q[5];\nu3(3.3242584813082035*pi,-0.28662938775500646*pi,0.9797793342237835*pi) q[7];\nu3(3.784271003683385*pi,2.714381857126285*pi,1.7407383018407934*pi) q[8];\nu3(3.196348802247986*pi,2.3075423241728927*pi,2.1833119212618937*pi) q[9];\nu3(3.1460671904711957*pi,0.06659826162843974*pi,1.1753466653090863*pi) q[10];\nu3(3.4432104146769142*pi,2.7986262299931366*pi,4.477962557614113*pi) q[11];\nu3(3.711242220135277*pi,1.921989081291136*pi,1.3563384634257039*pi) q[12];\nu3(3.2301815083482044*pi,3.46824138252685*pi,2.1983339628229626*pi) q[13];\nu3(3.5937434056438176*pi,1.0436252334926066*pi,1.3965933161924173*pi) q[14];\nu3(3.6626352249162997*pi,1.3395347035285035*pi,0.585892389007193*pi) q[15];\nu3(3.668243230934227*pi,0.4152448425327179*pi,2.354800942210174*pi) q[16];\nRxxyyzz(0.3514930351126092*pi,0.15724149278014998*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.46355325535396996*pi,0.18992508527420426*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.36383896812095984*pi,0.2920572372119783*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.3257328297702901*pi,0.24997711313833015*pi,0.19831288023871618*pi) q[4],q[10];\nRxxyyzz(0.4186670692188202*pi,0.19388244256780518*pi,0.14709066903314286*pi) q[5],q[9];\nRxxyyzz(0.4385009006554599*pi,0.23018007790418904*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.43495235149483025*pi,0.17982486745487644*pi,0.056911420930353146*pi) q[14],q[13];\nRxxyyzz(0.3655816468418698*pi,0.18541027623349393*pi,0.0*pi) q[16],q[15];\nu3(3.1828621921499343*pi,0.030043288744065144*pi,1.7483519362564912*pi) q[0];\nu3(3.696962319718038*pi,2.6116600053522*pi,1.4267274281628661*pi) q[2];\nu3(3.197012396804744*pi,3.4134168017255564*pi,3.6291615118087788*pi) q[3];\nu3(3.3172642928182894*pi,2.8980338448891554*pi,0.7098965541232983*pi) q[4];\nu3(3.86024269615955*pi,3.2382480289410194*pi,1.6463376778328729*pi) q[5];\nu3(3.7113703820081576*pi,3.2370356026691636*pi,4.0392408861160884*pi) q[6];\nu3(3.4200388452169004*pi,2.776460693896534*pi,2.0434065922257214*pi) q[7];\nu3(3.0742289225507147*pi,-0.01368382962395609*pi,4.090903379706414*pi) q[8];\nu3(3.2533728902990333*pi,0.9119786924991913*pi,4.319351776919893*pi) q[9];\nu3(3.5160345133149806*pi,-0.26907486837472105*pi,4.4391751341174235*pi) q[10];\nu3(3.424520354085036*pi,3.145588875185996*pi,4.262075798325163*pi) q[11];\nu3(3.49900810933446*pi,-0.24171657851546735*pi,1.2232504625367833*pi) q[12];\nu3(3.562381727857479*pi,-0.021770434066648747*pi,1.6184183982831493*pi) q[13];\nu3(3.1551503796430076*pi,1.1155067892768002*pi,4.459023751496444*pi) q[14];\nu3(3.9164812502463473*pi,0.3028857777134948*pi,1.0746740169952826*pi) q[15];\nu3(3.481558935520762*pi,2.1322234746182485*pi,1.8384520162773168*pi) q[16];\nRxxyyzz(0.31611294376881993*pi,0.1641641505727236*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.30853513912378006*pi,0.19894955289159988*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4288834913765899*pi,0.3531902558798443*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.40345629627511503*pi,0.25950080616159843*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.38719073531698983*pi,0.25706152289740813*pi,0.07692131913631145*pi) q[11],q[4];\nRxxyyzz(0.4468732110929672*pi,0.16791308950633355*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4627019103267985*pi,0.31758410849349716*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.44339909377363074*pi,0.16267243990291225*pi,0.0*pi) q[9],q[15];\nu3(3.39473103416938*pi,3.1499356851901448*pi,4.0773223315740745*pi) q[0];\nu3(3.755904996258991*pi,2.918371663764162*pi,0.9153436592637063*pi) q[1];\nu3(3.2941273211739404*pi,0.3198197960836935*pi,3.9945196045214932*pi) q[2];\nu3(3.689928162570439*pi,0.9654638195072156*pi,1.923799278199752*pi) q[3];\nu3(3.4313306123014993*pi,2.0741140905102577*pi,4.066084527757177*pi) q[4];\nu3(3.5293250456305527*pi,0.7209325880355433*pi,2.034435762336521*pi) q[5];\nu3(3.5395047983107917*pi,3.102731005643179*pi,0.9692013793820178*pi) q[6];\nu3(3.8355376807640025*pi,-0.2331522722300483*pi,1.4810041686370128*pi) q[7];\nu3(3.3822016673608806*pi,3.392323944800479*pi,1.310420112698111*pi) q[8];\nu3(3.3597259242609425*pi,-0.19819336230477935*pi,1.1334918275527466*pi) q[9];\nu3(3.3186602975710087*pi,3.1594119875601816*pi,0.9649699558237312*pi) q[10];\nu3(3.6742288687789473*pi,1.2271328326613198*pi,1.2211145141261093*pi) q[11];\nu3(3.496558926992977*pi,2.4862302942320307*pi,1.4276287896265407*pi) q[12];\nu3(3.320348713807293*pi,2.302409150153369*pi,1.148496526096901*pi) q[14];\nu3(3.6886201501177567*pi,0.9175440864648516*pi,1.7256594937010807*pi) q[15];\nu3(3.630225196195258*pi,2.6734221737817268*pi,2.370515964844529*pi) q[16];\nRxxyyzz(0.4525277745970201*pi,0.2826109741174372*pi,0.04160402623092758*pi) q[0],q[4];\nRxxyyzz(0.38846812037790013*pi,0.2773238440046282*pi,3.8188611607958003*pi) q[1],q[5];\nRxxyyzz(0.44445081068172027*pi,0.30023964357446253*pi,3.8778839636958296*pi) q[6],q[15];\nRxxyyzz(0.38853213585331936*pi,0.2989910758796531*pi,3.9348914900180194*pi) q[10],q[7];\nRxxyyzz(0.4209201157017505*pi,0.19949944472627318*pi,0.0990933402092523*pi) q[14],q[8];\nRxxyyzz(0.37830327776436945*pi,0.23837550878583647*pi,3.9206482029769*pi) q[13],q[9];\nRxxyyzz(0.2872911923328101*pi,0.2134452621299019*pi,0.06301615603024224*pi) q[12],q[11];\nu3(3.7029593790581945*pi,3.078644924659753*pi,3.473391018011811*pi) q[0];\nu3(3.8386047188758106*pi,-0.11460481795464728*pi,1.2897975427865305*pi) q[1];\nu3(3.2477635002533036*pi,2.283892861323627*pi,2.8523998073620636*pi) q[4];\nu3(3.6221037798378126*pi,0.7802951482491656*pi,2.092966167125358*pi) q[5];\nu3(3.7415095859952836*pi,2.4383027156346646*pi,0.9964739826574864*pi) q[6];\nu3(3.602274033140112*pi,2.8551073897167845*pi,2.062175140349089*pi) q[7];\nu3(3.5781389623013964*pi,2.5763187431456833*pi,0.5911335546929963*pi) q[8];\nu3(3.6823809101980993*pi,2.8365846028288586*pi,1.597162153924487*pi) q[9];\nu3(3.52619505818507*pi,0.8955351934170777*pi,0.8355104433103828*pi) q[10];\nu3(3.231331888824201*pi,-0.04144404258447831*pi,4.405105562873793*pi) q[11];\nu3(3.733286398965502*pi,0.07955202735168432*pi,1.1063091138000494*pi) q[12];\nu3(3.729065667667843*pi,0.6161358833876975*pi,1.5248571823050057*pi) q[13];\nu3(3.726182402150359*pi,2.069974216705777*pi,0.890731618201249*pi) q[14];\nu3(3.9491338710039816*pi,0.8404959318311223*pi,2.2224674184493836*pi) q[15];\nmeasure q[14] -> c[5];\nmeasure q[1] -> c[7];\nmeasure q[8] -> c[16];\nRxxyyzz(0.4011902163005994*pi,0.2547284010584375*pi,3.8319429326143197*pi) q[10],q[0];\nRxxyyzz(0.33260111800450953*pi,0.16181365305657458*pi,3.950828685814921*pi) q[12],q[2];\nRxxyyzz(0.3660468469332897*pi,0.32454957816800906*pi,0.04057637524271279*pi) q[6],q[3];\nRxxyyzz(0.33196439231887986*pi,0.16083437544838275*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.44614537634397244*pi,0.20335601066938658*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.41260235548562996*pi,0.2626204233509316*pi,0.2099612091496438*pi) q[7],q[9];\nRxxyyzz(0.30036681410962274*pi,0.1022893207196578*pi,0.0*pi) q[15],q[13];\nu3(3.495631254025382*pi,-0.32309083967026897*pi,2.045274565081526*pi) q[0];\nu3(2.9501180073911866*pi,2.933206542977202*pi,2.1117717914657406*pi) q[2];\nu3(3.8848892384565747*pi,2.8030248069468566*pi,4.318756255853522*pi) q[3];\nu3(1.3907002184480153*pi,0.07092302893715496*pi,0.944964222404419*pi) q[4];\nu3(3.559816339185745*pi,2.565925409228224*pi,1.76135149987054*pi) q[5];\nu3(3.4019408288026503*pi,2.8667770401006445*pi,4.079653901219245*pi) q[6];\nu3(3.4319816811623896*pi,3.1774204842167038*pi,1.525362382763533*pi) q[7];\nu3(3.2544530520273436*pi,0.1554134587307181*pi,4.352289621231639*pi) q[9];\nu3(3.2869696199150455*pi,1.2179646833342088*pi,1.4591618335139773*pi) q[10];\nu3(0.5305322961758803*pi,3.1755152011733996*pi,1.8831718547566123*pi) q[11];\nu3(1.5005775887646875*pi,0.8417958346431254*pi,0.8646150074791454*pi) q[12];\nu3(1.845475328367336*pi,3.176821520350089*pi,1.0274040049505486*pi) q[13];\nu3(0.29537149381800215*pi,3.237814229052936*pi,1.8578345006918646*pi) q[15];\nu3(3.6948116339759083*pi,-0.3854832687517122*pi,2.3921831240658116*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[11] -> c[4];\nmeasure q[2] -> c[6];\nmeasure q[3] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[15] -> c[10];\nmeasure q[0] -> c[11];\nmeasure q[4] -> c[12];\nmeasure q[16] -> c[13];\nmeasure q[5] -> c[14];\nmeasure q[9] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.2777304218415493*pi,2.0301566202991035*pi,3.462478160589562*pi) q[0];\nu3(3.185025970366245*pi,0.36726464567658046*pi,2.4013509898842855*pi) q[1];\nu3(3.6373323579700307*pi,0.9717753400016673*pi,3.3222514162774903*pi) q[2];\nu3(3.327016038395225*pi,2.7021270646719504*pi,3.794991237569311*pi) q[3];\nu3(3.608735002810497*pi,2.2506433832466586*pi,3.0361200753928124*pi) q[4];\nu3(3.185920241009935*pi,3.488642793357694*pi,2.0715999485385366*pi) q[5];\nu3(3.7671009938066473*pi,-0.15114279927014684*pi,1.057608222935837*pi) q[6];\nu3(3.4360908668803267*pi,-0.19055471430897086*pi,1.8703558421629531*pi) q[7];\nu3(3.517564914635289*pi,0.6399185586900522*pi,1.6237546172470665*pi) q[8];\nu3(3.210556563966997*pi,-0.061320477929935224*pi,1.304771119248256*pi) q[9];\nu3(3.390982393574994*pi,-0.2808816446617135*pi,3.2960543482641675*pi) q[10];\nu3(3.4431291983322345*pi,3.449095022563106*pi,1.4008992840608672*pi) q[11];\nu3(3.5186672544033484*pi,3.15849147125793*pi,4.361300465004348*pi) q[12];\nu3(3.592537908767927*pi,0.5885676738401295*pi,1.8483734610265394*pi) q[13];\nu3(3.520978331055395*pi,0.23253933071173905*pi,3.6431126242216596*pi) q[14];\nu3(3.2666539479356187*pi,2.9287052825699544*pi,3.9196078231841636*pi) q[15];\nu3(3.250422973288917*pi,3.139712598797325*pi,0.9515037108837558*pi) q[16];\nRxxyyzz(0.44683355910055933*pi,0.20332429045024306*pi,0.15990607668448423*pi) q[0],q[1];\nRxxyyzz(0.3808602678402996*pi,0.22605698325147958*pi,0.16036532862892905*pi) q[3],q[5];\nRxxyyzz(0.45359368130622046*pi,0.3964182119102856*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.34456370275709963*pi,0.2914479493742612*pi,3.83297926630809*pi) q[6],q[13];\nRxxyyzz(0.4320873987861397*pi,0.0930893437688614*pi,0.059501592440669715*pi) q[7],q[16];\nRxxyyzz(0.3642170476693599*pi,0.30266592995321995*pi,0.06937723886661548*pi) q[8],q[12];\nRxxyyzz(0.4261261376389798*pi,0.28798160229673586*pi,3.8154881485001995*pi) q[9],q[10];\nRxxyyzz(0.43750478884980953*pi,0.260653222495649*pi,3.8982433807233403*pi) q[11],q[15];\nu3(3.445652985652664*pi,3.265459937510082*pi,3.0824446280964697*pi) q[0];\nu3(3.761355745058605*pi,0.7841817106947417*pi,1.1725937239725308*pi) q[1];\nu3(3.2725571344062856*pi,1.166071546861561*pi,4.197704553215774*pi) q[3];\nu3(3.6290411879383697*pi,1.1722479536161319*pi,4.422490998634801*pi) q[4];\nu3(3.5454626258661657*pi,3.305971613954439*pi,4.155953835764862*pi) q[5];\nu3(3.7079241676446593*pi,0.8978762771108799*pi,1.2827426185498745*pi) q[6];\nu3(3.548955197892456*pi,3.341155290021654*pi,3.0368977303323077*pi) q[7];\nu3(3.5472026057397525*pi,0.2653892012776671*pi,3.2732178112436023*pi) q[8];\nu3(3.099948905447825*pi,1.0513002244959666*pi,2.1522513640944374*pi) q[9];\nu3(3.0932702337237976*pi,1.6636847693950108*pi,2.4659002145205164*pi) q[10];\nu3(3.6345006506739796*pi,2.563203236073618*pi,0.7539401189571004*pi) q[11];\nu3(3.650810414898954*pi,0.13717743047361064*pi,1.031565194940367*pi) q[12];\nu3(3.522927927028637*pi,2.96056579196955*pi,0.6058717734438744*pi) q[13];\nu3(3.3010516882448497*pi,-0.4954974859394504*pi,3.9943250076836554*pi) q[14];\nu3(3.1281943798204024*pi,2.825829880751022*pi,1.13135818701615*pi) q[15];\nu3(3.418829978534517*pi,-0.11644436507380601*pi,1.7283253264479572*pi) q[16];\nRxxyyzz(0.47511033701066985*pi,0.13708520648339384*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.34367376142275996*pi,0.20345439460609693*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.24951082881178005*pi,0.191084650902698*pi,3.95809053727902*pi) q[2],q[12];\nRxxyyzz(0.3490599763409898*pi,0.21371481896148303*pi,3.899619947908461*pi) q[13],q[4];\nRxxyyzz(0.2640581771107693*pi,0.17861939867954235*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.30630198321379953*pi,0.07790644662558754*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3380278137426496*pi,0.23787210482357102*pi,3.9146271098911805*pi) q[9],q[11];\nRxxyyzz(0.3707288197529396*pi,0.24569435123832178*pi,3.8861115142261404*pi) q[14],q[16];\nu3(3.0444600697926285*pi,2.2988307002759356*pi,1.333880126632668*pi) q[0];\nu3(3.1472797316194367*pi,-0.42752561225919394*pi,0.7208456127638945*pi) q[1];\nu3(3.5307529166515357*pi,3.013745266921279*pi,1.1226505884964852*pi) q[2];\nu3(3.5148868541548026*pi,2.691358529526474*pi,2.4119616157284516*pi) q[3];\nu3(3.6145356702319633*pi,0.8961891056987783*pi,0.7382965828450976*pi) q[4];\nu3(3.2621872932148195*pi,-0.03258723967443089*pi,3.6270935832111943*pi) q[5];\nu3(3.9449743425314288*pi,3.349670872281263*pi,1.2090575009684148*pi) q[6];\nu3(3.4795863027190164*pi,0.08739525483205957*pi,4.464983855994647*pi) q[7];\nu3(3.7966620550384067*pi,0.8346285821703647*pi,2.3894139565428683*pi) q[8];\nu3(3.7351051032085048*pi,1.7684151147674863*pi,1.139737315197856*pi) q[9];\nu3(3.30928164441511*pi,0.5997505391423505*pi,2.0013202867830335*pi) q[11];\nu3(3.606836389301651*pi,3.0170999805481924*pi,1.4057392436174305*pi) q[12];\nu3(3.5302767435789364*pi,0.03675071174472655*pi,0.5343395489214928*pi) q[13];\nu3(3.4513138889738917*pi,1.9538309799275568*pi,0.7857419883209387*pi) q[14];\nu3(3.6482514493314286*pi,0.08697835629076045*pi,2.0579850159820188*pi) q[15];\nu3(3.7504466025728687*pi,2.535901198088394*pi,1.4479304831786384*pi) q[16];\nRxxyyzz(0.4538223978276198*pi,0.3058804889448355*pi,0.09346261058154304*pi) q[0],q[6];\nRxxyyzz(0.33015812509845993*pi,0.11949207611658297*pi,3.950332570069479*pi) q[1],q[16];\nRxxyyzz(0.45320503313941973*pi,0.4133247274321352*pi,0.04146104895280933*pi) q[3],q[2];\nRxxyyzz(0.3555098712227098*pi,0.17198465908066618*pi,0.04833387205571649*pi) q[11],q[4];\nRxxyyzz(0.31740009783531253*pi,0.1847273220427188*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4074729348554711*pi,0.2477916534214062*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4231366620382097*pi,0.2615188393839317*pi,3.9165726266594802*pi) q[9],q[12];\nRxxyyzz(0.4354593848931598*pi,0.3264333387520847*pi,3.9176502063984*pi) q[13],q[15];\nu3(3.8721874458900434*pi,3.418014750747372*pi,2.813350609722386*pi) q[0];\nu3(3.1959156398050816*pi,3.1100394599906758*pi,3.826192463711758*pi) q[1];\nu3(3.701746241578376*pi,-0.1949606982972274*pi,2.873950836065939*pi) q[2];\nu3(3.194500219496815*pi,1.4342458108097362*pi,1.515897923311732*pi) q[3];\nu3(3.866914165257836*pi,-0.12268078392292125*pi,2.9199696498050227*pi) q[4];\nu3(3.5025854069532363*pi,2.9015081289488647*pi,1.0045068786514857*pi) q[5];\nu3(3.439344550845544*pi,0.6986952278800636*pi,3.9062761547256373*pi) q[6];\nu3(3.2176342542149925*pi,3.015160715164181*pi,0.5864551148803168*pi) q[7];\nu3(3.515472993211424*pi,0.9941627695324748*pi,1.776583349287657*pi) q[8];\nu3(3.5819202840673494*pi,0.947833617519156*pi,0.5476333090758057*pi) q[9];\nu3(3.5747895737471174*pi,3.217051082676546*pi,0.7177852444809851*pi) q[10];\nu3(3.431401495774759*pi,1.1251847762365577*pi,1.250069420440429*pi) q[11];\nu3(3.581080978384359*pi,3.488098666907982*pi,0.8525456793895148*pi) q[12];\nu3(3.6441407932367347*pi,3.209852767951129*pi,1.2046946412028436*pi) q[13];\nu3(3.150073150806736*pi,2.9108544119940443*pi,0.539689344531137*pi) q[15];\nu3(3.2803959692703293*pi,3.376820237143413*pi,1.8055341141280619*pi) q[16];\nRxxyyzz(0.4570719338146999*pi,0.19720340913028697*pi,3.89265684003524*pi) q[0],q[14];\nRxxyyzz(0.4024337496085999*pi,0.3246707997423862*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3947987082178611*pi,0.3354339578183885*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.41357986458658047*pi,0.2920852625651471*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.43418205302463697*pi,0.30760216424518705*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3892783035830002*pi,0.2413035440763931*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.35150858866856005*pi,0.17478622297961877*pi,0.0*pi) q[13],q[16];\nu3(3.5476717577261074*pi,-0.029159460990662966*pi,0.768665339858698*pi) q[0];\nu3(3.253229556356227*pi,1.8940404972560643*pi,1.5852140366821672*pi) q[2];\nu3(3.602886339558023*pi,-0.4729048415043827*pi,0.5875267482488096*pi) q[3];\nu3(3.404405656664237*pi,2.645232128100765*pi,2.136116496274851*pi) q[4];\nu3(3.4907714726441172*pi,2.3963896371187703*pi,1.5905211782547666*pi) q[5];\nu3(3.3470221896438104*pi,0.204678030402361*pi,4.467700800873421*pi) q[6];\nu3(3.7027791353452204*pi,2.4626934445409896*pi,2.397623373485734*pi) q[8];\nu3(3.3708354888110392*pi,1.695387582237498*pi,1.338426662263796*pi) q[9];\nu3(3.468015965907668*pi,3.437315690066787*pi,1.2324593225319003*pi) q[11];\nu3(3.309580728908852*pi,-0.2643667747538738*pi,1.9977124889343805*pi) q[12];\nu3(3.24059805639156*pi,2.2446683900969964*pi,0.5884578756755716*pi) q[13];\nu3(3.5274162150572668*pi,2.7935735098395194*pi,1.3569051123575226*pi) q[14];\nu3(3.5888374236549114*pi,3.3533554143299984*pi,4.264671073341706*pi) q[15];\nu3(3.537709062423541*pi,-0.3645525758357797*pi,2.0412161831289892*pi) q[16];\nRxxyyzz(0.4487307355497402*pi,0.19666708154256926*pi,0.06176754674043175*pi) q[8],q[0];\nRxxyyzz(0.4704706671081037*pi,0.26762149581834216*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4265155819710697*pi,0.09981143437213365*pi,3.9550040870139807*pi) q[2],q[4];\nRxxyyzz(0.24991306799565963*pi,0.249485196726289*pi,0.13093037159183352*pi) q[10],q[3];\nRxxyyzz(0.35096154831061954*pi,0.227061442192944*pi,3.9538627641157102*pi) q[5],q[7];\nRxxyyzz(0.46117946070185967*pi,0.30590504184685086*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.35128859338415985*pi,0.22806892381288724*pi,0.0*pi) q[12],q[13];\nRxxyyzz(0.35126483609725956*pi,0.161505928562113*pi,0.06009729465386826*pi) q[14],q[16];\nu3(3.4597083038326586*pi,2.412440682662709*pi,3.8801821418654443*pi) q[0];\nu3(3.538747794255655*pi,1.3656876015069055*pi,1.5335873430203049*pi) q[1];\nu3(3.151050917422759*pi,0.9425748130537883*pi,2.3977769396661777*pi) q[2];\nu3(3.354083301139431*pi,-0.24565220059046478*pi,1.892124620072185*pi) q[3];\nu3(3.692600271169357*pi,0.6101375330946552*pi,0.9144646276672281*pi) q[4];\nu3(3.4213016317032103*pi,-0.4711774122425883*pi,0.7781349571293508*pi) q[5];\nu3(3.123198528647497*pi,0.1902428816123608*pi,2.2040562960203114*pi) q[6];\nu3(3.5606269366154866*pi,0.8931898049021658*pi,1.8140827050225519*pi) q[7];\nu3(3.764624721161471*pi,3.017264915946405*pi,3.960363212162663*pi) q[8];\nu3(3.23197236992287*pi,-0.024029589173954147*pi,4.026740377821509*pi) q[9];\nu3(3.2811727626977096*pi,-0.084873538692819*pi,1.428485813091164*pi) q[10];\nu3(3.4521408309205515*pi,1.8353015848064191*pi,1.5861813252073365*pi) q[12];\nu3(3.082606118995586*pi,1.0127652414275246*pi,1.8282420798876728*pi) q[13];\nu3(3.660322183354723*pi,2.1633494323586397*pi,1.5028393363419326*pi) q[14];\nu3(3.579564800230241*pi,3.2847151636405956*pi,2.429042215225519*pi) q[15];\nu3(3.554025636598392*pi,2.0861738733978874*pi,4.0217594899684475*pi) q[16];\nRxxyyzz(0.3934738310788699*pi,0.09149145588961816*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.43227033249115987*pi,0.1643337739481386*pi,0.07370843515555918*pi) q[1],q[4];\nRxxyyzz(0.44659382552648974*pi,0.24286876653639888*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.45070315078223006*pi,0.34129573266231*pi,3.86906041185554*pi) q[11],q[3];\nRxxyyzz(0.43258209285572*pi,0.4122779362686779*pi,0.054449337033245726*pi) q[14],q[5];\nRxxyyzz(0.3882042488093597*pi,0.2685148502985691*pi,3.84538071861817*pi) q[7],q[16];\nRxxyyzz(0.32693411297429026*pi,0.24738749556329198*pi,3.8634273508058006*pi) q[8],q[12];\nRxxyyzz(0.43531987005234024*pi,0.3047063758338577*pi,0.13831530875484804*pi) q[13],q[10];\nu3(3.4162450714327783*pi,0.4531029792847926*pi,1.0505600331773373*pi) q[0];\nu3(3.4614261766160856*pi,2.324515328141379*pi,1.2467732604309432*pi) q[1];\nu3(3.8085784601141146*pi,2.8533893530210594*pi,1.0564638371798478*pi) q[2];\nu3(3.333855359630372*pi,2.0737768757332296*pi,0.7201564290254918*pi) q[3];\nu3(3.594825374766126*pi,-0.10799017525642718*pi,0.6554519966699903*pi) q[4];\nu3(3.6794624409390297*pi,0.3372776161841957*pi,1.5444151488279776*pi) q[5];\nu3(3.5300488284681037*pi,3.4667949413428127*pi,0.7352558309831636*pi) q[6];\nu3(3.1994882124815955*pi,2.5077316391243927*pi,2.2466962183986503*pi) q[7];\nu3(3.5230276049125857*pi,-0.2526863813956869*pi,4.21857235179167*pi) q[8];\nu3(3.6418013664908995*pi,3.17245542151076*pi,1.1911416963401167*pi) q[10];\nu3(3.564098469206604*pi,-0.0796136606876825*pi,2.17203461327907*pi) q[11];\nu3(3.0582185700171918*pi,2.2769686935989135*pi,0.742758000959567*pi) q[12];\nu3(3.6742072380484703*pi,2.9933296410791512*pi,3.6203045062296226*pi) q[13];\nu3(3.9330364883304956*pi,3.3079793825165704*pi,1.196997781065653*pi) q[14];\nu3(3.499437394633357*pi,0.894208841177931*pi,1.4896540001632825*pi) q[15];\nu3(3.138676752766423*pi,1.7506211378459016*pi,0.59171494639169*pi) q[16];\nRxxyyzz(0.35717144098637016*pi,0.2836661133255802*pi,0.08272730487041313*pi) q[0],q[9];\nRxxyyzz(0.4180544619540995*pi,0.3075445055626745*pi,0.1382622659021562*pi) q[1],q[7];\nRxxyyzz(0.4052746960598501*pi,0.35942685662704354*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.3993787153329601*pi,0.22221456391009514*pi,3.9491777350974004*pi) q[5],q[3];\nRxxyyzz(0.3975540154085403*pi,0.14734039180753528*pi,0.08932243847833993*pi) q[6],q[10];\nRxxyyzz(0.41014414808834926*pi,0.29257044378867064*pi,3.9360901053034802*pi) q[8],q[16];\nRxxyyzz(0.3399528185231802*pi,0.16532432532127794*pi,0.08137194915913515*pi) q[14],q[11];\nRxxyyzz(0.33447764884846176*pi,0.20987774682390659*pi,0.0*pi) q[15],q[12];\nu3(3.7075638365459977*pi,2.135465363744672*pi,1.622317226671571*pi) q[0];\nu3(3.045219235965647*pi,-0.4087783635664881*pi,0.5206987552859966*pi) q[1];\nu3(3.4669285758321373*pi,0.040403366533604546*pi,0.7642345359802376*pi) q[2];\nu3(3.6517065288508896*pi,3.079024573285688*pi,0.9221389825552739*pi) q[3];\nu3(3.6671118955602253*pi,-0.31977412240183634*pi,2.0474682562611513*pi) q[5];\nu3(3.5766752939930893*pi,2.3306266790369525*pi,0.9634821942179472*pi) q[6];\nu3(3.4792463960774453*pi,2.4353827733915834*pi,1.0228386603198016*pi) q[7];\nu3(3.4795839965089166*pi,-0.11461614859453306*pi,1.012685737831133*pi) q[8];\nu3(3.8322498135621843*pi,2.504933557116659*pi,0.885719702317332*pi) q[9];\nu3(3.6327641849392336*pi,2.188153341874269*pi,4.1904306378223435*pi) q[10];\nu3(3.3884118895910262*pi,2.1887479442661113*pi,0.6360783413556408*pi) q[11];\nu3(3.773366446231245*pi,0.09590376949765411*pi,1.6170235828162594*pi) q[12];\nu3(3.714823460634643*pi,1.0186875324526827*pi,1.984379971968048*pi) q[13];\nu3(3.5874231886928913*pi,3.4437583608572573*pi,3.6695613289977667*pi) q[14];\nu3(3.4664289333784906*pi,1.4190852350764986*pi,1.2299723176580426*pi) q[15];\nu3(3.917233483351852*pi,0.43534668747395633*pi,2.083239243177641*pi) q[16];\nRxxyyzz(0.3300661381320432*pi,0.2259550433788623*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.4551075177740904*pi,0.1949221683216935*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.41412520920203955*pi,0.38793035653588115*pi,0.19919366728324106*pi) q[2],q[10];\nRxxyyzz(0.39130085894836947*pi,0.27143459412632526*pi,3.9250438234506095*pi) q[5],q[11];\nRxxyyzz(0.36460418524112004*pi,0.14846251271689603*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.41851620712575005*pi,0.3001926210108761*pi,3.9190563372453604*pi) q[7],q[16];\nRxxyyzz(0.26571035461165954*pi,0.1478825696471855*pi,0.050030600309069584*pi) q[8],q[13];\nu3(3.38600566827252*pi,0.06185171870674511*pi,1.904603402993701*pi) q[0];\nu3(3.7058481279698565*pi,0.4617981480570501*pi,2.276394790322123*pi) q[1];\nu3(3.6989372537723355*pi,0.4500928923798555*pi,4.005076491635062*pi) q[2];\nu3(3.88161348770659*pi,-0.0747609579066758*pi,0.9722416045765239*pi) q[3];\nu3(3.51605316880888*pi,0.6864840020842338*pi,1.4014287139569097*pi) q[4];\nu3(3.5032622491867125*pi,-0.15244434719455424*pi,1.9752782253192*pi) q[5];\nu3(3.459852184118734*pi,0.21429438577929494*pi,1.1463999717300324*pi) q[6];\nu3(3.243012157862155*pi,0.9662008901174584*pi,1.9983625207319622*pi) q[7];\nu3(3.1883183258971686*pi,0.7624739117647699*pi,1.72094341748992*pi) q[8];\nu3(3.5021219288850722*pi,1.2558107304625676*pi,1.3210120960845537*pi) q[9];\nu3(3.759321042020775*pi,0.07914479153459786*pi,0.7250346972734449*pi) q[10];\nu3(3.668512083641814*pi,-0.4958264320773611*pi,1.0846760679340923*pi) q[11];\nu3(3.7372451610393953*pi,2.7865867021036355*pi,4.0182532254290315*pi) q[13];\nu3(3.194545415100492*pi,2.638468751700978*pi,1.5044592778015087*pi) q[16];\nRxxyyzz(0.4134801589685997*pi,0.1686782495677693*pi,3.9199235143435907*pi) q[2],q[1];\nRxxyyzz(0.29483806807755003*pi,0.1778089684722759*pi,3.9557370422033706*pi) q[3],q[15];\nRxxyyzz(0.4409731116486145*pi,0.1945000883880923*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4349309106996494*pi,0.22257884974384456*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4181463633273594*pi,0.1858774142861713*pi,0.05087258213771661*pi) q[9],q[16];\nRxxyyzz(0.45303236439080974*pi,0.3272674026130822*pi,0.18599938729536894*pi) q[10],q[11];\nRxxyyzz(0.39177230778254*pi,0.16352408304331137*pi,3.9549112586565993*pi) q[14],q[13];\nu3(3.7146964717386286*pi,2.8869426796553253*pi,1.1573847442927576*pi) q[1];\nu3(3.882131159309206*pi,0.45622519497652814*pi,2.0124386561764256*pi) q[2];\nu3(3.724534657323007*pi,3.243169158397887*pi,3.6983569001962353*pi) q[3];\nu3(3.3996895031277665*pi,2.9593271588441183*pi,1.2378329154711039*pi) q[6];\nu3(3.5887385941100542*pi,-0.4122984102275898*pi,0.8811565444962826*pi) q[7];\nu3(3.6895703525193246*pi,0.6655551932501131*pi,1.5452521472789358*pi) q[8];\nu3(3.6718317114190593*pi,2.8478159366403544*pi,0.6188004407224517*pi) q[9];\nu3(3.3457357543401693*pi,2.6532880003801376*pi,0.5051496939837926*pi) q[10];\nu3(3.8040151913845195*pi,3.259560493696823*pi,4.079649983492563*pi) q[11];\nu3(3.542297383571029*pi,1.860746178418721*pi,1.4718071055039543*pi) q[12];\nu3(3.5633358976251475*pi,2.1302145350232577*pi,0.780957293622238*pi) q[13];\nu3(3.29720083490728*pi,3.4674051476411343*pi,1.1181046505629566*pi) q[14];\nu3(3.5745864741519746*pi,3.354400980887062*pi,1.948441030340751*pi) q[15];\nu3(3.441122983808412*pi,2.3541074308168675*pi,3.9032754831784806*pi) q[16];\nRxxyyzz(0.42325205495137996*pi,0.3362181791998685*pi,3.9449136726349505*pi) q[3],q[0];\nRxxyyzz(0.42918919835990954*pi,0.35758088933362625*pi,0.0678134715342648*pi) q[1],q[15];\nRxxyyzz(0.4305482352636699*pi,0.07935709661977697*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.45969550042348084*pi,0.155752862176727*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.39990801350035987*pi,0.18907614853185106*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.43228752643166946*pi,0.14337325806332307*pi,3.94385130124002*pi) q[6],q[10];\nRxxyyzz(0.4610351451116709*pi,0.22878161166177458*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4166330309431395*pi,0.29865951891783177*pi,3.914616086962211*pi) q[11],q[12];\nu3(3.6120142353903737*pi,3.4749638107220444*pi,2.1275614177398534*pi) q[0];\nu3(3.7115198089156243*pi,2.571465753096098*pi,4.123921338866196*pi) q[1];\nu3(3.458258414206281*pi,-0.19729493723678537*pi,0.8810069211455965*pi) q[2];\nu3(3.6849971901346725*pi,1.7587042281246674*pi,0.6867591320373525*pi) q[3];\nu3(3.3257533563681836*pi,2.9289014428004423*pi,2.1583828781351944*pi) q[4];\nu3(3.947983785478377*pi,-0.42701984634009066*pi,0.5864611752664404*pi) q[5];\nu3(3.8853005684694235*pi,1.3571380911197697*pi,0.8696605345816772*pi) q[6];\nu3(3.3607030648539373*pi,-0.24356561356668804*pi,0.9632129362026935*pi) q[7];\nu3(3.5762245006322764*pi,-0.2003194015345896*pi,1.9671092286963678*pi) q[9];\nu3(3.379031018384421*pi,2.979172966859383*pi,1.5723956520842097*pi) q[10];\nu3(3.1409299747036297*pi,3.1036129920192392*pi,1.969236898084163*pi) q[11];\nu3(3.577600876286415*pi,0.8166028231563314*pi,0.8191751538497147*pi) q[12];\nu3(3.185960272493028*pi,-0.49465768199538984*pi,1.7963206228606028*pi) q[13];\nu3(3.403701509486188*pi,0.5376360772189466*pi,1.9780461163631362*pi) q[14];\nu3(3.5160108045182765*pi,2.0482698643136867*pi,0.8648179325172348*pi) q[15];\nu3(3.605700224381325*pi,-0.19004135885472495*pi,2.4077264294385934*pi) q[16];\nRxxyyzz(0.39677323251751906*pi,0.37609831060780385*pi,3.9286648276074096*pi) q[5],q[1];\nRxxyyzz(0.3897403424381697*pi,0.13956274590984308*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.33172553479816963*pi,0.2773111179728005*pi,0.1303849746399317*pi) q[9],q[3];\nRxxyyzz(0.3901277229711706*pi,0.3048870740503863*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.34079915350692525*pi,0.2221146845430031*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4463764161013303*pi,0.17219562433842495*pi,0.0*pi) q[13],q[16];\nRxxyyzz(0.4041922577961907*pi,0.26489581481573543*pi,0.0*pi) q[14],q[15];\nu3(3.276995999351383*pi,0.9174168790719204*pi,1.0528821667660413*pi) q[1];\nu3(3.274739390005047*pi,0.021788710760097807*pi,4.044847650209517*pi) q[2];\nu3(3.741516531908458*pi,0.20423438546158645*pi,1.1723206242278106*pi) q[3];\nu3(3.4890696389348386*pi,2.508331740196784*pi,1.5791618700177839*pi) q[4];\nu3(3.488470343959074*pi,-0.17539165488237918*pi,2.438196747604621*pi) q[5];\nu3(3.4910154459064757*pi,2.118648786505797*pi,1.4180165991928648*pi) q[7];\nu3(3.529598416418703*pi,0.4494359959897597*pi,0.5465408228258628*pi) q[8];\nu3(3.687341995109554*pi,-0.11396335343211766*pi,3.624865205374476*pi) q[9];\nu3(3.445319617943187*pi,2.6917051755714754*pi,1.2635226568726046*pi) q[11];\nu3(3.364992847967224*pi,2.4712624135125694*pi,1.8087670257032016*pi) q[12];\nu3(3.2996174213231537*pi,2.8131946504279544*pi,0.7538219170146072*pi) q[13];\nu3(3.31702597169872*pi,0.35355668059680334*pi,4.498152896986495*pi) q[14];\nu3(3.3128759672553687*pi,2.987969426621464*pi,1.0666270510302178*pi) q[15];\nu3(3.5555441515198054*pi,-0.4495770876353694*pi,0.7443815545539247*pi) q[16];\nRxxyyzz(0.3653322368844699*pi,0.1583171546788531*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.4306167329653884*pi,0.3111282064255827*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.3293890852165904*pi,0.15405220240441775*pi,3.8987889540595795*pi) q[2],q[6];\nRxxyyzz(0.40333007135917026*pi,0.28525640148903886*pi,0.16939784789665235*pi) q[8],q[3];\nRxxyyzz(0.3877908387991825*pi,0.2887658189657216*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.41444820433668017*pi,0.3729497975607994*pi,0.03964284831796716*pi) q[5],q[7];\nRxxyyzz(0.4504329069438997*pi,0.36109788595112646*pi,0.07603577252287907*pi) q[16],q[10];\nRxxyyzz(0.4663408980314988*pi,0.27654976132288855*pi,0.0*pi) q[11],q[14];\nu3(3.4809745473807623*pi,3.3826690994180435*pi,2.4191104301439053*pi) q[0];\nu3(3.66698268576512*pi,0.7108929013348926*pi,1.5310992972961475*pi) q[1];\nu3(3.1422408377865843*pi,2.8706103263194853*pi,1.3842474484516607*pi) q[2];\nu3(3.2645890168842393*pi,2.3992672970742905*pi,1.067133581761889*pi) q[3];\nu3(3.1360268604012393*pi,3.015464166960058*pi,4.222763627601522*pi) q[4];\nu3(3.1016347884175266*pi,2.74692761919072*pi,0.5773761573466745*pi) q[5];\nu3(3.4372210419474554*pi,0.3045812356476161*pi,1.9016647880387447*pi) q[6];\nu3(3.7199433044856924*pi,0.3517654314644696*pi,0.5215057927120271*pi) q[7];\nu3(3.283510541550221*pi,-0.23767327852290732*pi,3.9768613743309125*pi) q[8];\nu3(3.651554922060205*pi,3.3284340742378964*pi,1.0937485467674963*pi) q[9];\nu3(3.5042084694336606*pi,3.3247146342392417*pi,2.9672805630577583*pi) q[10];\nu3(3.6583792234346717*pi,1.996922423226617*pi,1.3911699689389483*pi) q[11];\nu3(3.4361960577303936*pi,-0.3258393403286245*pi,3.9047823056201243*pi) q[12];\nu3(3.6602145501140075*pi,-0.3665316683197416*pi,0.6564682085888491*pi) q[14];\nu3(3.744136927874726*pi,-0.14661028444043456*pi,1.07313908256684*pi) q[15];\nu3(3.801027157465447*pi,2.275678961914621*pi,1.0077646464110488*pi) q[16];\nRxxyyzz(0.41384797370683013*pi,0.28121969269404845*pi,3.9156606140183907*pi) q[0],q[13];\nRxxyyzz(0.3960265317651296*pi,0.31424981220375037*pi,3.8490983193059805*pi) q[1],q[11];\nRxxyyzz(0.3389573659966293*pi,0.1576313222658553*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.37475989165314916*pi,0.3418717571466088*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4684123091686301*pi,0.373068402754626*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.43957226922623976*pi,0.23688210073726218*pi,3.8771453008361605*pi) q[6],q[12];\nRxxyyzz(0.3391799101794098*pi,0.2539529058465675*pi,3.871729970435851*pi) q[16],q[7];\nRxxyyzz(0.24785103316142987*pi,0.1595370400605769*pi,0.0*pi) q[15],q[8];\nu3(3.1641516244957955*pi,1.3064228570297147*pi,1.110489285984002*pi) q[0];\nu3(3.705857996119448*pi,1.9834518266258372*pi,0.6672980417456404*pi) q[1];\nu3(3.8786883717878684*pi,2.4554470891594984*pi,1.8359235166107037*pi) q[2];\nu3(3.6021584015045347*pi,0.6691823798039729*pi,2.097682206716798*pi) q[3];\nu3(3.210911401817802*pi,0.2390983887806144*pi,3.6277643231852426*pi) q[4];\nu3(3.6338648881998425*pi,2.256152608975002*pi,2.1111936788010714*pi) q[5];\nu3(3.629452067063672*pi,3.292938141983602*pi,1.4969273675729113*pi) q[6];\nu3(3.649546956195214*pi,-0.46837999982496153*pi,2.3775246250989746*pi) q[7];\nu3(3.4956198950984385*pi,3.3081601000450047*pi,1.0686023407419873*pi) q[8];\nu3(3.628284807995266*pi,0.16155003014791447*pi,0.8642187809057358*pi) q[9];\nu3(3.6333378958977325*pi,0.7174684539986496*pi,0.8002875319334772*pi) q[11];\nu3(3.5829523856109815*pi,-0.33211506077355857*pi,1.2902511159533532*pi) q[12];\nu3(3.1344982681606672*pi,0.3670189554893155*pi,0.7700153244071846*pi) q[13];\nu3(3.6425465897198377*pi,-0.018982137681520073*pi,0.5007422548614269*pi) q[14];\nu3(3.226278971373742*pi,3.454838465915611*pi,1.5666144998219869*pi) q[15];\nu3(3.74600175139404*pi,2.694084598542123*pi,1.5448936544832463*pi) q[16];\nRxxyyzz(0.3122639807600599*pi,0.12095328643734071*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4582942797849201*pi,0.4456305979823742*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3640455249919899*pi,0.3051989860986135*pi,3.94689272439223*pi) q[2],q[11];\nRxxyyzz(0.39066099932442977*pi,0.19026559337019489*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.2972227714676694*pi,0.20223025131741912*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.44103489974040994*pi,0.26004128082549105*pi,0.09286153695519493*pi) q[5],q[8];\nRxxyyzz(0.4882999589333521*pi,0.1832603871165822*pi,0.0*pi) q[14],q[12];\nu3(3.7005949391965514*pi,0.23365771632799937*pi,1.1925786144069148*pi) q[0];\nu3(3.245762057953847*pi,3.292749730323104*pi,2.18251220239439*pi) q[1];\nu3(3.3485763377462447*pi,3.125304648703841*pi,2.335159881889949*pi) q[2];\nu3(3.7254594530804392*pi,0.5074429190448175*pi,1.0283337106717971*pi) q[3];\nu3(3.602961905407553*pi,-0.2577188719140724*pi,0.7644351808436989*pi) q[4];\nu3(3.353156055358601*pi,0.15747874219377134*pi,1.77321755505705*pi) q[5];\nu3(3.584482569461695*pi,2.432548817819575*pi,1.5693047991772298*pi) q[6];\nu3(3.7575734345895895*pi,0.35431634600175665*pi,3.811182674960172*pi) q[8];\nu3(3.6197797284865656*pi,-0.17681881903829666*pi,1.7742034463025151*pi) q[9];\nu3(3.314769968517938*pi,2.642908688648711*pi,1.9818829583750557*pi) q[10];\nu3(3.6457334544173605*pi,3.094673403750523*pi,1.4178902083727198*pi) q[11];\nu3(3.6430763735596647*pi,0.024302352633406965*pi,2.2469422860897916*pi) q[12];\nu3(3.3369632438963652*pi,3.057822972708891*pi,1.300885941852055*pi) q[13];\nu3(3.4788677278921365*pi,-0.4138565974714348*pi,3.5969133034030163*pi) q[14];\nRxxyyzz(0.4407187934444041*pi,0.21775143545376618*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.40786521759950983*pi,0.35753793720860205*pi,3.928710665556061*pi) q[1],q[13];\nRxxyyzz(0.4388486936920001*pi,0.2869342004520852*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4486344717940597*pi,0.12558918255743534*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3876569364156789*pi,0.32414283887445094*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.43320670416501994*pi,0.07807879004113805*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.4143641631649294*pi,0.18286555890332412*pi,3.93899835675931*pi) q[6],q[14];\nRxxyyzz(0.40908210289741925*pi,0.13265173012894374*pi,3.9287758993378095*pi) q[15],q[11];\nu3(3.590333302983262*pi,0.9763067255019799*pi,1.3614597415596421*pi) q[0];\nu3(3.6152516552808835*pi,3.2296004351848255*pi,1.4755816395519146*pi) q[1];\nu3(3.4507117377254435*pi,2.8394694288180813*pi,1.8302214654239728*pi) q[2];\nu3(3.4932478678761387*pi,2.126961202862318*pi,1.023762830209798*pi) q[3];\nu3(3.391925059636769*pi,0.887329091141293*pi,1.708023308916418*pi) q[4];\nu3(3.3019674448758094*pi,3.0785774362029787*pi,2.4499752269106527*pi) q[5];\nu3(3.32982721597972*pi,2.7381534032921397*pi,0.759140862592254*pi) q[6];\nu3(3.7861093887176476*pi,3.3833428552070672*pi,2.424248524098089*pi) q[8];\nu3(3.450016460357702*pi,-0.37517401104043135*pi,3.870216687481044*pi) q[9];\nu3(3.162909020656188*pi,-0.31425994659874135*pi,4.280197203855904*pi) q[10];\nu3(3.550523438423543*pi,-0.2804217494510699*pi,1.4064502878471075*pi) q[11];\nu3(3.559827038975629*pi,3.080565548237756*pi,0.6415001325846443*pi) q[12];\nu3(3.4351851902132493*pi,3.3749284944242643*pi,0.9066220543768022*pi) q[13];\nu3(3.4880025826431234*pi,0.0638888725683836*pi,0.8019204952413195*pi) q[14];\nu3(3.6187873213220967*pi,0.2141836502698481*pi,1.2308362549491854*pi) q[15];\nu3(3.3779751506767806*pi,3.3989928232723385*pi,0.844742635417432*pi) q[16];\nRxxyyzz(0.4523520388997195*pi,0.1951373105386383*pi,0.07951208228481546*pi) q[10],q[0];\nRxxyyzz(0.3784685869745697*pi,0.28607915954968044*pi,0.25012481641412787*pi) q[4],q[1];\nRxxyyzz(0.39529194258438227*pi,0.10858911296528728*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.33491797362407927*pi,0.1765152473907381*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.39263577354845924*pi,0.24801579217105188*pi,0.07368187657519921*pi) q[5],q[15];\nRxxyyzz(0.4409592974656795*pi,0.15643319339152395*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4146909420148202*pi,0.2911887087845475*pi,3.86630699312128*pi) q[12],q[7];\nRxxyyzz(0.4206401123816096*pi,0.39615321681950033*pi,3.741977161545601*pi) q[9],q[16];\nu3(3.2584267627831154*pi,1.0271932662908512*pi,0.8114005015119243*pi) q[0];\nu3(3.6914638740508927*pi,3.150377830199657*pi,2.8557785521790207*pi) q[1];\nu3(3.5854316669025783*pi,-0.13869584037350668*pi,2.0204984005228477*pi) q[2];\nu3(0.47680046932951087*pi,2.673022834676752*pi,2.208492225461587*pi) q[3];\nu3(3.9266529218530133*pi,2.473050300013768*pi,0.6463306620693438*pi) q[4];\nu3(3.340027116386173*pi,3.319371958874291*pi,2.7738671056036477*pi) q[5];\nu3(3.4979190466216594*pi,1.4159167095791068*pi,1.541454650578475*pi) q[6];\nu3(3.8068963903099724*pi,3.452018412998915*pi,1.9959713848323766*pi) q[7];\nu3(3.3833862556837517*pi,3.3858974131457376*pi,2.4538268392863882*pi) q[8];\nu3(3.4314485012352103*pi,1.2253904059449652*pi,0.6711282656055415*pi) q[9];\nu3(3.201514962666919*pi,-0.13165240251779609*pi,1.158623883766496*pi) q[10];\nu3(3.373296889700362*pi,3.445671051097803*pi,0.7282585463854212*pi) q[11];\nu3(3.8683218467370453*pi,0.672594107116101*pi,1.1888394124738717*pi) q[12];\nu3(3.5562710461710467*pi,-0.16284100460133855*pi,2.295562468876473*pi) q[14];\nu3(3.242257192593603*pi,0.2819395453581658*pi,3.9684830734900634*pi) q[15];\nu3(3.8676580028606042*pi,-0.39344320259896093*pi,4.31732787438086*pi) q[16];\nmeasure q[7] -> c[7];\nmeasure q[14] -> c[8];\nmeasure q[3] -> c[9];\nRxxyyzz(0.3969762941325299*pi,0.3542536315236083*pi,0.20247796487302924*pi) q[13],q[0];\nRxxyyzz(0.45664641422001*pi,0.16573852924882782*pi,0.15247835658891204*pi) q[1],q[5];\nRxxyyzz(0.4680162549874617*pi,0.18333137007602718*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3880119153501102*pi,0.19080470964630294*pi,3.9432295453464903*pi) q[4],q[15];\nRxxyyzz(0.2792825575506136*pi,0.19076429252548732*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.4631576185505901*pi,0.3232793842869426*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.40409448613136995*pi,0.323996071137855*pi,0.1931906654585358*pi) q[12],q[9];\nu3(3.4809891629790815*pi,2.997122895085374*pi,0.8481485158737164*pi) q[0];\nu3(3.4445346379042596*pi,2.8657296179141443*pi,1.8171629450924616*pi) q[1];\nu3(3.485633035270914*pi,2.3898766139499705*pi,0.8805505202930304*pi) q[2];\nu3(3.493133237799333*pi,1.0484665961823108*pi,2.234437734294845*pi) q[4];\nu3(3.4257796522865727*pi,0.1292368238756758*pi,3.3590181579297855*pi) q[5];\nu3(3.4921127115270787*pi,3.424087720937644*pi,1.254424012932846*pi) q[6];\nu3(3.514488835733797*pi,-0.3307935347996449*pi,2.41222382207462*pi) q[8];\nu3(3.3903926422879573*pi,-0.12770014214614533*pi,1.2165356680313213*pi) q[9];\nu3(0.2133436728990237*pi,0.3469937264160292*pi,1.2342913950657688*pi) q[10];\nu3(3.6217740850178424*pi,0.5065266593923874*pi,0.5761764936802409*pi) q[11];\nu3(3.7852736499069524*pi,0.9925576548028312*pi,0.8608174553951379*pi) q[12];\nu3(3.7688584018363387*pi,2.8685352536544615*pi,1.3625208882154418*pi) q[13];\nu3(3.6158291484861804*pi,2.218057087114313*pi,0.9026692697332632*pi) q[15];\nu3(3.6303411255760576*pi,-0.2521370653855257*pi,1.2300424919597512*pi) q[16];\nmeasure q[8] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[11] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[9] -> c[10];\nmeasure q[15] -> c[11];\nmeasure q[16] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[0] -> c[15];\nmeasure q[2] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.460209141006684*pi,-0.320894646756662*pi,0.5001255566733103*pi) q[0];\nu3(3.650816101949955*pi,-0.326527019575797*pi,1.5934634742088714*pi) q[1];\nu3(3.2980190008532375*pi,2.328448084442955*pi,2.2975254146870725*pi) q[2];\nu3(3.467026192618766*pi,3.4184813964207463*pi,0.8141938076809212*pi) q[3];\nu3(3.5895172477227026*pi,2.3689603022322396*pi,1.1427389463114996*pi) q[4];\nu3(3.8527566775280873*pi,0.5055432738588566*pi,1.7843037429178117*pi) q[5];\nu3(3.7159707533909248*pi,-0.4505849395479985*pi,1.041972683884866*pi) q[6];\nu3(3.2780228075257374*pi,0.8318128430029195*pi,2.7962495002783094*pi) q[7];\nu3(3.9433385558067764*pi,0.9714125612999291*pi,1.3123136642387667*pi) q[8];\nu3(3.7043825339281864*pi,0.668044423476341*pi,4.050717501359429*pi) q[9];\nu3(3.421254705851003*pi,2.914208428637093*pi,3.4228919773949418*pi) q[10];\nu3(3.735151235960751*pi,0.3995166072476076*pi,3.0319329622556217*pi) q[11];\nu3(3.472938863725217*pi,0.7457604742110344*pi,3.25644473668834*pi) q[12];\nu3(3.512452825049108*pi,3.2544645847146816*pi,2.456668410030139*pi) q[13];\nu3(3.5110977912381314*pi,2.107023705820989*pi,0.8650506222978347*pi) q[14];\nu3(3.442517088463683*pi,3.3297115334165612*pi,0.5351896195295209*pi) q[15];\nu3(3.5362236749566303*pi,2.8833589228603804*pi,2.4242019036330307*pi) q[16];\nRxxyyzz(0.4024323141333599*pi,0.19180194775029868*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4246213871304897*pi,0.3057744276083786*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.45924200966100015*pi,0.24396934562882133*pi,0.07400144181503836*pi) q[2],q[11];\nRxxyyzz(0.31882833347679973*pi,0.07655839200536851*pi,3.95663932700808*pi) q[4],q[9];\nRxxyyzz(0.4732962489340503*pi,0.19215760983589747*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4277420726215706*pi,0.24789042259732386*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4429152719974*pi,0.299130733506223*pi,3.9081994096270005*pi) q[8],q[10];\nRxxyyzz(0.36170591806269037*pi,0.3529378293855156*pi,0.23975833110204478*pi) q[12],q[15];\nu3(3.499612572297651*pi,-0.39702025211258657*pi,2.194645208743019*pi) q[0];\nu3(3.5930166627650872*pi,-0.024503426245907123*pi,0.874535916874899*pi) q[1];\nu3(3.891549037620382*pi,0.9743729146931672*pi,1.0034519458886684*pi) q[2];\nu3(3.482013255287446*pi,2.4889801658085853*pi,1.2917809387919588*pi) q[4];\nu3(3.6029165874654208*pi,0.059773373042342315*pi,0.8281656655836903*pi) q[5];\nu3(3.6828117042870354*pi,-0.043178257525452346*pi,1.637894683719698*pi) q[6];\nu3(3.5221745870981276*pi,3.0512610902782873*pi,0.6108837850895716*pi) q[7];\nu3(3.4746150879962525*pi,2.3349495790552046*pi,2.4528111511314563*pi) q[8];\nu3(3.8215181204867714*pi,-0.46791457603665576*pi,1.2065586309093677*pi) q[9];\nu3(3.5944180305207323*pi,2.6454402964711425*pi,1.8303341776490087*pi) q[10];\nu3(3.807518531443353*pi,-0.022581107556794766*pi,3.0097566507796367*pi) q[11];\nu3(3.38137924733795*pi,1.981516280563226*pi,1.2307963587427537*pi) q[12];\nu3(3.602864923955152*pi,0.022913189596029837*pi,0.7363311464789981*pi) q[13];\nu3(3.456970080684691*pi,3.426810646170781*pi,1.1320451530930864*pi) q[14];\nu3(3.6030496654377338*pi,2.63267541165213*pi,3.923738919123054*pi) q[15];\nu3(3.500932698858712*pi,0.03348442784002703*pi,1.5310082351721495*pi) q[16];\nRxxyyzz(0.47372807820570506*pi,0.13642757277239248*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.4152749926651201*pi,0.25042419031853125*pi,3.8669842147719695*pi) q[1],q[11];\nRxxyyzz(0.42123223431976015*pi,0.25465529110620844*pi,0.04415087613521322*pi) q[2],q[10];\nRxxyyzz(0.28466358838617023*pi,0.2272559416597716*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.39197889800848384*pi,0.17173609767646703*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.44246799154021943*pi,0.32205952601837995*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3953157033053295*pi,0.3210298268504622*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.41221943001422945*pi,0.20425252550738718*pi,0.1099187280700188*pi) q[8],q[9];\nu3(3.6310332812864994*pi,3.443666705894266*pi,2.445741277876577*pi) q[0];\nu3(3.19065859816718*pi,2.377935699131082*pi,2.3182764017993063*pi) q[1];\nu3(3.5649069526683985*pi,0.9880367800486258*pi,0.5679810647275993*pi) q[2];\nu3(3.214534173325766*pi,-0.4900752576276637*pi,2.172530563387464*pi) q[3];\nu3(3.4371450392503533*pi,0.7243700469954257*pi,1.1173968959129803*pi) q[5];\nu3(3.2612593256544025*pi,1.0284619039467549*pi,1.3261001618934474*pi) q[6];\nu3(3.2014069242764713*pi,0.7534293620498096*pi,0.8102899404659449*pi) q[7];\nu3(3.4659759844777946*pi,3.2666706097523597*pi,2.0176970766733655*pi) q[8];\nu3(3.524387667599767*pi,2.9089819453681387*pi,4.358113485022454*pi) q[9];\nu3(3.5586846272735824*pi,3.330977656876458*pi,3.677659483507689*pi) q[10];\nu3(3.6047783818760473*pi,0.4121100628646941*pi,1.7592544105012753*pi) q[11];\nu3(3.1903251182868493*pi,2.5296622844266876*pi,2.2020036648320733*pi) q[12];\nu3(3.4303705416470356*pi,2.050107877366196*pi,0.9521366084999034*pi) q[13];\nu3(3.1738155523463387*pi,0.39390977682024264*pi,1.752341860620699*pi) q[14];\nu3(3.6051283366224456*pi,0.5441147003085978*pi,1.1545726403033751*pi) q[15];\nu3(3.7742226585046037*pi,0.4371318986108179*pi,0.7685496848360478*pi) q[16];\nRxxyyzz(0.44793989992300176*pi,0.2202426478294428*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3487957056485902*pi,0.3200029059297549*pi,3.9352592365435504*pi) q[1],q[9];\nRxxyyzz(0.4551941760195529*pi,0.1310749574167378*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.39779773893676*pi,0.20756456763918207*pi,3.9054770620216708*pi) q[3],q[11];\nRxxyyzz(0.45674694747155975*pi,0.43516547207380196*pi,0.08518827524856665*pi) q[4],q[7];\nRxxyyzz(0.4232146116356894*pi,0.24341948801082225*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.26494190955636*pi,0.1977850671676349*pi,0.0*pi) q[14],q[13];\nu3(3.708285959822174*pi,2.7283895842082613*pi,0.598699635058539*pi) q[0];\nu3(3.295537192139308*pi,3.042655355591588*pi,4.089823594642143*pi) q[1];\nu3(3.4990593341296092*pi,3.388978440191326*pi,1.809361940014446*pi) q[2];\nu3(3.5051819335078602*pi,3.2816532507831733*pi,1.8789637710111107*pi) q[3];\nu3(3.3814161219118253*pi,-0.002170712796587315*pi,4.33403985981624*pi) q[4];\nu3(3.2414868582539267*pi,2.9237212645859625*pi,4.178586236792469*pi) q[6];\nu3(3.5072499997184154*pi,1.9373400727132313*pi,3.1815824381513176*pi) q[7];\nu3(3.53497465682233*pi,-0.4760737759808422*pi,0.9095608624754699*pi) q[9];\nu3(3.366007444248724*pi,3.0928457724509637*pi,0.7871843214953246*pi) q[10];\nu3(3.5236394368089874*pi,-0.3377253551960083*pi,1.0781568254015221*pi) q[11];\nu3(3.6992830253392373*pi,3.0361399568090595*pi,1.8833269063510032*pi) q[12];\nu3(3.772210131731441*pi,0.5671696477893646*pi,1.597415868852721*pi) q[13];\nu3(3.7619563072164968*pi,2.88537249325784*pi,0.8829649795025691*pi) q[14];\nu3(3.2264327959945405*pi,0.4654922339455696*pi,0.8718580725922422*pi) q[16];\nRxxyyzz(0.3635092511638902*pi,0.28776002175682924*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4271541896204303*pi,0.32004381237473845*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4007419304487697*pi,0.16010815360736608*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.45252359969898*pi,0.23105304330120324*pi,0.13154965460449286*pi) q[4],q[10];\nRxxyyzz(0.2674610823782997*pi,0.08699243855999095*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.2665378624387744*pi,0.11665281054713295*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.45336776048007954*pi,0.16297284667560996*pi,0.0*pi) q[11],q[13];\nu3(3.6866424928222186*pi,3.1906601328045854*pi,1.427501903987586*pi) q[0];\nu3(3.289427564718877*pi,2.7920922556637806*pi,1.8278468754630308*pi) q[1];\nu3(3.4239379000942325*pi,3.262091940971365*pi,1.205374892649496*pi) q[3];\nu3(3.090930261742132*pi,-0.3484475519815825*pi,2.89317004172951*pi) q[4];\nu3(3.192087010941115*pi,0.004937592564946192*pi,0.5803129828887215*pi) q[6];\nu3(3.7436265850111172*pi,1.913959388991175*pi,1.5262315108590543*pi) q[7];\nu3(3.4336682972745507*pi,0.901403369317042*pi,0.7260227955880378*pi) q[8];\nu3(3.562742800205261*pi,-0.12057131066488025*pi,0.969703779907249*pi) q[9];\nu3(3.3174636085110594*pi,2.692927070978962*pi,1.4576136153564467*pi) q[10];\nu3(3.2936320734535665*pi,0.4898673932908686*pi,0.6400116992978007*pi) q[11];\nu3(3.4749653552393704*pi,2.6062560274576105*pi,1.0650924228513095*pi) q[12];\nu3(3.6860660755829837*pi,3.230430438182835*pi,1.1050093293126086*pi) q[13];\nu3(3.4611045840449104*pi,0.927121974023905*pi,1.3447086686128893*pi) q[14];\nu3(3.9601020066129657*pi,1.3216390101234157*pi,1.856333965601256*pi) q[16];\nRxxyyzz(0.4043871252763501*pi,0.2730072317335067*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.37936604904788007*pi,0.21671644181940064*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.33217117465713997*pi,0.2809867575506084*pi,0.05170245659437711*pi) q[2],q[13];\nRxxyyzz(0.4391939716986998*pi,0.3477494380167315*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4384287160011899*pi,0.35889357315137593*pi,0.10442379432052465*pi) q[12],q[4];\nRxxyyzz(0.4043042137236874*pi,0.36298535062080983*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.2942913807120284*pi,0.18521131809871705*pi,0.0*pi) q[14],q[16];\nu3(3.708143836389781*pi,3.4922005770963467*pi,4.344892955519412*pi) q[0];\nu3(3.8836850245533707*pi,2.1546648674248576*pi,1.189012052270074*pi) q[1];\nu3(3.373630708466646*pi,3.286723560533651*pi,2.1469938566431797*pi) q[2];\nu3(3.3997751153149585*pi,0.6754992209088391*pi,1.3396075287974112*pi) q[3];\nu3(3.433321778105462*pi,2.973218914604322*pi,0.7178355809280751*pi) q[4];\nu3(3.646532588181662*pi,3.414188609804587*pi,1.3683262551433462*pi) q[7];\nu3(3.534093870983599*pi,3.0712439227496753*pi,4.287086231844755*pi) q[8];\nu3(3.7305097042561206*pi,2.987720087369161*pi,1.1913566536465738*pi) q[9];\nu3(3.361931975651201*pi,-0.3333746820657575*pi,4.039442171782854*pi) q[10];\nu3(3.3986588809472495*pi,3.123657589122289*pi,2.0795703441883022*pi) q[11];\nu3(3.4785953118625867*pi,-0.004414045908725295*pi,0.8463815194474629*pi) q[12];\nu3(3.857087406297366*pi,-0.14741868937000235*pi,3.9903523182595872*pi) q[13];\nu3(3.679280573343534*pi,2.9594156614168727*pi,0.8523911562986475*pi) q[14];\nu3(3.16066362480784*pi,-0.3410709495632907*pi,1.8014628690485406*pi) q[16];\nRxxyyzz(0.4573374720773602*pi,0.13852945395764327*pi,0.04546752321575895*pi) q[0],q[13];\nRxxyyzz(0.3595747447393198*pi,0.270420810093869*pi,3.895979745757719*pi) q[1],q[12];\nRxxyyzz(0.4443431463558047*pi,0.1483412126671157*pi,3.902558213427799*pi) q[16],q[2];\nRxxyyzz(0.45920442489327973*pi,0.15210845877075496*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4162683796432597*pi,0.296344609400788*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.4677264726434096*pi,0.37304786642511184*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4768805301582001*pi,0.17758496924816503*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.42451130388611*pi,0.3099744050225066*pi,0.0*pi) q[10],q[15];\nu3(3.6330640171249677*pi,3.407272195426148*pi,3.0052736743401502*pi) q[0];\nu3(3.2156465926792848*pi,0.4718406013129157*pi,0.5866123101624834*pi) q[1];\nu3(3.6981086036161184*pi,1.9951603316896214*pi,2.052355416259803*pi) q[2];\nu3(3.7580162413050173*pi,0.48686240382762436*pi,0.75525199885221*pi) q[3];\nu3(3.1799522637090094*pi,2.471269704655512*pi,2.390422591760092*pi) q[4];\nu3(3.111830491854387*pi,0.3976790265855813*pi,0.7504472345789365*pi) q[5];\nu3(3.7503226458550416*pi,3.366017982933684*pi,1.434138941347405*pi) q[7];\nu3(3.5893331430398754*pi,0.005016634365360151*pi,4.410238830614941*pi) q[8];\nu3(3.7753030856992154*pi,-0.11543867504425587*pi,1.8272573973978616*pi) q[9];\nu3(3.54558592438452*pi,-0.05351012839594971*pi,1.0161683506617898*pi) q[10];\nu3(3.708436863406862*pi,-0.4976856104222859*pi,0.8793380680458913*pi) q[11];\nu3(3.135441625766058*pi,0.2872291639488245*pi,1.0830894331384648*pi) q[12];\nu3(3.723734957054109*pi,0.005167184329708974*pi,1.6655633459268413*pi) q[13];\nu3(3.445220344114811*pi,3.0167767514539827*pi,2.1660893762336766*pi) q[14];\nu3(3.5335043959238943*pi,-0.37274061934146907*pi,4.013192824189842*pi) q[15];\nu3(3.3476198953026333*pi,2.1795379485992976*pi,0.9157169651614505*pi) q[16];\nRxxyyzz(0.4252559021849398*pi,0.24282750573555245*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.4779555364658603*pi,0.12019285596482565*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3920199786393802*pi,0.2655722292222392*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.3613408104895298*pi,0.08902740389818298*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.32904083613395935*pi,0.2171858229485002*pi,3.8542539940277605*pi) q[15],q[6];\nRxxyyzz(0.37858759931047015*pi,0.2822533533046694*pi,3.9478524840164497*pi) q[7],q[13];\nRxxyyzz(0.4456061820255893*pi,0.15335142914603417*pi,3.9549610773212405*pi) q[11],q[9];\nu3(3.257010752065284*pi,3.3976850533516005*pi,3.875389021416491*pi) q[0];\nu3(3.1852264565031354*pi,3.0993538158095166*pi,4.187589304692659*pi) q[1];\nu3(3.5522574118410732*pi,3.0823053615969633*pi,0.9061085268609951*pi) q[3];\nu3(3.5952047336236865*pi,3.2890169359137595*pi,1.4177863852992147*pi) q[4];\nu3(3.716600008956735*pi,1.8252257567923373*pi,1.5557404963441694*pi) q[5];\nu3(3.68300545415326*pi,-0.3859215835133701*pi,2.3077273818472244*pi) q[6];\nu3(3.0828722044455175*pi,-0.19423208730505992*pi,0.959638072253509*pi) q[7];\nu3(3.2968166313833915*pi,-0.38793848879984905*pi,1.1277321319786955*pi) q[8];\nu3(3.1396363023015814*pi,3.4551175019641738*pi,2.280400968944572*pi) q[9];\nu3(3.333935799603964*pi,3.2479872740057845*pi,1.397465916535082*pi) q[11];\nu3(3.5293175248353763*pi,2.4420502652854696*pi,1.3100293461037966*pi) q[12];\nu3(3.37083311053132*pi,3.3156425115434303*pi,1.2358153676569124*pi) q[13];\nu3(3.9444203324985443*pi,-0.33565713361147087*pi,4.490987341770324*pi) q[14];\nu3(3.7943134227750623*pi,0.5412956329569851*pi,1.172418306266996*pi) q[15];\nRxxyyzz(0.3878585008152903*pi,0.26194334348408693*pi,0.09880242783342544*pi) q[8],q[0];\nRxxyyzz(0.3118959489137797*pi,0.20054407470966507*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4194045799017401*pi,0.20030064536187678*pi,0.06203050586593564*pi) q[15],q[2];\nRxxyyzz(0.4486298761755799*pi,0.318140735337627*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.4514078191953531*pi,0.20043518686285833*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.41438836331887985*pi,0.31407570835422055*pi,3.883623428411161*pi) q[7],q[14];\nRxxyyzz(0.3730378015696299*pi,0.28498453013888*pi,0.17158775182211272*pi) q[13],q[10];\nRxxyyzz(0.42063494355353975*pi,0.3345902321368505*pi,0.18723785404150897*pi) q[11],q[12];\nu3(3.247928871526384*pi,0.6986213617867905*pi,0.612811389790239*pi) q[0];\nu3(3.282433506204374*pi,0.11385937014647907*pi,0.9386582256698369*pi) q[1];\nu3(3.8936339141398744*pi,2.6017291178285937*pi,1.2222928439841505*pi) q[2];\nu3(3.2702799512371508*pi,2.39186191435138*pi,2.1097589392802023*pi) q[3];\nu3(3.190756428225532*pi,3.1069354691271*pi,0.532912631958476*pi) q[4];\nu3(3.3577959477345027*pi,-0.27168754647943405*pi,2.113086884965256*pi) q[6];\nu3(3.7416873805330044*pi,0.9000929631829317*pi,0.9220847177032971*pi) q[7];\nu3(3.481758053801051*pi,1.8070671168964756*pi,4.497389425865614*pi) q[8];\nu3(3.5873307663519953*pi,0.4686061753524582*pi,0.5261136905910597*pi) q[9];\nu3(3.6610041411495575*pi,3.257671361366186*pi,4.37268522404297*pi) q[10];\nu3(3.6149855437586735*pi,-0.49744258039007616*pi,1.780289720746427*pi) q[11];\nu3(3.531944483640879*pi,-0.1030745658783308*pi,0.9571214384141313*pi) q[12];\nu3(3.2703146916156483*pi,2.3424200758958187*pi,1.0603061590491099*pi) q[13];\nu3(3.3002191539703642*pi,2.6507785610083796*pi,1.8659078547064811*pi) q[14];\nu3(3.6276619035164885*pi,2.3868111397469267*pi,0.674923110849178*pi) q[15];\nu3(3.3798552333714085*pi,-0.33397543314972644*pi,0.6654577063992066*pi) q[16];\nRxxyyzz(0.37723221764825976*pi,0.24667689697540596*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.39453029004749923*pi,0.21222981307160804*pi,3.8058122625858903*pi) q[8],q[2];\nRxxyyzz(0.41273439370110054*pi,0.3801404460106675*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.37370204554737196*pi,0.2578917559638635*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.38399663484763036*pi,0.20930774008941588*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.42324170177681975*pi,0.4037156760877232*pi,0.2132128490030879*pi) q[6],q[12];\nRxxyyzz(0.43783414798024034*pi,0.11838533786015815*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.3049360408481787*pi,0.2635234698750071*pi,0.0*pi) q[14],q[13];\nu3(3.662646408866833*pi,3.3425013150076115*pi,0.9416668466750453*pi) q[0];\nu3(3.461895239520765*pi,-0.15001021901017664*pi,2.144890117116362*pi) q[2];\nu3(3.171111130557831*pi,2.216324001928373*pi,0.7718907674163743*pi) q[3];\nu3(3.316831066150614*pi,3.4895292100340334*pi,1.1489090107445592*pi) q[4];\nu3(3.2091659976402056*pi,2.095150119638733*pi,4.2561463766144705*pi) q[5];\nu3(3.442684699499664*pi,0.5125536693276156*pi,3.462040808799538*pi) q[6];\nu3(3.102148486167084*pi,3.273967717123326*pi,0.7162706894658615*pi) q[7];\nu3(3.367263957160702*pi,2.2004877528352167*pi,0.9990235277168003*pi) q[8];\nu3(3.349335615872103*pi,-0.4633056781995075*pi,1.188233358584401*pi) q[9];\nu3(3.3814438030983123*pi,-0.37250698450782527*pi,2.4844938754340222*pi) q[10];\nu3(3.3519521356693955*pi,0.24204670112338045*pi,4.3263016334001545*pi) q[11];\nu3(3.8438842099662085*pi,-0.16034954393866607*pi,0.5606418813514044*pi) q[12];\nu3(3.8153792466346017*pi,3.3355540200478218*pi,2.36794498402083*pi) q[13];\nu3(3.0909808191225525*pi,-0.3601559881567845*pi,2.206668056242128*pi) q[14];\nu3(3.5883694477363735*pi,-0.16554009229928784*pi,3.184325785441336*pi) q[15];\nu3(3.324142872413545*pi,3.3962798017769154*pi,4.474929230833228*pi) q[16];\nRxxyyzz(0.37800948880528995*pi,0.18569642423678623*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.3884982399052993*pi,0.11316612651818583*pi,0.04279882900313926*pi) q[11],q[2];\nRxxyyzz(0.4319627421700699*pi,0.2272389295368139*pi,3.8660050159670103*pi) q[3],q[13];\nRxxyyzz(0.32853873405874984*pi,0.2497718356944545*pi,0.06037500987952393*pi) q[15],q[5];\nRxxyyzz(0.3376892523987297*pi,0.16526859821613238*pi,3.932266618639341*pi) q[6],q[16];\nRxxyyzz(0.3660734853947002*pi,0.16992683093844851*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.46629662661485183*pi,0.35410993111139355*pi,0.0*pi) q[9],q[14];\nu3(3.5004604872712197*pi,0.6565638849625388*pi,1.7551152371835594*pi) q[0];\nu3(3.5372902855603163*pi,1.8060930278733385*pi,1.4954549356241227*pi) q[1];\nu3(3.637595143168837*pi,3.423038011342375*pi,3.589729154991805*pi) q[2];\nu3(3.751064242662671*pi,0.0846951163433789*pi,1.6732162462762643*pi) q[3];\nu3(3.5772578602794893*pi,2.2797309959674985*pi,3.754859855442581*pi) q[5];\nu3(3.49236808319923*pi,2.503678026518862*pi,1.757717924067074*pi) q[6];\nu3(3.369361757546451*pi,3.2939120920771203*pi,4.058863104074433*pi) q[8];\nu3(3.397496967839746*pi,3.475271876661518*pi,4.270361698701215*pi) q[9];\nu3(3.477048032849323*pi,-0.411175425303952*pi,3.3533143522858775*pi) q[11];\nu3(3.4405925288051673*pi,-0.3868746085254412*pi,0.6165406514403178*pi) q[12];\nu3(3.400825275636241*pi,0.4155397803555617*pi,2.0442809609251023*pi) q[13];\nu3(3.137725825923137*pi,2.6030744780206945*pi,1.394238972834082*pi) q[14];\nu3(3.4111782627280376*pi,2.774895990079617*pi,2.0614884765504127*pi) q[15];\nu3(3.807752979709583*pi,0.5553256025697983*pi,2.057983971444134*pi) q[16];\nRxxyyzz(0.43319654539707986*pi,0.259411910737681*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.4246621008608296*pi,0.20966015857031012*pi,3.90338711640659*pi) q[1],q[16];\nRxxyyzz(0.4056637366720661*pi,0.1663818961158141*pi,0.04746642148609069*pi) q[2],q[5];\nRxxyyzz(0.43024681748575955*pi,0.1548737167174271*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.35767125588303295*pi,0.21592790721125876*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.4434332473709502*pi,0.29708763871649596*pi,0.2320163625039741*pi) q[11],q[12];\nu3(3.1180316276263538*pi,3.3425652359292277*pi,0.6648064036180232*pi) q[0];\nu3(3.479752116305129*pi,2.9977436385950904*pi,0.6694381880443041*pi) q[1];\nu3(3.4182347709153875*pi,3.3609184448373726*pi,3.230567505883821*pi) q[2];\nu3(3.3777622704480668*pi,3.35365015123161*pi,4.252354147305035*pi) q[5];\nu3(3.5369224616650916*pi,2.292247172416571*pi,1.0270930904516484*pi) q[6];\nu3(3.3543937483132646*pi,3.285447407534854*pi,0.5913952086677376*pi) q[8];\nu3(3.596781686366289*pi,2.6994611109813613*pi,1.3512316083113163*pi) q[10];\nu3(3.6408556723770005*pi,3.4153359485232526*pi,2.8571947958215667*pi) q[11];\nu3(3.500693477175231*pi,3.474012088685949*pi,3.9178712568280654*pi) q[12];\nu3(3.2392197805160987*pi,3.384754824310539*pi,1.1175805447690248*pi) q[13];\nu3(3.258406617126766*pi,3.4912196307254457*pi,3.686778280376705*pi) q[15];\nu3(3.308984072931893*pi,2.7326790226093163*pi,2.0678909693890737*pi) q[16];\nRxxyyzz(0.43444022465274*pi,0.31005556170767523*pi,3.9276895466123602*pi) q[0],q[8];\nRxxyyzz(0.4471411872306597*pi,0.2608082051131931*pi,3.9008004046027493*pi) q[1],q[7];\nRxxyyzz(0.451618664097589*pi,0.424667694347475*pi,3.8545549484617205*pi) q[2],q[14];\nRxxyyzz(0.2908985256664397*pi,0.1432590774056699*pi,0.13268395418865353*pi) q[3],q[13];\nRxxyyzz(0.41045069440081955*pi,0.31259885358188927*pi,3.93286392206429*pi) q[6],q[12];\nRxxyyzz(0.34168967872917966*pi,0.14511463166482985*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.4439646405341897*pi,0.2554194487410651*pi,0.07959275174143697*pi) q[11],q[15];\nu3(3.5545498376659688*pi,2.9001694169173478*pi,1.339487056304767*pi) q[0];\nu3(3.603581320949707*pi,2.852097175709561*pi,0.622226054215127*pi) q[1];\nu3(3.6716595882921332*pi,2.445747401397567*pi,0.7673359621993625*pi) q[2];\nu3(3.72898319186372*pi,0.38248900945380415*pi,0.5804004085543101*pi) q[3];\nu3(3.4694551245985905*pi,2.9695075892557687*pi,1.8271151544684376*pi) q[6];\nu3(3.6670909085340067*pi,2.245439138155848*pi,0.8051660172003783*pi) q[7];\nu3(3.7201852360686956*pi,1.2487872700935072*pi,2.319108414188129*pi) q[8];\nu3(3.560145469663123*pi,-0.1406106239977623*pi,2.135690761992811*pi) q[10];\nu3(3.488092870267632*pi,-0.4638287806248914*pi,2.6335368870859472*pi) q[11];\nu3(3.241001960318338*pi,2.6248579877117333*pi,0.5194139560956592*pi) q[12];\nu3(3.373365476690186*pi,0.29931648917409825*pi,1.4459863042317684*pi) q[13];\nu3(3.8057199282579877*pi,0.8984923485514451*pi,4.3843875515269595*pi) q[14];\nu3(3.4908997264534207*pi,2.3747092358957143*pi,3.7849818259794894*pi) q[15];\nu3(3.3791950300678337*pi,1.619735339587864*pi,1.605691342091332*pi) q[16];\nRxxyyzz(0.367424123518279*pi,0.20794202784097338*pi,0.1464885350320184*pi) q[0],q[13];\nRxxyyzz(0.3060890373499*pi,0.10343635160136266*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4579211985479058*pi,0.22744904532171795*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.33973780497920025*pi,0.28250272288816936*pi,3.94857235304059*pi) q[16],q[4];\nRxxyyzz(0.45195265514352967*pi,0.2586710230913262*pi,3.9295053670128706*pi) q[5],q[12];\nRxxyyzz(0.44746880105702047*pi,0.4160193506848749*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.2703819192088801*pi,0.175740078255048*pi,0.0*pi) q[11],q[8];\nu3(3.6423975290974866*pi,0.21895783835636973*pi,1.0894334099571328*pi) q[0];\nu3(3.2060126837578737*pi,-0.2549161994892589*pi,0.6599345271422892*pi) q[1];\nu3(3.399567329331451*pi,2.0299439768984504*pi,1.093921111440951*pi) q[3];\nu3(3.463431856994551*pi,2.477860380411064*pi,2.2781406664184196*pi) q[4];\nu3(3.547710389856421*pi,2.9717247314360566*pi,1.5535340386638181*pi) q[5];\nu3(3.5220099861570446*pi,2.3089550467951323*pi,0.6570759250111279*pi) q[6];\nu3(3.4608285206807965*pi,3.3042668593155913*pi,1.580083460978832*pi) q[8];\nu3(3.479189537324666*pi,0.3148287965453125*pi,2.026949715461818*pi) q[9];\nu3(3.3030410933327015*pi,3.318743444011985*pi,4.493322793899216*pi) q[10];\nu3(3.4403983250728603*pi,2.4800741092497645*pi,1.6656174622012023*pi) q[11];\nu3(3.474597701670012*pi,-0.25500824050247173*pi,1.0343391892488776*pi) q[12];\nu3(3.083681919172764*pi,2.951459048020455*pi,0.5412253881044158*pi) q[13];\nu3(3.456742530694983*pi,0.6857437412930443*pi,1.9530636181949004*pi) q[14];\nu3(3.3606954569833722*pi,2.8142540843387343*pi,4.369392719557233*pi) q[16];\nRxxyyzz(0.4349352705869496*pi,0.36272681545257224*pi,3.8141149346911303*pi) q[0],q[15];\nRxxyyzz(0.4041044674444497*pi,0.3471485482967133*pi,3.79477123694424*pi) q[1],q[6];\nRxxyyzz(0.29371477631086923*pi,0.11328261833531705*pi,3.9605111576172805*pi) q[16],q[2];\nRxxyyzz(0.37811814792838216*pi,0.24129935403794045*pi,0.04537168142860865*pi) q[3],q[12];\nRxxyyzz(0.3741109521368501*pi,0.2501322936484629*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.45506398048883046*pi,0.19045651352140297*pi,3.86155376110632*pi) q[8],q[5];\nRxxyyzz(0.4678498248964633*pi,0.38301005176088865*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.3368073283154294*pi,0.31816038054831797*pi,0.082323693965622*pi) q[10],q[14];\nu3(3.164415762208632*pi,0.1771499497288933*pi,4.447042730268064*pi) q[0];\nu3(3.4874980568264675*pi,3.1758749980128576*pi,1.8665790808018627*pi) q[1];\nu3(3.545432208850202*pi,3.453748620450581*pi,2.2686415133891895*pi) q[2];\nu3(3.682805938648355*pi,2.4962898719340436*pi,0.7239306233586301*pi) q[3];\nu3(3.64447273060223*pi,2.6408739530695966*pi,0.9855212185290877*pi) q[4];\nu3(3.1877073880726132*pi,2.4659140924116802*pi,1.3941452109509727*pi) q[5];\nu3(3.0947663051635006*pi,1.0188900308912645*pi,2.1397515981803443*pi) q[6];\nu3(3.1547800895650235*pi,0.34946387055917416*pi,2.4113437242920384*pi) q[7];\nu3(3.3137397037578076*pi,3.4149655801530967*pi,1.4624739630297086*pi) q[8];\nu3(3.110761752006228*pi,2.2140811552228774*pi,4.0959609574736575*pi) q[9];\nu3(3.1784479740121476*pi,2.1124295576284684*pi,4.4268814431318795*pi) q[10];\nu3(3.254620960495616*pi,1.0226713623429302*pi,0.9101328297220502*pi) q[11];\nu3(3.178862528231753*pi,2.273550685620702*pi,1.00845143204301*pi) q[12];\nu3(3.2530571422229855*pi,2.484599443225267*pi,4.160471821205213*pi) q[14];\nu3(3.3759977491839837*pi,3.4433488490310866*pi,0.6354023333790577*pi) q[15];\nu3(3.5794816825857216*pi,0.19923977964475337*pi,2.2716727644920733*pi) q[16];\nRxxyyzz(0.38367221359444953*pi,0.25074940370586773*pi,3.86504764111163*pi) q[0],q[16];\nRxxyyzz(0.44941064500275063*pi,0.24833352170349476*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.41519815172470986*pi,0.37599877925251945*pi,0.24549887626017808*pi) q[13],q[4];\nRxxyyzz(0.39796259486061003*pi,0.1728681328476711*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.45569600578411007*pi,0.3318596797393246*pi,3.933809923575831*pi) q[8],q[10];\nRxxyyzz(0.3420429342926794*pi,0.23978810000187356*pi,0.0*pi) q[11],q[15];\nu3(3.2135138065122604*pi,2.2504085674776566*pi,0.6804426217339481*pi) q[0];\nu3(3.518088726725502*pi,1.9685906888009113*pi,1.8156842558711332*pi) q[2];\nu3(3.667815535361676*pi,3.2051213730217025*pi,1.0860717419446717*pi) q[4];\nu3(3.362914892759255*pi,3.217112881185357*pi,4.356859241973714*pi) q[5];\nu3(3.393058885730005*pi,0.26835075812873055*pi,1.3412048789727236*pi) q[7];\nu3(3.3654730164185342*pi,0.07276186881517466*pi,0.8361976572147491*pi) q[8];\nu3(3.163629556771608*pi,-0.2002144419616353*pi,0.9278218211956029*pi) q[9];\nu3(3.5199574191172003*pi,3.093974832210284*pi,2.0498721793540033*pi) q[10];\nu3(3.2468577624262056*pi,2.9521630243381685*pi,1.4961209442215242*pi) q[11];\nu3(3.6230316384853083*pi,2.5408317945137586*pi,3.832590035927772*pi) q[13];\nu3(3.6706461804234864*pi,3.2538479260761624*pi,2.100476368706138*pi) q[15];\nu3(3.6529099732154156*pi,-0.369917266181395*pi,1.837036639690198*pi) q[16];\nRxxyyzz(0.4016714069350891*pi,0.1567247602827804*pi,3.8850468628013495*pi) q[0],q[11];\nRxxyyzz(0.3079650541141916*pi,0.262444523263901*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.42214305439624966*pi,0.24156083219599866*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.2814288991128997*pi,0.14763881172769544*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.45909986550658755*pi,0.29687896318335194*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.4130484188535404*pi,0.32387745407470636*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.34479918688987926*pi,0.18303678614643637*pi,0.05415365018513052*pi) q[16],q[14];\nu3(3.0656949864861693*pi,0.6379997953214849*pi,0.7540872941174634*pi) q[0];\nu3(0.5707865919471732*pi,2.3907315426250904*pi,0.7957935410220073*pi) q[1];\nu3(3.55449521768531*pi,2.909447708850606*pi,4.3643990873564515*pi) q[2];\nu3(3.4677019686846187*pi,0.7507734590411568*pi,2.499037693683589*pi) q[4];\nu3(3.597674791638903*pi,0.8603127549802432*pi,0.9728340549786928*pi) q[6];\nu3(3.03149211134804*pi,0.33521487448927534*pi,1.1417944193350777*pi) q[7];\nu3(3.3284710698556554*pi,-0.3690461758702246*pi,4.036835388073199*pi) q[8];\nu3(3.590955259777601*pi,0.4949475068266014*pi,0.5839634100943463*pi) q[9];\nu3(3.731874098708123*pi,3.3990963611440033*pi,0.928453867474893*pi) q[11];\nu3(3.354837457331706*pi,-0.32067407469048825*pi,0.852237787376148*pi) q[12];\nu3(3.533302494525741*pi,-0.48187846548204033*pi,1.3690986832535073*pi) q[13];\nu3(3.221834996170613*pi,0.4324869407161892*pi,1.087356002749451*pi) q[14];\nu3(3.3646714969101703*pi,1.2553085343492407*pi,1.4126753887761574*pi) q[15];\nu3(3.719134241280501*pi,3.304916980242299*pi,1.9789170572854982*pi) q[16];\nmeasure q[7] -> c[3];\nmeasure q[8] -> c[5];\nmeasure q[1] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[12] -> c[16];\nRxxyyzz(0.4681765830654605*pi,0.3760977735429921*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4030024023260896*pi,0.31552404965194264*pi,0.09927321931575257*pi) q[3],q[14];\nRxxyyzz(0.21030930981612006*pi,0.10399448041341364*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.4328767047332497*pi,0.17531404969629766*pi,0.11070390648989223*pi) q[11],q[5];\nRxxyyzz(0.4611240383515698*pi,0.36654927961633915*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.4110135955483206*pi,0.2855970658728335*pi,0.0*pi) q[13],q[10];\nu3(3.1064145544173485*pi,3.019919609864761*pi,3.479747922513007*pi) q[0];\nu3(3.54503219037167*pi,2.618529095608851*pi,0.9689405950690205*pi) q[2];\nu3(3.4074845097436417*pi,2.0735531746550064*pi,1.5719397607198973*pi) q[3];\nu3(1.6134204270133405*pi,3.33164651901441*pi,1.461294168098381*pi) q[4];\nu3(3.685124519274776*pi,2.697726694903254*pi,0.9810123820653426*pi) q[5];\nu3(3.649926628063616*pi,-0.31129593034445*pi,1.5498786999164256*pi) q[6];\nu3(3.5664435515538453*pi,-0.08948470575289402*pi,1.3147981372710553*pi) q[10];\nu3(3.2762552169654042*pi,1.2392799773941312*pi,3.4958763133327704*pi) q[11];\nu3(3.4327146476521255*pi,1.9966030752158188*pi,1.5560876821687715*pi) q[13];\nu3(3.362857053824497*pi,2.20439346420876*pi,0.784447806162881*pi) q[14];\nu3(3.588845403271393*pi,0.9134008392392385*pi,1.5032327396730893*pi) q[15];\nu3(0.6002930210962687*pi,-0.35732094910647033*pi,1.5770365080715107*pi) q[16];\nmeasure q[15] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[0] -> c[4];\nmeasure q[11] -> c[6];\nmeasure q[3] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[14] -> c[13];\nmeasure q[4] -> c[14];\nmeasure q[5] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.605556542335919*pi,0.7401224390405039*pi,1.3817884586102538*pi) q[0];\nu3(3.1454125926197323*pi,2.4403352152885645*pi,4.360902211641964*pi) q[1];\nu3(3.3262364008728356*pi,-0.2628989974277173*pi,1.7590313291208353*pi) q[2];\nu3(3.4723825345438515*pi,3.238329128512*pi,1.6537038536175446*pi) q[3];\nu3(3.7768916989934174*pi,-0.1811197861619454*pi,1.003018747802638*pi) q[4];\nu3(3.156073242469595*pi,3.1621109564899115*pi,2.4927423848204704*pi) q[5];\nu3(3.2559665015889636*pi,2.613109417965219*pi,4.286487265034285*pi) q[6];\nu3(3.7331863234991514*pi,-0.43260197617151414*pi,1.45376374800774*pi) q[7];\nu3(3.3685291093924365*pi,2.343183710725975*pi,2.191544204492608*pi) q[8];\nu3(3.255621269283169*pi,2.4154999607467014*pi,4.03361508951097*pi) q[9];\nu3(3.48050585065814*pi,3.0726692015737287*pi,4.237861393882434*pi) q[10];\nu3(3.5727047197404658*pi,0.4100258518434301*pi,3.697970519035299*pi) q[11];\nu3(3.8100908371458293*pi,-0.30657736018202797*pi,2.2553586138406385*pi) q[12];\nu3(3.3262734238344884*pi,-0.17913858037606079*pi,4.0817826087174165*pi) q[13];\nu3(3.3271979938978102*pi,2.653769075587977*pi,1.6437157659520745*pi) q[14];\nu3(3.321016617866354*pi,2.653727595459835*pi,1.1236814555027939*pi) q[15];\nu3(3.6306971213849484*pi,1.7468284733436104*pi,1.4302742639776098*pi) q[16];\nRxxyyzz(0.44403120159940956*pi,0.23599568425514272*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3300729213469794*pi,0.2605277332170358*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.43313622576265126*pi,0.28078862411801847*pi,0.2288453994711408*pi) q[2],q[12];\nRxxyyzz(0.4398451904204795*pi,0.15399093003431488*pi,0.08863702758296038*pi) q[3],q[15];\nRxxyyzz(0.45260838998024955*pi,0.21280459876725166*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.36917189107303067*pi,0.18626847047588055*pi,3.930560011922669*pi) q[7],q[11];\nRxxyyzz(0.4855067273986098*pi,0.2522810659403467*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3757715089617001*pi,0.20358983049910198*pi,0.14652748276409788*pi) q[13],q[14];\nu3(3.8647429575559755*pi,2.4400856719335775*pi,1.959789623532358*pi) q[0];\nu3(3.4443015383898077*pi,2.8809355613260004*pi,1.0898259799028578*pi) q[1];\nu3(3.199536642528334*pi,2.7497403400782554*pi,1.5985734555278788*pi) q[2];\nu3(3.1049561961558054*pi,-0.03158618062894747*pi,1.5090326816288813*pi) q[3];\nu3(3.5636526521740715*pi,0.8752588797795642*pi,1.5892582612880717*pi) q[5];\nu3(3.3351000106539725*pi,2.4321290007954293*pi,0.8018633414481133*pi) q[6];\nu3(3.942153822232235*pi,0.48075512436308554*pi,2.4509503289895793*pi) q[7];\nu3(3.5541128096297765*pi,1.6793296734223242*pi,1.3624624782025998*pi) q[8];\nu3(3.8965810835715833*pi,1.8226740477274084*pi,1.4209979907561436*pi) q[9];\nu3(3.389457454202957*pi,-0.17656318759704182*pi,0.6520937660371783*pi) q[10];\nu3(3.3691467751206026*pi,2.6116868163837546*pi,2.117220564750225*pi) q[11];\nu3(3.183008601477582*pi,0.3430891980805071*pi,2.077276757495098*pi) q[12];\nu3(3.3211609417886203*pi,3.1878263168689864*pi,1.9416578239500746*pi) q[13];\nu3(3.662936135446546*pi,1.696697196773206*pi,3.9859384291081157*pi) q[14];\nu3(3.307229483881431*pi,2.705217485156864*pi,1.5468736897901079*pi) q[15];\nu3(3.436220827585779*pi,2.4229531240746174*pi,1.0633880397186004*pi) q[16];\nRxxyyzz(0.3580586481302195*pi,0.17751665231621594*pi,0.10504927687344168*pi) q[0],q[10];\nRxxyyzz(0.3780488873870741*pi,0.27767330750958674*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.28394544232618996*pi,0.23370409726128116*pi,0.10150539884584209*pi) q[3],q[5];\nRxxyyzz(0.42258608353388993*pi,0.24701986492074637*pi,0.1307245495798292*pi) q[4],q[8];\nRxxyyzz(0.3811524821742997*pi,0.307350195610522*pi,3.9267355744020698*pi) q[6],q[13];\nRxxyyzz(0.40643618241832014*pi,0.26673953122519745*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.3484799724137201*pi,0.21544756488123984*pi,0.0*pi) q[11],q[14];\nu3(3.3108216946127613*pi,0.3635442699986493*pi,1.8805819374131199*pi) q[0];\nu3(3.443045459405991*pi,3.2073347576276086*pi,1.4309192432195792*pi) q[1];\nu3(3.1678832241121686*pi,0.06818615181671306*pi,3.7191233790997456*pi) q[3];\nu3(3.819843749871172*pi,2.191010920934823*pi,4.345286528312715*pi) q[4];\nu3(3.4315877433722135*pi,2.7425551866492524*pi,4.322906549349111*pi) q[5];\nu3(3.7222905380159568*pi,-0.14476729607957683*pi,1.084136579357212*pi) q[6];\nu3(3.3632513547065876*pi,0.5655799485637774*pi,3.8707607612911197*pi) q[8];\nu3(3.4540513701278637*pi,3.4151755701756548*pi,1.2006904827849931*pi) q[9];\nu3(3.380318327413045*pi,1.8701821313712363*pi,0.7752681152408465*pi) q[10];\nu3(3.6354394396973557*pi,1.0813221328539142*pi,1.7061166913547483*pi) q[11];\nu3(3.3946352915551263*pi,2.6244705719600763*pi,1.3013676286075921*pi) q[13];\nu3(3.4849430823235044*pi,-0.1265958164675819*pi,1.7091805927496697*pi) q[14];\nu3(3.372119368214063*pi,2.007790019707253*pi,1.982070105090942*pi) q[15];\nu3(3.4312095953560466*pi,2.9239226868589343*pi,4.461510167570999*pi) q[16];\nRxxyyzz(0.3021457758451397*pi,0.23789477270132586*pi,3.92510484086691*pi) q[4],q[0];\nRxxyyzz(0.44731799740756023*pi,0.24416417175194205*pi,3.88640729465587*pi) q[7],q[1];\nRxxyyzz(0.46292570593331384*pi,0.3476968842712631*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.35018982303210955*pi,0.1801256498594953*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.2576818791886102*pi,0.13447246642798916*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4372638845077698*pi,0.3059805246735299*pi,3.8876889831954604*pi) q[6],q[15];\nRxxyyzz(0.4244398192854002*pi,0.2534407761781746*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4456080753779701*pi,0.20643012559112928*pi,0.0*pi) q[14],q[16];\nu3(3.615471550148372*pi,0.21858925609752944*pi,2.325846001873456*pi) q[0];\nu3(3.5032259510742776*pi,1.1603018127419154*pi,2.2960458349391075*pi) q[1];\nu3(3.751743269957092*pi,0.2700082186835757*pi,4.365794635803196*pi) q[2];\nu3(3.678838594112542*pi,0.12500441364703319*pi,2.3524638907402635*pi) q[3];\nu3(3.2691036988113646*pi,3.3153526829204867*pi,4.3386814769734015*pi) q[4];\nu3(3.808941337174283*pi,-0.3104182430787953*pi,3.9255367768028284*pi) q[5];\nu3(3.792004891005261*pi,1.079435380057634*pi,0.76515548305784*pi) q[6];\nu3(3.19037749071779*pi,-0.19703870544794738*pi,1.4061356011494937*pi) q[7];\nu3(3.5552501631646605*pi,2.2863192434801913*pi,0.9678772724287317*pi) q[8];\nu3(3.6389304205814126*pi,2.7706585120649825*pi,0.920224417146955*pi) q[9];\nu3(3.6681754859757403*pi,1.1897143666534526*pi,1.7130308021876082*pi) q[10];\nu3(3.4253725721205144*pi,3.322018907806057*pi,2.3444460188823593*pi) q[12];\nu3(3.8017196680467396*pi,-0.17366326497996498*pi,1.8751778922524833*pi) q[13];\nu3(3.5294840159682614*pi,-0.25135111538253396*pi,2.1813742590683796*pi) q[14];\nu3(3.458372200506465*pi,0.5588816903303342*pi,1.3882112158740547*pi) q[15];\nu3(3.5310651490540854*pi,2.5837811331249387*pi,2.436261309676727*pi) q[16];\nRxxyyzz(0.43993211246437003*pi,0.24826817707828774*pi,3.8719158909583093*pi) q[0],q[7];\nRxxyyzz(0.4446328282032499*pi,0.18440157709163002*pi,0.12192798332592139*pi) q[3],q[1];\nRxxyyzz(0.4436222776236901*pi,0.19448737474120403*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.37591017503478996*pi,0.13278806661868714*pi,0.06227941142846582*pi) q[6],q[14];\nRxxyyzz(0.4450337360455373*pi,0.25595311317927916*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.32297967863505983*pi,0.10373256539140707*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.3634766619036701*pi,0.19210032364100524*pi,3.92676292467827*pi) q[13],q[16];\nu3(3.0523296877211097*pi,-0.42926899830261156*pi,2.2424324107552156*pi) q[0];\nu3(3.5170218152658714*pi,3.320927781439232*pi,1.4723184738442465*pi) q[1];\nu3(3.4546876552529704*pi,-0.4527427133183528*pi,0.804002607654808*pi) q[3];\nu3(3.6518612752740878*pi,3.3791377699656238*pi,0.5317461868179238*pi) q[5];\nu3(3.587758549029423*pi,3.132384503017671*pi,3.3925312315433356*pi) q[6];\nu3(3.452940780370937*pi,3.0737405764155037*pi,1.8047952988885987*pi) q[7];\nu3(3.485266776229374*pi,2.134051825218174*pi,1.1885194393919956*pi) q[9];\nu3(3.7163198408124147*pi,2.537072652950401*pi,2.4415259695536187*pi) q[10];\nu3(3.4808098929366746*pi,3.397191094507522*pi,0.6362217302847779*pi) q[11];\nu3(3.631785841245408*pi,-0.22983869801764106*pi,4.486124113046182*pi) q[12];\nu3(3.1921937788583343*pi,1.1137070140936531*pi,2.401878590546329*pi) q[13];\nu3(3.6060196284183967*pi,2.3821055665394173*pi,4.213879788285249*pi) q[14];\nu3(3.5264721413017694*pi,3.2329628222040885*pi,0.766922990063839*pi) q[15];\nu3(3.1881242378187453*pi,-0.19412292578668078*pi,2.293550979242061*pi) q[16];\nRxxyyzz(0.3730542518935209*pi,0.137515459822804*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4386505959093797*pi,0.26532773947132954*pi,0.10335497007191377*pi) q[2],q[10];\nRxxyyzz(0.24863106763429021*pi,0.11930466631109005*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.3874761496509996*pi,0.21138115821731113*pi,0.05455591569064555*pi) q[4],q[11];\nRxxyyzz(0.38136048517724885*pi,0.24657122002799636*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4188383393171001*pi,0.3337288922867931*pi,0.18140031049983002*pi) q[6],q[13];\nRxxyyzz(0.412994279728921*pi,0.16855902890604502*pi,0.0*pi) q[12],q[14];\nu3(3.548342527738855*pi,-0.1150587268033596*pi,0.9513304101268387*pi) q[0];\nu3(3.1694033350397746*pi,0.01877195051387459*pi,3.166142576343976*pi) q[2];\nu3(3.667484483123543*pi,2.2498959842455273*pi,2.1836403206210475*pi) q[3];\nu3(3.116179022886743*pi,1.8031915372983383*pi,4.39229334373286*pi) q[4];\nu3(3.5648970774822497*pi,0.5532254741855016*pi,2.234393520179511*pi) q[5];\nu3(3.470428822792506*pi,3.164586703204771*pi,0.5389984445664895*pi) q[6];\nu3(3.7262954782966475*pi,-0.4772018284832864*pi,1.0968917519600727*pi) q[7];\nu3(3.791171082458763*pi,2.9777989877201874*pi,1.3196658718967869*pi) q[8];\nu3(3.4438267863563787*pi,1.2699580231790337*pi,1.111855979849603*pi) q[10];\nu3(3.5644273226555105*pi,-0.26853352617830517*pi,4.396897960858977*pi) q[11];\nu3(3.526831976837197*pi,2.0330535435373878*pi,1.7100219695461552*pi) q[12];\nu3(3.448058380163767*pi,0.4614860624813526*pi,3.478307508691047*pi) q[13];\nu3(3.620044107415628*pi,3.3923444406737238*pi,1.4059028574794226*pi) q[14];\nu3(3.704388807298493*pi,3.0975606378639067*pi,0.9691303522640258*pi) q[16];\nRxxyyzz(0.45698853306018006*pi,0.3439733904812591*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3791534669039499*pi,0.24265524189318646*pi,0.14150028708954437*pi) q[13],q[1];\nRxxyyzz(0.42260353279738133*pi,0.2952369708470535*pi,0.18502740020962216*pi) q[3],q[2];\nRxxyyzz(0.2972649722507604*pi,0.23347143242991697*pi,0.0967491898210655*pi) q[4],q[10];\nRxxyyzz(0.32767292952646004*pi,0.23191648707867873*pi,3.9472809498580794*pi) q[5],q[14];\nRxxyyzz(0.4683090933238788*pi,0.3032635429520534*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4002788572098098*pi,0.3348677064558994*pi,3.95760111943256*pi) q[9],q[11];\nRxxyyzz(0.40198619137367164*pi,0.19434085732445894*pi,0.0*pi) q[15],q[16];\nu3(3.668905395408952*pi,0.11706624511759511*pi,0.8932383438800223*pi) q[0];\nu3(3.2849990856306874*pi,2.221985107401955*pi,0.535480740160263*pi) q[1];\nu3(3.914578479315838*pi,-0.24373734467512465*pi,1.4421918469704735*pi) q[2];\nu3(3.575916006431282*pi,-0.3588618107971446*pi,1.008919409887533*pi) q[3];\nu3(3.8751084526633517*pi,2.425649844742284*pi,1.4822966317935198*pi) q[4];\nu3(3.523524206547074*pi,-0.46230084210152067*pi,0.8120676621764789*pi) q[5];\nu3(3.4103498227550064*pi,1.3230560748020364*pi,1.6597363871108217*pi) q[6];\nu3(3.634108500593644*pi,2.3689993419524775*pi,2.177221616452921*pi) q[7];\nu3(3.7738033649916822*pi,3.491947902969822*pi,2.0064866445658325*pi) q[9];\nu3(3.364076295008538*pi,0.5215888285719821*pi,3.6835727886541054*pi) q[10];\nu3(3.576209468431451*pi,2.087851518075746*pi,2.3430979173416078*pi) q[11];\nu3(3.5277982391814247*pi,3.234692426502874*pi,1.722764421132654*pi) q[12];\nu3(3.5384931030682987*pi,-0.31347411572090783*pi,3.488250810027216*pi) q[13];\nu3(3.273751654436071*pi,2.840125094432313*pi,0.5984440354459813*pi) q[14];\nu3(3.587129953098864*pi,-0.06354421390385445*pi,0.9256224986694468*pi) q[15];\nu3(3.4514986549771964*pi,3.141720728792243*pi,4.370002927750486*pi) q[16];\nRxxyyzz(0.440757027365969*pi,0.2676078737065951*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.45819139291630995*pi,0.2383392910514198*pi,0.10341697447483877*pi) q[8],q[1];\nRxxyyzz(0.4857455709504339*pi,0.2807783043088846*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4280117002691328*pi,0.3008109597357773*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.3375102500172097*pi,0.18843191347239152*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.3939481282534896*pi,0.3307450455830522*pi,0.17174985692905073*pi) q[14],q[13];\nu3(3.1230940064301116*pi,-0.4734508640783943*pi,3.776010098818695*pi) q[0];\nu3(3.386725609126244*pi,1.6608154897906227*pi,0.5578117137515279*pi) q[1];\nu3(3.719687900683641*pi,2.4029238371973545*pi,1.6121994781395526*pi) q[3];\nu3(3.6792561184228436*pi,2.314658929264992*pi,2.013153532326926*pi) q[5];\nu3(3.4015685450481428*pi,0.36995878062222554*pi,2.310824443667941*pi) q[7];\nu3(3.125889228699722*pi,2.4341940820143426*pi,3.8126223612132626*pi) q[8];\nu3(3.3967202600950412*pi,0.14031293907813036*pi,0.6406663718023111*pi) q[9];\nu3(3.642718470049206*pi,2.805648532838083*pi,2.1114489551691014*pi) q[11];\nu3(3.2967544689949424*pi,0.7231025744402788*pi,1.0215564572396485*pi) q[12];\nu3(3.325822175563908*pi,-0.009599413433518889*pi,3.3803385288362877*pi) q[13];\nu3(3.251223993394255*pi,0.5018286586799245*pi,3.7926802047588906*pi) q[14];\nu3(3.7406856234793198*pi,-0.3881309713156804*pi,0.9158563990246407*pi) q[15];\nRxxyyzz(0.38028732610652927*pi,0.2949634802470412*pi,3.96031637168452*pi) q[0],q[15];\nRxxyyzz(0.4325080746046003*pi,0.26074828681178586*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.46757255275825005*pi,0.13368802863700502*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.3968856524800902*pi,0.1303820056455144*pi,3.9529173438880996*pi) q[5],q[16];\nRxxyyzz(0.46125959496341995*pi,0.3751321254657773*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.27834928748352983*pi,0.24809055944474778*pi,0.13041578944683696*pi) q[8],q[10];\nRxxyyzz(0.34956687906223005*pi,0.18177050139556084*pi,0.0*pi) q[12],q[13];\nu3(3.514825252516318*pi,0.40761446463596873*pi,0.8204595078387187*pi) q[0];\nu3(3.37851024644919*pi,3.0911128107861368*pi,4.436685217723304*pi) q[2];\nu3(3.1377390379621204*pi,0.8326714044251309*pi,1.838631178518395*pi) q[4];\nu3(3.7963456397327784*pi,-0.1745922946634994*pi,2.34345977131183*pi) q[5];\nu3(3.371649977575953*pi,0.7021148186905477*pi,1.2471863143940958*pi) q[6];\nu3(3.6120713621213993*pi,0.695608755630293*pi,4.383400488761944*pi) q[8];\nu3(3.7499225551966715*pi,3.372727389270969*pi,1.166269074313095*pi) q[9];\nu3(3.4159335033700398*pi,3.009919496421702*pi,3.841071721336876*pi) q[10];\nu3(3.3991022085728284*pi,2.9826316027794455*pi,3.7093580622983433*pi) q[11];\nu3(3.397291456842105*pi,2.766269647198929*pi,1.3499653762079449*pi) q[12];\nu3(3.030102279775875*pi,0.7882541722234329*pi,1.533628918656736*pi) q[13];\nu3(3.8367307057893316*pi,-0.257348219768083*pi,1.3203149089614046*pi) q[14];\nu3(3.3920234638382194*pi,3.1345680679340218*pi,1.7361580756465105*pi) q[15];\nu3(3.2209952798749617*pi,0.09671857905219672*pi,1.8776949196420376*pi) q[16];\nRxxyyzz(0.23770349829570936*pi,0.1252538628479618*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3982169192384698*pi,0.14970344926217694*pi,0.06280053858410638*pi) q[16],q[1];\nRxxyyzz(0.4166266090588796*pi,0.1069450651236542*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4597709644440497*pi,0.2152460351620482*pi,3.83472637886811*pi) q[12],q[3];\nRxxyyzz(0.4467220067659299*pi,0.3392281906333657*pi,3.8406290583577505*pi) q[4],q[15];\nRxxyyzz(0.42927486000720017*pi,0.11956106256735488*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4391205876540001*pi,0.33505897958224784*pi,0.28747866379565323*pi) q[8],q[9];\nRxxyyzz(0.4225970068395498*pi,0.19409641354670712*pi,0.0890047577109079*pi) q[11],q[14];\nu3(3.230914784639431*pi,2.009671183385171*pi,1.8222679271348903*pi) q[0];\nu3(3.3490072895180383*pi,-0.30653245359500225*pi,1.920373179105876*pi) q[1];\nu3(3.386450670571783*pi,1.0097925216990995*pi,1.3814641909350658*pi) q[2];\nu3(3.252554406193229*pi,2.4274752145703626*pi,2.0829619071372742*pi) q[3];\nu3(3.64362455986158*pi,2.88153673668912*pi,0.8657801185907177*pi) q[4];\nu3(3.6805809226719224*pi,0.7263763356911956*pi,0.8434869862902767*pi) q[5];\nu3(3.465814540212712*pi,3.1688618321431408*pi,4.107681335744281*pi) q[6];\nu3(3.4156913043275345*pi,1.2577539036155612*pi,1.8766380714153645*pi) q[8];\nu3(3.6558180765000183*pi,0.3412713504444518*pi,1.3225764603562262*pi) q[9];\nu3(3.1282573406125884*pi,3.331091277311899*pi,1.810001317401198*pi) q[10];\nu3(3.968212221930813*pi,1.0566743549870443*pi,4.495759931755528*pi) q[11];\nu3(3.5931010992658043*pi,-0.2590191467043268*pi,2.36399911980416*pi) q[12];\nu3(3.5513537041096765*pi,3.0673684051712886*pi,0.9992838681952683*pi) q[13];\nu3(3.560849987454785*pi,-0.18537279656635608*pi,2.9959880586526406*pi) q[14];\nu3(3.5578224009003643*pi,2.384450221698114*pi,1.840343181643068*pi) q[15];\nu3(3.232285695369606*pi,3.445073178250175*pi,1.3695085384940446*pi) q[16];\nRxxyyzz(0.44337640447871973*pi,0.36018790490991603*pi,0.04110846592247319*pi) q[0],q[10];\nRxxyyzz(0.40897241588378985*pi,0.18399966615139984*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.3259382696310991*pi,0.11145291838387372*pi,3.9040954596636492*pi) q[2],q[15];\nRxxyyzz(0.4598219951831002*pi,0.15500147357217298*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3940606928409195*pi,0.239635625591092*pi,3.8550676859210093*pi) q[6],q[16];\nRxxyyzz(0.31775090215932245*pi,0.1745491005640567*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.3724724987437998*pi,0.1995254645711228*pi,0.07524677023730422*pi) q[14],q[9];\nRxxyyzz(0.4159166974481009*pi,0.275765356349543*pi,0.0*pi) q[12],q[11];\nu3(3.713392610435191*pi,0.9702188629877921*pi,3.534045975310097*pi) q[0];\nu3(3.2612687907625837*pi,-0.21877902480994682*pi,4.440607026700191*pi) q[1];\nu3(3.6070284383249445*pi,3.2969779968194786*pi,2.0836969218671455*pi) q[2];\nu3(3.295240701964029*pi,2.175740247841455*pi,1.973864823351978*pi) q[3];\nu3(3.392520875387334*pi,0.5097087719192528*pi,1.3596668346045195*pi) q[5];\nu3(3.7422480685016644*pi,1.2325220608965655*pi,0.6606062104290018*pi) q[6];\nu3(3.8324416920576176*pi,2.7994498216345827*pi,2.077074832584084*pi) q[7];\nu3(3.521290011337921*pi,0.3048261781695053*pi,2.215240818170966*pi) q[8];\nu3(3.130271258110782*pi,1.265140004736491*pi,4.358857311201559*pi) q[9];\nu3(3.4063851373542295*pi,-0.2357141502171748*pi,4.329840804270412*pi) q[10];\nu3(3.5936946071642755*pi,2.1333551522597176*pi,0.9822291023411596*pi) q[11];\nu3(3.241382901948985*pi,0.5842758759585405*pi,2.157104042583165*pi) q[12];\nu3(3.5463327181494133*pi,-0.0062781340152062715*pi,4.353222213087881*pi) q[13];\nu3(3.868967449543321*pi,2.2410930588262854*pi,0.9473338980964765*pi) q[14];\nu3(3.3650736203726543*pi,3.2060939984114265*pi,1.385119127796755*pi) q[15];\nu3(3.1648545701020065*pi,2.605251261655603*pi,1.485259854054804*pi) q[16];\nRxxyyzz(0.3604071811635896*pi,0.11817570367079999*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.33213815424459003*pi,0.28514945061044994*pi,3.93770291388112*pi) q[13],q[1];\nRxxyyzz(0.4799507756712097*pi,0.14617867518398064*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4452570022926696*pi,0.3221582159314154*pi,0.06044436513282371*pi) q[6],q[3];\nRxxyyzz(0.3287850251922598*pi,0.21407266421336502*pi,3.90168406145379*pi) q[4],q[10];\nRxxyyzz(0.43148973186054024*pi,0.3214102274313739*pi,0.2053282101217029*pi) q[16],q[9];\nRxxyyzz(0.2959294282790593*pi,0.2690552788770315*pi,0.0*pi) q[11],q[15];\nu3(3.734223973219904*pi,2.5554309579861374*pi,4.490068148672431*pi) q[0];\nu3(3.642442216457316*pi,3.1354940450389313*pi,1.3171112284295814*pi) q[1];\nu3(3.6956621701469836*pi,0.11489221490783708*pi,2.244256275476396*pi) q[2];\nu3(3.6290400595857144*pi,0.14656416623562196*pi,0.7754669117430203*pi) q[3];\nu3(3.887118764723256*pi,-0.05695901664763575*pi,3.6871319345897215*pi) q[4];\nu3(3.419466104834857*pi,1.4146218681863112*pi,0.7633000640224153*pi) q[5];\nu3(3.8102696748670497*pi,0.7644972171880662*pi,4.055563919936835*pi) q[6];\nu3(3.2446846053294642*pi,-0.43182890953430736*pi,3.584427130942819*pi) q[9];\nu3(3.6263376348765384*pi,-0.058832419223475096*pi,1.969160015120707*pi) q[10];\nu3(3.386226653441999*pi,2.5280709657378555*pi,1.8788685912694467*pi) q[11];\nu3(3.6252999408081417*pi,2.2536046492613933*pi,1.1136392933199946*pi) q[12];\nu3(3.5876565810137797*pi,2.877848733866144*pi,1.5678544612979062*pi) q[13];\nu3(3.5938260638526693*pi,0.23872044785705349*pi,1.1891100521776596*pi) q[15];\nu3(3.2256434834755034*pi,-0.03578279517795191*pi,3.604620478988803*pi) q[16];\nRxxyyzz(0.3818795804291895*pi,0.3453790115802842*pi,3.9126224179994207*pi) q[0],q[1];\nRxxyyzz(0.4571717912737201*pi,0.18800372624725947*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.34766393800729023*pi,0.2853210309585976*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.36089420421427*pi,0.3257975490556042*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.23890326835300005*pi,0.2079130536610645*pi,3.9580709033634607*pi) q[12],q[5];\nRxxyyzz(0.42168604354862416*pi,0.12162691506748413*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4056750561855692*pi,0.2302968221083117*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4260476060694095*pi,0.2464475781986541*pi,0.10096691250499103*pi) q[9],q[15];\nu3(3.744754336952801*pi,2.338124060810319*pi,0.5652962145377605*pi) q[0];\nu3(3.3381224366096856*pi,3.4601888887403542*pi,2.4474372665182647*pi) q[1];\nu3(3.368747366124617*pi,2.9269758703494224*pi,1.832525812686244*pi) q[2];\nu3(3.356467511754299*pi,3.248931917871672*pi,2.307805017406155*pi) q[3];\nu3(3.4503428211054645*pi,-0.4947403697017635*pi,4.219334438681216*pi) q[4];\nu3(3.9176309112486805*pi,-0.2881495744902032*pi,1.7487874297637565*pi) q[5];\nu3(3.4009465951210993*pi,2.6701180135267624*pi,1.4124346385940592*pi) q[6];\nu3(3.2535639448919484*pi,3.443884526093624*pi,1.0971972020823282*pi) q[7];\nu3(3.3799300523882705*pi,0.9866751485287204*pi,1.0496837773570977*pi) q[8];\nu3(3.345731991712403*pi,-0.45389360070974727*pi,2.4470873092146497*pi) q[9];\nu3(3.6989902672036816*pi,-0.48377571730982105*pi,1.3821108919916987*pi) q[10];\nu3(3.814486679032557*pi,0.42495787415600283*pi,0.5218328904650402*pi) q[11];\nu3(3.9721477013618336*pi,0.10799866001062908*pi,1.2188100751760176*pi) q[12];\nu3(3.3738480145780354*pi,3.1781806193705724*pi,1.1680132232761338*pi) q[14];\nu3(3.501353409350695*pi,0.10339462422121881*pi,3.4708635321543126*pi) q[15];\nu3(3.66764609561466*pi,0.5146663994362517*pi,1.506626651617768*pi) q[16];\nRxxyyzz(0.43124395002422633*pi,0.2266432289899073*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4186021020730597*pi,0.3996229688931283*pi,3.897272216088441*pi) q[3],q[1];\nRxxyyzz(0.4471129185572501*pi,0.353564797561968*pi,0.08005176853151365*pi) q[7],q[2];\nRxxyyzz(0.47473060743946016*pi,0.4544105383305804*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.38190118432563*pi,0.25283808256145135*pi,3.814649098704189*pi) q[5],q[10];\nRxxyyzz(0.36733925439380666*pi,0.26450370282697566*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4673938673854249*pi,0.32122003808683797*pi,0.0*pi) q[13],q[16];\nRxxyyzz(0.3804317370768596*pi,0.30767363817923604*pi,3.9497000653508003*pi) q[14],q[15];\nu3(3.475697546027512*pi,0.26481280552949193*pi,1.2357947054817058*pi) q[0];\nu3(3.526194261006757*pi,-0.22550160824232401*pi,0.7682767645995003*pi) q[1];\nu3(3.19858683897182*pi,3.411380021617656*pi,2.612573135211262*pi) q[2];\nu3(3.4272101829120634*pi,3.245542097103674*pi,1.9102652232339512*pi) q[3];\nu3(3.0391370920785437*pi,0.6112300226690333*pi,0.9444646153507756*pi) q[4];\nu3(3.8744416686770826*pi,2.9737969701341322*pi,2.4431735819305436*pi) q[5];\nu3(3.5975340841401837*pi,2.6246391565387315*pi,4.384424092947759*pi) q[7];\nu3(3.6056276037299986*pi,3.4383967920871443*pi,1.285113790231315*pi) q[8];\nu3(3.64394993299648*pi,0.4311513980511015*pi,0.778103758799767*pi) q[9];\nu3(3.4412675133770962*pi,2.459129924516395*pi,2.269190049423326*pi) q[10];\nu3(3.3388365460211378*pi,1.2910432465565274*pi,0.615589544504683*pi) q[11];\nu3(3.8605687889907125*pi,3.371017171554385*pi,0.957732274888234*pi) q[12];\nu3(3.644244633572801*pi,3.3557503941490987*pi,3.7453155781403926*pi) q[13];\nu3(3.266836329162747*pi,3.2298134441350386*pi,1.584436812866456*pi) q[14];\nu3(3.4702817768419023*pi,-0.37696922558098145*pi,0.9283877261993778*pi) q[15];\nu3(3.388648384691234*pi,0.5139583585740322*pi,1.3899782125428206*pi) q[16];\nRxxyyzz(0.43122444616211986*pi,0.339270480918449*pi,0.27151079291975044*pi) q[16],q[0];\nRxxyyzz(0.31665738947513367*pi,0.19835870930606703*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4473966422363499*pi,0.2759465748618861*pi,3.9391591941740796*pi) q[6],q[2];\nRxxyyzz(0.40859222331841943*pi,0.3436160655939233*pi,0.20826212549868925*pi) q[4],q[5];\nRxxyyzz(0.4414640928875896*pi,0.20049929315921144*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4002744977001896*pi,0.33873219542371646*pi,3.94535091872804*pi) q[14],q[10];\nRxxyyzz(0.39817809135698995*pi,0.2506239670781752*pi,0.1381845241161145*pi) q[13],q[15];\nu3(3.396313000877755*pi,2.468452867754996*pi,1.0976769588832784*pi) q[0];\nu3(3.6206882385917463*pi,-0.3980142294301152*pi,1.4370294662074916*pi) q[1];\nu3(3.238325081706582*pi,0.9421088528846817*pi,2.4728984774004292*pi) q[2];\nu3(3.4398566126943315*pi,0.9487225874956415*pi,0.6076516296025584*pi) q[4];\nu3(3.593799548706225*pi,3.1873582916851513*pi,3.248524155436349*pi) q[5];\nu3(3.4642826727062763*pi,0.028397056526747066*pi,0.9862215593246928*pi) q[6];\nu3(3.309923401708508*pi,-0.37762598193477914*pi,2.739711083165578*pi) q[7];\nu3(3.646817790986888*pi,2.510631117873953*pi,0.5567265535853388*pi) q[8];\nu3(3.8480777412914007*pi,3.467345121329759*pi,2.110650508729641*pi) q[10];\nu3(3.407918562284589*pi,3.1864332523454313*pi,1.5670455095398332*pi) q[11];\nu3(3.6201779147223316*pi,2.7344121211016903*pi,4.159405714352799*pi) q[13];\nu3(3.647998541582337*pi,3.1040819557098893*pi,0.8044869111243025*pi) q[14];\nu3(3.6554160258927144*pi,0.5808807138323533*pi,2.060752639234886*pi) q[15];\nu3(3.363570488663678*pi,3.4459837740870127*pi,0.8334627741501521*pi) q[16];\nRxxyyzz(0.40452425771977985*pi,0.21881052389632016*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.27423214684597996*pi,0.1244471486755564*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.4753479717376403*pi,0.2984164302698583*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.2958184301268698*pi,0.18538446566139388*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.465195812269938*pi,0.3898150275256688*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.41749163274261936*pi,0.27252106935197884*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4416121581595097*pi,0.19978655671136913*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.24404249053714944*pi,0.10162345686013785*pi,0.0*pi) q[14],q[15];\nu3(3.8341582174846454*pi,3.4655233750205374*pi,0.8149037180964984*pi) q[0];\nu3(3.8018761865324717*pi,-0.3588776004396067*pi,1.1405370639239423*pi) q[1];\nu3(3.435079614584134*pi,0.5567281825638393*pi,1.072749483055001*pi) q[2];\nu3(3.640546831197286*pi,0.23253879803035793*pi,1.0768695633062477*pi) q[3];\nu3(3.4375935929779957*pi,0.14891445487419364*pi,0.8744323231123676*pi) q[4];\nu3(3.5099388433709553*pi,2.017416927787705*pi,1.6809048948121361*pi) q[5];\nu3(3.354218438649297*pi,1.7522821228049965*pi,1.481376325876279*pi) q[7];\nu3(3.8008185863114914*pi,0.06707033609092594*pi,2.00538762177489*pi) q[8];\nu3(3.8650870573988727*pi,-0.25917060312426166*pi,2.0998739937636564*pi) q[9];\nu3(3.1682448303717825*pi,0.6113625998462411*pi,3.828551722498162*pi) q[10];\nu3(3.501493421198104*pi,-0.43384363561295125*pi,1.8185820084307451*pi) q[11];\nu3(3.596540947673618*pi,0.5608481611452665*pi,1.4094484906221472*pi) q[12];\nu3(3.4455929459721366*pi,-0.48750311116071554*pi,1.211749074293091*pi) q[13];\nu3(3.231041249532189*pi,3.1382421327841183*pi,2.1900386745217606*pi) q[14];\nu3(3.634296965859629*pi,0.7003118002020849*pi,1.2201298657395554*pi) q[15];\nu3(3.8879395738352382*pi,2.000773585759087*pi,2.1707367212217394*pi) q[16];\nRxxyyzz(0.36704840637819247*pi,0.12083090759829784*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4481958340555102*pi,0.10268960405699978*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.3613043959261297*pi,0.3030580123595832*pi,0.08772616204217232*pi) q[2],q[14];\nRxxyyzz(0.38923004646252934*pi,0.22964459638209256*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.39555395489364187*pi,0.2182010443201201*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.44944915294745014*pi,0.09384803450475432*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.44861637450322*pi,0.309400234099031*pi,0.13647204046331177*pi) q[16],q[8];\nRxxyyzz(0.2950402911992095*pi,0.16233246555784397*pi,0.0*pi) q[10],q[9];\nu3(3.2117569492286684*pi,-0.17717578458990246*pi,1.377737016379163*pi) q[0];\nu3(3.2197750091202333*pi,2.7154821273260397*pi,0.5904297627090782*pi) q[1];\nu3(3.643811540490895*pi,2.5524787902751265*pi,3.9651891463459172*pi) q[2];\nu3(3.776610953482592*pi,-0.3877927175268364*pi,1.9357881350151378*pi) q[3];\nu3(3.691494550238557*pi,0.6341836980957523*pi,2.282939961179475*pi) q[4];\nu3(3.3668640899707007*pi,1.0485997716656497*pi,1.3870650367687543*pi) q[5];\nu3(3.3645521851766564*pi,2.953312770060481*pi,4.117608672371643*pi) q[6];\nu3(3.720348548228749*pi,1.9651145636804142*pi,0.539743305491736*pi) q[7];\nu3(3.6521482212454988*pi,2.9210562197956995*pi,1.4900842184059075*pi) q[8];\nu3(3.155998419725688*pi,-0.44498963622529725*pi,0.7059805599954074*pi) q[9];\nu3(3.299517307965466*pi,-0.12022459970019211*pi,4.352641611330745*pi) q[10];\nu3(3.2834850151801165*pi,2.6434446356196677*pi,1.2789720484282208*pi) q[11];\nu3(3.5657575931750802*pi,-0.08872926660505676*pi,2.3498718593998613*pi) q[13];\nu3(3.4843827574441186*pi,3.181933710448983*pi,1.8027506879449278*pi) q[14];\nu3(3.5980590324429715*pi,2.207013833259099*pi,2.081606433605054*pi) q[15];\nu3(3.4960331621169396*pi,-0.17632460062625072*pi,4.222281548332083*pi) q[16];\nmeasure q[0] -> c[6];\nmeasure q[13] -> c[9];\nmeasure q[1] -> c[12];\nRxxyyzz(0.3418430430111297*pi,0.1551583551416349*pi,0.05496815074188488*pi) q[2],q[12];\nRxxyyzz(0.4257469567311499*pi,0.30454947401800436*pi,0.0767252094086541*pi) q[11],q[3];\nRxxyyzz(0.4486643579964903*pi,0.21867023462839308*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4267403468584799*pi,0.2774708740914961*pi,0.17165161569407256*pi) q[5],q[8];\nRxxyyzz(0.46662709303161953*pi,0.11625019283358551*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.33540306715164986*pi,0.23597920211894774*pi,0.11134000073019656*pi) q[16],q[7];\nRxxyyzz(0.4157672413875201*pi,0.12025294194452496*pi,0.0*pi) q[15],q[14];\nu3(1.4063880658491945*pi,0.79524946435257*pi,4.417840477747959*pi) q[2];\nu3(3.5146457744505377*pi,2.2771991438435615*pi,1.594558677440493*pi) q[3];\nu3(3.842058257142175*pi,3.173826010187735*pi,0.6013928588342603*pi) q[4];\nu3(3.941466692200397*pi,-0.15136444666934734*pi,0.9004964385329847*pi) q[5];\nu3(3.6013936773092805*pi,1.184193154432926*pi,1.5215664334736456*pi) q[6];\nu3(0.7169033947482221*pi,-0.3815920155457071*pi,1.3332315421490504*pi) q[7];\nu3(3.5546601592990594*pi,-0.44291509194912476*pi,1.059046219659451*pi) q[8];\nu3(3.5134769464946207*pi,2.4832806007837975*pi,1.7903250428524906*pi) q[9];\nu3(3.099792061948571*pi,3.455253145621705*pi,0.854469349526096*pi) q[10];\nu3(3.598843459339107*pi,2.797204116713123*pi,1.7208290280972713*pi) q[11];\nu3(2.3287025671987047*pi,3.1323043196964373*pi,0.6079776423473908*pi) q[12];\nu3(3.3388980842269933*pi,0.7581961139672924*pi,1.62269269406587*pi) q[14];\nu3(3.7565491273521*pi,2.560208470654816*pi,0.5470473381390613*pi) q[15];\nu3(3.1992731669939665*pi,2.915610825963049*pi,1.8365811242981906*pi) q[16];\nmeasure q[5] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[16] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[11] -> c[4];\nmeasure q[9] -> c[5];\nmeasure q[8] -> c[7];\nmeasure q[15] -> c[8];\nmeasure q[6] -> c[10];\nmeasure q[4] -> c[11];\nmeasure q[2] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[12] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3742425165018353*pi,3.4489492989452364*pi,2.362540057070874*pi) q[0];\nu3(3.39000832020694*pi,2.422347296122523*pi,1.129636581721674*pi) q[1];\nu3(3.7918487261331704*pi,2.5051400829505353*pi,2.3635347248074297*pi) q[2];\nu3(3.535541431638625*pi,3.226832517102768*pi,4.20562827665006*pi) q[3];\nu3(3.352595534870427*pi,3.025040012750444*pi,4.3033802132330745*pi) q[4];\nu3(3.7411376661357987*pi,-0.4849133945623475*pi,2.9158026961167156*pi) q[5];\nu3(3.7931573253265602*pi,2.6674669984292434*pi,3.374729830711618*pi) q[6];\nu3(3.4714774842606806*pi,0.798052137822042*pi,2.754242309594534*pi) q[7];\nu3(3.5653236948440554*pi,3.2355359153001304*pi,1.6597401733921826*pi) q[8];\nu3(3.2870459190389045*pi,3.286094629623106*pi,2.8219503646427704*pi) q[9];\nu3(3.4173077227735904*pi,-0.3342237737743883*pi,1.7725037447374126*pi) q[10];\nu3(3.677845242235303*pi,-0.23074930734082488*pi,2.995129792704862*pi) q[11];\nu3(3.6128357397700777*pi,3.3445351120090354*pi,1.4384684396595222*pi) q[12];\nu3(3.276276749575349*pi,2.3554837856996667*pi,2.2145512680091635*pi) q[13];\nu3(3.230719521595468*pi,-0.44093747192228305*pi,1.8973312882331055*pi) q[14];\nu3(3.4904222980608477*pi,2.793806288729724*pi,2.6155458194032457*pi) q[15];\nu3(3.790529634121071*pi,3.299287055503723*pi,3.5177590785730137*pi) q[16];\nRxxyyzz(0.45029942125109995*pi,0.2617626056874252*pi,3.8030152029402395*pi) q[0],q[13];\nRxxyyzz(0.47959844970967047*pi,0.22032035252230053*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.47289139391187984*pi,0.23609066610531504*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3468445887856797*pi,0.3356688791794289*pi,3.91693613618153*pi) q[3],q[11];\nRxxyyzz(0.4260270034957616*pi,0.3036172588637742*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3883441858822989*pi,0.27739589538373544*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4464627351503152*pi,0.281192863284363*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.4389977782442393*pi,0.15503524764462412*pi,0.07602012274722282*pi) q[12],q[16];\nu3(3.350309449637164*pi,2.210680448231633*pi,1.0034177457168125*pi) q[0];\nu3(3.544521663769792*pi,2.719155053764281*pi,4.345287086049098*pi) q[1];\nu3(3.389373916367682*pi,1.1485981066291209*pi,1.4404926759105443*pi) q[2];\nu3(3.630851281908762*pi,2.6108298451436127*pi,0.5298432319329411*pi) q[3];\nu3(3.6858370955927473*pi,3.0755460856370576*pi,1.8007207947132977*pi) q[4];\nu3(3.788580673295338*pi,0.5164046436497411*pi,1.6305105152515633*pi) q[5];\nu3(3.302894887564165*pi,3.200860500291023*pi,1.1271920022085522*pi) q[6];\nu3(3.6259434686754175*pi,-0.08479224708366456*pi,2.3920732384652807*pi) q[7];\nu3(3.5761646336925015*pi,3.3313064988280656*pi,1.64356996701785*pi) q[8];\nu3(3.2467078229362896*pi,3.1693177570312354*pi,0.6023661664931113*pi) q[10];\nu3(3.659320215866355*pi,-0.4943904004361275*pi,0.8131608170986111*pi) q[11];\nu3(3.9071267046460254*pi,2.563754226529202*pi,3.954696995986522*pi) q[12];\nu3(3.312787636311487*pi,1.216729199881001*pi,0.7234001972644681*pi) q[13];\nu3(3.8860511420628416*pi,3.2970358449940047*pi,2.3036942380152894*pi) q[14];\nu3(3.5908068402051074*pi,0.40368992755214095*pi,1.9249972210840838*pi) q[15];\nu3(3.6160195352174016*pi,2.6230111299806493*pi,1.415628145335644*pi) q[16];\nRxxyyzz(0.3983247081786998*pi,0.2498147102132301*pi,3.8695553232075497*pi) q[0],q[3];\nRxxyyzz(0.3264888895221104*pi,0.2458428235228115*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4372026752001399*pi,0.25382894313416515*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4389898110890094*pi,0.19988030241552757*pi,3.8811191589469907*pi) q[4],q[15];\nRxxyyzz(0.3901614409024968*pi,0.18346665744534707*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.47261809895026985*pi,0.24791086189476774*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.39855021497851967*pi,0.24789320441816176*pi,0.12589547014824343*pi) q[10],q[16];\nRxxyyzz(0.35721634345309017*pi,0.20602113852098214*pi,0.0*pi) q[11],q[12];\nu3(3.8597156896249385*pi,0.3793416431175377*pi,1.3849688915908387*pi) q[0];\nu3(3.481134282082961*pi,2.1523504745132698*pi,4.495904232027792*pi) q[1];\nu3(3.616078703297253*pi,2.872251871935278*pi,4.204091441578114*pi) q[2];\nu3(3.6971631363352957*pi,2.4288621698801864*pi,2.1453855159320616*pi) q[3];\nu3(3.8447515879564516*pi,0.09279429274056294*pi,1.3892900059935176*pi) q[4];\nu3(3.473450711555887*pi,3.1404425678082033*pi,0.583158628480916*pi) q[5];\nu3(3.70550935101655*pi,2.85284732554887*pi,0.7240976258202005*pi) q[6];\nu3(3.8233478266295506*pi,3.207141460491427*pi,1.054848678450473*pi) q[7];\nu3(3.2365046197082017*pi,0.25395925959755483*pi,0.5181477983660012*pi) q[8];\nu3(3.3297831807707308*pi,2.877650540564638*pi,0.511980057846535*pi) q[9];\nu3(3.3308237746547866*pi,2.2219823070530174*pi,1.1555338464233458*pi) q[10];\nu3(3.4100796443540187*pi,0.91703744691329*pi,1.2293073233709424*pi) q[11];\nu3(3.499320577907303*pi,0.1994490218903262*pi,4.493352752484669*pi) q[12];\nu3(3.133921193087121*pi,0.5034453234139027*pi,2.0489358470342784*pi) q[13];\nu3(3.3610492753310215*pi,3.2890680448625327*pi,1.4018811982564274*pi) q[15];\nu3(3.860733879964909*pi,0.6479581851800651*pi,2.336651794420078*pi) q[16];\nRxxyyzz(0.3170310785279934*pi,0.21349023151897506*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.24764385148682067*pi,0.0*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3986943019698198*pi,0.32400200751605024*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.29677373713956007*pi,0.19496647499598296*pi,3.9583956410863004*pi) q[3],q[13];\nRxxyyzz(0.40993205668860977*pi,0.2957456761965213*pi,0.1500317136301932*pi) q[15],q[5];\nRxxyyzz(0.3966836975293999*pi,0.2697826470165874*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4671980523135204*pi,0.2860725959960081*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.28855301700896974*pi,0.22865183478490414*pi,0.0*pi) q[11],q[16];\nu3(3.7929942886198074*pi,0.1576519828600298*pi,4.311807313565019*pi) q[0];\nu3(3.211942270877268*pi,-0.36050336809024575*pi,1.9305415646147968*pi) q[1];\nu3(3.4173335169018384*pi,0.9517789295390076*pi,1.174076775273441*pi) q[2];\nu3(3.4604316148649037*pi,2.4674894155719977*pi,0.5378579770699086*pi) q[3];\nu3(3.3010618410699957*pi,0.27225692695193004*pi,4.044643525448454*pi) q[4];\nu3(3.5744876326234745*pi,2.113830840952743*pi,0.8494361887968507*pi) q[5];\nu3(3.6041517381588664*pi,3.4570972352392*pi,0.6239072291973109*pi) q[6];\nu3(3.1780316052754807*pi,1.714011712124468*pi,1.425614874641601*pi) q[7];\nu3(3.938154157034591*pi,0.4691527452683405*pi,0.6114603533820638*pi) q[8];\nu3(3.7086007241232437*pi,-0.49037722273878503*pi,0.783632084013755*pi) q[9];\nu3(3.2284614144720694*pi,3.4694183858857617*pi,2.1589567258371316*pi) q[10];\nu3(3.883357650043929*pi,3.192524109396281*pi,3.2624767405296793*pi) q[11];\nu3(3.5066972454482643*pi,2.4690631040630966*pi,0.9364768135879391*pi) q[12];\nu3(3.452887359182527*pi,0.06860304744243839*pi,0.8136054289839088*pi) q[13];\nu3(3.355425255376931*pi,0.20812493571815116*pi,3.9026252678208104*pi) q[15];\nu3(3.184094037126331*pi,1.3249725056386321*pi,1.5330236454501494*pi) q[16];\nRxxyyzz(0.43259810126172005*pi,0.1954161394580031*pi,3.8855983010540402*pi) q[6],q[0];\nRxxyyzz(0.48850035388096213*pi,0.3110075725177205*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3721093390542498*pi,0.2593299888323113*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4276405779626804*pi,0.34043989821512355*pi,0.08256772749611602*pi) q[3],q[4];\nRxxyyzz(0.3593645632372806*pi,0.2181782654289739*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.4389534519620738*pi,0.2862201330667571*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.45247312218408986*pi,0.39555313938814596*pi,3.922270058062761*pi) q[12],q[11];\nRxxyyzz(0.36188911204587004*pi,0.23659521789496732*pi,0.07340121995499709*pi) q[13],q[14];\nu3(3.860148858656977*pi,0.2330420402983866*pi,2.142982651862944*pi) q[0];\nu3(3.6527497626474945*pi,3.1444189842318817*pi,4.420977543117756*pi) q[1];\nu3(3.660804101218081*pi,0.6982010985334126*pi,1.2932609959883576*pi) q[2];\nu3(3.751281642149926*pi,-0.2238255547571909*pi,4.116705827046593*pi) q[3];\nu3(3.668242826237999*pi,0.35286558316155703*pi,0.561635035522433*pi) q[4];\nu3(3.558115206168403*pi,0.3856042818514297*pi,0.9519283962515029*pi) q[5];\nu3(3.70885783069427*pi,2.9586691758047894*pi,2.089505058187964*pi) q[6];\nu3(3.3138880951323646*pi,3.4762708697089844*pi,1.9763561299266539*pi) q[7];\nu3(3.841892516702362*pi,3.2691036786222916*pi,2.0752962680794855*pi) q[8];\nu3(3.2553343025163506*pi,2.7400501232898558*pi,0.5792818477038003*pi) q[9];\nu3(3.6043928768590456*pi,2.2799590071930425*pi,1.870125831550219*pi) q[10];\nu3(3.584089740093953*pi,1.7664951894281287*pi,1.4950565245608205*pi) q[11];\nu3(3.599863068851045*pi,2.0149667705314025*pi,1.3133631545737425*pi) q[12];\nu3(3.4280625789843664*pi,-0.46108358357083495*pi,1.1052578966615467*pi) q[13];\nu3(3.4823740525348548*pi,3.479579461122723*pi,2.901059766900524*pi) q[14];\nu3(3.3177471618765884*pi,0.5323571453212042*pi,2.4629438169168396*pi) q[15];\nRxxyyzz(0.4267805202402801*pi,0.38226282535075784*pi,3.8976941167642796*pi) q[1],q[0];\nRxxyyzz(0.36357383157056977*pi,0.15151460160451802*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.3896800450607597*pi,0.16372081986015988*pi,3.8823252882492203*pi) q[3],q[9];\nRxxyyzz(0.38140219001049*pi,0.21653503392829876*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.39076834735179033*pi,0.3334374649857832*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.45343266759029*pi,0.1696680324138553*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3762926986874698*pi,0.33164554540351004*pi,0.052608256483465225*pi) q[10],q[16];\nu3(3.643296251332832*pi,2.629047318122379*pi,2.1821614963354907*pi) q[0];\nu3(3.941645246169042*pi,3.413749110531441*pi,3.933002713985582*pi) q[1];\nu3(3.493033743015244*pi,0.7876572635371404*pi,1.7583582565918263*pi) q[2];\nu3(3.678062151345003*pi,3.1336717713325415*pi,0.7609797559587306*pi) q[3];\nu3(3.424724383859531*pi,-0.4520305199704442*pi,3.888621205115542*pi) q[4];\nu3(3.1439736056436924*pi,-0.4787345447825837*pi,2.169821577083659*pi) q[6];\nu3(3.2341253628421507*pi,0.5923617162351227*pi,1.2319939453097788*pi) q[7];\nu3(3.370658123779089*pi,-0.40485220887964724*pi,1.2069079810268715*pi) q[8];\nu3(3.5890803261046753*pi,-0.4823472305547961*pi,1.9800757958472675*pi) q[9];\nu3(3.8555891418372807*pi,2.8093321948963856*pi,3.8448712085430694*pi) q[10];\nu3(3.749682047924331*pi,-0.49775977296536783*pi,2.0245786254408253*pi) q[13];\nu3(3.4182031771659136*pi,0.4637402644100628*pi,1.3975064640897552*pi) q[14];\nu3(3.5034105907403505*pi,2.765207093809898*pi,2.321555061208434*pi) q[15];\nu3(3.489128974946672*pi,2.703791776045692*pi,4.169893188556001*pi) q[16];\nRxxyyzz(0.45906690770858943*pi,0.23334132339071265*pi,0.1065917833961884*pi) q[0],q[11];\nRxxyyzz(0.38010222330055043*pi,0.2927849689677*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4161063058921099*pi,0.23560206430697758*pi,0.1385471982622233*pi) q[2],q[8];\nRxxyyzz(0.38650242205378943*pi,0.20847850810495094*pi,3.900057017875989*pi) q[12],q[4];\nRxxyyzz(0.39225261867090927*pi,0.11905322611906177*pi,3.9473593328476593*pi) q[5],q[9];\nRxxyyzz(0.2797557276592001*pi,0.20407457206405*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4742395486906603*pi,0.2813083668386369*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.38589689810760003*pi,0.21147359687043285*pi,3.9574925772566605*pi) q[10],q[13];\nu3(3.529183211494202*pi,0.591662689882984*pi,3.9601596608679284*pi) q[0];\nu3(3.5923123344663335*pi,-0.42779770911239756*pi,1.292826342323579*pi) q[1];\nu3(3.2136906956324505*pi,2.983360441412869*pi,0.9512219833178525*pi) q[2];\nu3(3.261927497799475*pi,3.374315185182512*pi,1.6258868368940362*pi) q[3];\nu3(3.3697244089250864*pi,2.625411308808723*pi,1.13767521485957*pi) q[4];\nu3(3.6985114625738658*pi,-0.43488190855159625*pi,1.502819085825052*pi) q[5];\nu3(3.7216843972886413*pi,-0.1848118543310494*pi,1.6826695948459278*pi) q[6];\nu3(3.465033640988354*pi,2.3370269561420294*pi,1.894219849240154*pi) q[7];\nu3(3.816533738568153*pi,1.0536010093917212*pi,4.490193642276781*pi) q[8];\nu3(3.4410043676009456*pi,2.761731108358719*pi,1.4730877365011348*pi) q[9];\nu3(3.7018384979265075*pi,1.9324493184574827*pi,0.8862600320776117*pi) q[10];\nu3(3.8040612844796375*pi,-0.16296559338638544*pi,3.426272345616639*pi) q[11];\nu3(3.417540000899719*pi,0.23458065416361606*pi,1.7227701816236989*pi) q[12];\nu3(3.722039590148905*pi,1.9138889172707998*pi,0.7801043509191246*pi) q[13];\nu3(3.9593121820472295*pi,0.46153911805246817*pi,2.342035343270404*pi) q[15];\nu3(3.3404958446665294*pi,0.605909399659293*pi,0.5836046163693971*pi) q[16];\nRxxyyzz(0.3141665152701686*pi,0.2472256770093032*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.44575175665910965*pi,0.23283288335472105*pi,0.14996901129248194*pi) q[2],q[7];\nRxxyyzz(0.4000340547606499*pi,0.21819577990471467*pi,3.91176163522189*pi) q[4],q[11];\nRxxyyzz(0.2732216299647198*pi,0.16706238522342076*pi,3.8725581203503605*pi) q[5],q[16];\nRxxyyzz(0.38796956579944997*pi,0.12009639358911861*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3798339611262904*pi,0.3573657842440118*pi,3.8644061780057104*pi) q[9],q[8];\nRxxyyzz(0.43807866960337993*pi,0.16349454475072817*pi,0.05767261325899134*pi) q[10],q[14];\nRxxyyzz(0.4403102738250002*pi,0.23232450728089113*pi,0.05245454853720224*pi) q[15],q[12];\nu3(3.787603190470553*pi,0.3028552526759041*pi,0.5762861736994571*pi) q[0];\nu3(3.5774488370234105*pi,0.04475696167139187*pi,0.6211488917825203*pi) q[2];\nu3(3.3321387824843267*pi,2.7072710497653105*pi,1.8262546549311056*pi) q[3];\nu3(3.6976114563550744*pi,2.759043632532086*pi,1.8066707618612436*pi) q[4];\nu3(3.7266791686043548*pi,2.406442215799194*pi,4.352739622799482*pi) q[5];\nu3(3.728344405241363*pi,0.08286000998276422*pi,0.7775618223734733*pi) q[6];\nu3(3.743545928139967*pi,3.4806887056913354*pi,2.27294678321703*pi) q[7];\nu3(3.7808277775205954*pi,2.6636778310850713*pi,0.5665087833987927*pi) q[8];\nu3(3.681375931600893*pi,0.07753753211727088*pi,1.4710868804289101*pi) q[9];\nu3(3.245978001473144*pi,-0.16440348676279481*pi,3.4337709502572493*pi) q[10];\nu3(3.4522052908374588*pi,-0.4054315597769593*pi,2.44104751093875*pi) q[11];\nu3(3.787843974188255*pi,0.19681986587910671*pi,4.257455976028077*pi) q[12];\nu3(3.488872144945518*pi,3.0144067249999846*pi,0.7574515016309955*pi) q[13];\nu3(3.520397025840646*pi,3.1376492680577557*pi,1.6064355306513467*pi) q[14];\nu3(3.2395783634196635*pi,-0.45396281396596305*pi,1.769544868171042*pi) q[15];\nu3(3.5026399573906186*pi,2.1925556700941735*pi,1.302170751604558*pi) q[16];\nRxxyyzz(0.33026372623735945*pi,0.23081636106909686*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.30794909032963946*pi,0.22908879725021603*pi,0.07726064814963607*pi) q[5],q[4];\nRxxyyzz(0.43520530187470025*pi,0.2039485205532489*pi,0.1026967235202983*pi) q[6],q[16];\nRxxyyzz(0.4326063178230998*pi,0.14468225236126586*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.28812994874846976*pi,0.17752678676507427*pi,0.10713104944392349*pi) q[8],q[12];\nRxxyyzz(0.43743601434302*pi,0.2869432100237603*pi,0.14278456080636043*pi) q[9],q[15];\nRxxyyzz(0.22729302979783972*pi,0.13810025350268262*pi,0.0*pi) q[14],q[11];\nu3(3.651595732325795*pi,2.421396273657808*pi,1.1411041737861842*pi) q[2];\nu3(3.760185331982676*pi,2.6058791116382523*pi,1.495312696600209*pi) q[4];\nu3(3.637576779189458*pi,0.8265051995300619*pi,1.3233361437473876*pi) q[5];\nu3(3.577713937333933*pi,-0.04139067717078221*pi,1.0104235181633268*pi) q[6];\nu3(3.342730677344472*pi,0.12856117749167317*pi,4.461609518503568*pi) q[7];\nu3(3.7272096669289905*pi,0.8929099144717658*pi,0.881989959468955*pi) q[8];\nu3(3.2081143691598353*pi,1.9878021367575376*pi,0.706466198464602*pi) q[9];\nu3(3.290028256549484*pi,2.9450608869496335*pi,1.0060022033386722*pi) q[10];\nu3(3.257922351744245*pi,2.6619935463770994*pi,1.0483904388240495*pi) q[11];\nu3(3.700991159985522*pi,0.9648277259106941*pi,4.382617481047813*pi) q[12];\nu3(3.468234556414721*pi,2.062466718807608*pi,1.5520614867897666*pi) q[13];\nu3(3.645849791428793*pi,3.2487352872850863*pi,3.4343922722042874*pi) q[14];\nu3(3.850961080540818*pi,1.8159787463686214*pi,0.6350963489752524*pi) q[15];\nu3(3.772132121616944*pi,3.0415656145422933*pi,3.981482413296941*pi) q[16];\nRxxyyzz(0.427903247612309*pi,0.37590881375536794*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.3478972017659109*pi,0.301591844833315*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.40585637658614027*pi,0.13032749918694408*pi,3.9574124500005396*pi) q[3],q[7];\nRxxyyzz(0.2421211796322295*pi,0.16179704578336196*pi,0.08524433090703987*pi) q[6],q[4];\nRxxyyzz(0.38953472256730004*pi,0.21012488780986438*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.44978668271057*pi,0.26228916048642414*pi,0.0682995352418842*pi) q[15],q[10];\nRxxyyzz(0.3929189998317496*pi,0.12677609920603833*pi,3.93663822970696*pi) q[12],q[11];\nRxxyyzz(0.37078305216102964*pi,0.27791619882553903*pi,3.883750382357441*pi) q[13],q[14];\nu3(3.615673741336499*pi,3.1709634452461466*pi,3.2023952802291786*pi) q[0];\nu3(3.624918295072809*pi,3.477023847019632*pi,1.6126661773641138*pi) q[1];\nu3(3.851267972464709*pi,2.321405939850859*pi,0.7714099196936139*pi) q[3];\nu3(3.4700151070575265*pi,2.225405807163553*pi,3.951577724373883*pi) q[4];\nu3(3.222049073678874*pi,0.18118686223463*pi,4.232588484445131*pi) q[5];\nu3(3.539818098694573*pi,1.2992915054862755*pi,0.9841537197463872*pi) q[6];\nu3(3.164134086262183*pi,-0.15400736011881677*pi,1.9960507572528954*pi) q[7];\nu3(3.682392544936384*pi,2.3223004391340867*pi,1.4967903280307113*pi) q[8];\nu3(3.597446487924756*pi,0.11216818610143564*pi,0.5709324578993354*pi) q[9];\nu3(3.2136613373975145*pi,3.482173657251769*pi,1.7755884588227118*pi) q[10];\nu3(3.808839135752668*pi,3.321290310801412*pi,1.0922983328292073*pi) q[11];\nu3(3.2943819057731205*pi,-0.27992410655347877*pi,1.8177826648205246*pi) q[12];\nu3(3.5639608092062067*pi,1.0578580974591465*pi,0.9336461990867897*pi) q[13];\nu3(3.1121830541187765*pi,0.18667704664619844*pi,2.268009135478204*pi) q[14];\nu3(3.7014734431618774*pi,-0.4158476694566276*pi,0.5234841462611546*pi) q[15];\nu3(3.5320215698201287*pi,2.723718455333665*pi,2.4656576621402526*pi) q[16];\nRxxyyzz(0.3740367726085402*pi,0.16108903010670372*pi,0.12342843737472085*pi) q[0],q[4];\nRxxyyzz(0.3802794408507906*pi,0.2905171401460179*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3181120058374292*pi,0.10709784565609715*pi,3.9527629134193205*pi) q[2],q[9];\nRxxyyzz(0.3642174343321526*pi,0.2877175056505008*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.45528609171575996*pi,0.22734293446881054*pi,0.12625857456743095*pi) q[8],q[6];\nRxxyyzz(0.41035085206280975*pi,0.2682572532089911*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.35063221285204*pi,0.1964542412619501*pi,3.866369075737909*pi) q[13],q[12];\nRxxyyzz(0.4315717621327596*pi,0.2756346598986781*pi,0.0*pi) q[16],q[14];\nu3(3.775259547472955*pi,-0.1491332115937402*pi,1.7050620960101384*pi) q[0];\nu3(3.507663759166839*pi,0.4757136004702298*pi,1.0673731673466447*pi) q[1];\nu3(3.714759722034824*pi,0.42867468721926794*pi,0.959166300421328*pi) q[2];\nu3(3.728202126990474*pi,-0.06651878041930914*pi,0.7701887076495427*pi) q[3];\nu3(3.2344742486701503*pi,0.5258931598000678*pi,3.706729284681543*pi) q[4];\nu3(3.371647560344721*pi,2.288107515525293*pi,1.8750393683740654*pi) q[5];\nu3(3.681015114380862*pi,1.32829293974065*pi,4.36385536230933*pi) q[6];\nu3(3.108225109315154*pi,-0.24366938407332522*pi,1.7953554934464062*pi) q[7];\nu3(3.352069676681253*pi,-0.033949752949985146*pi,0.591732012085253*pi) q[8];\nu3(3.274602387316352*pi,2.288770179733148*pi,1.63180317788117*pi) q[9];\nu3(3.177867276259295*pi,-0.4383591355358708*pi,0.5325414897212902*pi) q[10];\nu3(3.7210980375245626*pi,2.096871055570221*pi,1.6561728384576782*pi) q[12];\nu3(3.3628868510096765*pi,3.3329996141150766*pi,3.6888223640159854*pi) q[13];\nu3(3.6117980669055316*pi,3.4745412031651264*pi,4.353806000885612*pi) q[14];\nu3(3.679237381796083*pi,3.208747104357256*pi,0.9753174011260309*pi) q[15];\nu3(3.5714290571817147*pi,0.6613241260490554*pi,2.2828906079809155*pi) q[16];\nRxxyyzz(0.2968761640768898*pi,0.22088184541701672*pi,3.8520014043329*pi) q[0],q[8];\nRxxyyzz(0.4485791988344775*pi,0.28222417769513897*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.42669627765698986*pi,0.2599386014423124*pi,3.8045897399796402*pi) q[3],q[10];\nRxxyyzz(0.4272930470477775*pi,0.360090936124136*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.45058878488076964*pi,0.2889412609974857*pi,3.86548753384859*pi) q[13],q[6];\nRxxyyzz(0.41450216063045936*pi,0.2910779641460102*pi,0.18298480826801566*pi) q[15],q[7];\nRxxyyzz(0.454713789778026*pi,0.18443824066020498*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.4117418489133899*pi,0.2726738743548984*pi,3.9499219921487*pi) q[14],q[11];\nu3(3.509193618817724*pi,0.10949537484782912*pi,1.404575291038407*pi) q[0];\nu3(3.5279794716848194*pi,-0.4020549338071382*pi,0.7923285255935264*pi) q[2];\nu3(3.7679433204246697*pi,3.4251256975392774*pi,1.785601257828965*pi) q[3];\nu3(3.567338404415009*pi,0.8484820872987902*pi,1.8569310480522832*pi) q[4];\nu3(3.6978648065687674*pi,3.08371046507581*pi,4.244478314001424*pi) q[5];\nu3(3.4271869301841784*pi,-0.4248495783622679*pi,1.147411554594052*pi) q[6];\nu3(3.5204125110581526*pi,2.8154767962366227*pi,1.7393857581286276*pi) q[7];\nu3(3.5682964906061283*pi,3.251578634261444*pi,2.473259016521033*pi) q[8];\nu3(3.4167470348703963*pi,0.6466545255543414*pi,0.9179805988514442*pi) q[9];\nu3(3.781071056465907*pi,2.964009209502807*pi,1.365696246533008*pi) q[10];\nu3(3.3964343509019663*pi,0.8262148426214235*pi,0.6128240837371695*pi) q[11];\nu3(3.355553644058374*pi,2.287864293425274*pi,1.2472863911531058*pi) q[12];\nu3(3.437496710029279*pi,-0.27226271769864385*pi,1.8738193642160015*pi) q[13];\nu3(3.4041832344868785*pi,2.559054078539555*pi,1.9405437015450722*pi) q[14];\nu3(3.372182179136596*pi,0.9655970560763794*pi,0.9125469133845765*pi) q[15];\nu3(3.7019458364779387*pi,0.17733333184050037*pi,1.716746475546496*pi) q[16];\nRxxyyzz(0.42081757817960963*pi,0.19196783006056772*pi,3.878120891990371*pi) q[0],q[3];\nRxxyyzz(0.3625623095631201*pi,0.16915610958627925*pi,0.08841518174780671*pi) q[1],q[16];\nRxxyyzz(0.39724611316989045*pi,0.23206723305294408*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.3363073474342197*pi,0.21419869624358778*pi,0.05221421770235146*pi) q[10],q[6];\nRxxyyzz(0.3648598112974314*pi,0.23263413045480075*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.27737313231676153*pi,0.24085423979520404*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.3894975841865201*pi,0.34387164090359335*pi,0.07300920994851483*pi) q[15],q[12];\nu3(3.6470901543463814*pi,1.9566907614857412*pi,0.5408014087739264*pi) q[0];\nu3(3.815407523928692*pi,2.0480061892421393*pi,4.388948998913992*pi) q[1];\nu3(3.694407798020269*pi,0.027162014100392984*pi,0.6504218286537449*pi) q[3];\nu3(3.698223546073759*pi,2.881355035948416*pi,2.3499919600647696*pi) q[4];\nu3(3.8365834794859333*pi,2.618512741822805*pi,0.8246932344828174*pi) q[6];\nu3(3.443631121840831*pi,3.4640974772138238*pi,0.5864061910290763*pi) q[7];\nu3(3.7544818536223694*pi,3.2569111162845368*pi,2.2993544593386313*pi) q[8];\nu3(3.386865602175613*pi,2.5473787280827818*pi,2.476691529316049*pi) q[9];\nu3(3.1178235523205973*pi,2.6324492707192952*pi,1.9770980929819375*pi) q[10];\nu3(3.677109510521474*pi,2.3578752471884683*pi,1.6903142261406718*pi) q[11];\nu3(3.7397107216407135*pi,-0.3971939978367911*pi,3.3648806321760842*pi) q[12];\nu3(3.5175060865131225*pi,3.2221085070788797*pi,1.7203984795221543*pi) q[14];\nu3(3.456690939197256*pi,0.4091836227462937*pi,3.6559410334731934*pi) q[15];\nu3(3.2554972423210815*pi,2.0848907164032413*pi,0.5008861023243951*pi) q[16];\nRxxyyzz(0.4376109078253298*pi,0.1424691024873672*pi,3.9551734286111593*pi) q[0],q[7];\nRxxyyzz(0.40125672939877*pi,0.12611376804611663*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.42068049351227993*pi,0.17335564188852887*pi,0.060025517442401206*pi) q[15],q[2];\nRxxyyzz(0.4331745438735082*pi,0.22631952613833972*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.34434637906987053*pi,0.2856250058333405*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.38310444364382146*pi,0.2842611929784389*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.2734005967668695*pi,0.20546498890422216*pi,3.9453586026865395*pi) q[8],q[9];\nu3(3.7621963086161414*pi,-0.4913593142782169*pi,2.041020412933091*pi) q[0];\nu3(3.7237661780537654*pi,2.4169933509452104*pi,1.971743534098647*pi) q[1];\nu3(3.759350203726911*pi,2.637339174225194*pi,4.450651720184366*pi) q[2];\nu3(3.578060379281831*pi,0.023225811288055898*pi,0.8152113854358718*pi) q[3];\nu3(3.68740163297853*pi,2.674910318253433*pi,1.649174390692958*pi) q[4];\nu3(3.3379522541383464*pi,-0.4098904699651057*pi,1.0230030760136404*pi) q[5];\nu3(3.627265393931343*pi,2.5354289161791854*pi,1.5347025839356756*pi) q[6];\nu3(3.834788416751166*pi,2.757492417916326*pi,0.9098719853977277*pi) q[7];\nu3(3.2586120266367224*pi,0.7790181688326268*pi,0.7835547273444655*pi) q[8];\nu3(3.5362198853578684*pi,2.179517777418221*pi,2.00245455768183*pi) q[9];\nu3(3.3851123419204696*pi,-0.3583260442205659*pi,3.7462180332807202*pi) q[10];\nu3(3.750577264565713*pi,2.631964400570118*pi,0.6611156417990111*pi) q[12];\nu3(3.0733554267208896*pi,1.9699774432407549*pi,1.2878606311238996*pi) q[13];\nu3(3.6644493133796656*pi,1.280056652883217*pi,0.5295420002276782*pi) q[15];\nRxxyyzz(0.4417582730861995*pi,0.32237433792324793*pi,3.9082201658827493*pi) q[0],q[16];\nRxxyyzz(0.4395304439861497*pi,0.2453349247371*pi,0.11517296809186005*pi) q[1],q[2];\nRxxyyzz(0.3697265931872701*pi,0.3545947657285017*pi,0.0721632244679373*pi) q[13],q[3];\nRxxyyzz(0.3855723326880601*pi,0.2840400659621922*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4502159734917801*pi,0.2356525224481275*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.4248524833767597*pi,0.28400601184677415*pi,3.8804416488218596*pi) q[10],q[7];\nRxxyyzz(0.48389406296841997*pi,0.22663303803815704*pi,0.0*pi) q[11],q[15];\nu3(3.6079192495264576*pi,3.489517337712355*pi,1.446124090831895*pi) q[0];\nu3(3.7185120232241493*pi,2.6558827026253677*pi,0.9394033228626568*pi) q[1];\nu3(3.5649796742620907*pi,3.2440741014477945*pi,1.7501368196431024*pi) q[2];\nu3(3.463749297932723*pi,0.4654777255804097*pi,3.7117317121819973*pi) q[3];\nu3(3.1915148357109127*pi,-0.08525624591309294*pi,1.419031897036444*pi) q[4];\nu3(3.4499752196033895*pi,0.4493753631503157*pi,1.1037272193722905*pi) q[6];\nu3(3.757760011410138*pi,3.1040188707077876*pi,2.377118531995539*pi) q[7];\nu3(3.2921003282315904*pi,2.31937613051121*pi,1.2499352178283756*pi) q[10];\nu3(3.21927961398746*pi,3.2262518886680116*pi,1.4059418604951928*pi) q[11];\nu3(3.659751511613418*pi,1.7138792989972558*pi,1.335091424479233*pi) q[12];\nu3(3.815686364928828*pi,0.1998817869170434*pi,3.5710007934344667*pi) q[13];\nu3(3.48742466979769*pi,-0.30696405616159395*pi,1.1143608292097613*pi) q[14];\nu3(3.586440366447977*pi,-0.18196529920054244*pi,4.437402558773601*pi) q[15];\nu3(3.3228784147718557*pi,2.836415415271456*pi,0.9332395420671289*pi) q[16];\nRxxyyzz(0.3411244154106194*pi,0.2673437125453*pi,3.802697757391091*pi) q[13],q[0];\nRxxyyzz(0.41939140036543243*pi,0.19209171066579778*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.42229618452587536*pi,0.280868356997761*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.37447415146956986*pi,0.29758796898350587*pi,0.20895329994728046*pi) q[4],q[14];\nRxxyyzz(0.4115440372775404*pi,0.2869822163856457*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.44290213684414925*pi,0.3069095221023772*pi,0.041200072638991406*pi) q[15],q[7];\nRxxyyzz(0.4597844189210001*pi,0.27120313101727883*pi,0.11639169192743606*pi) q[10],q[11];\nRxxyyzz(0.3318939475501698*pi,0.22457530904176304*pi,0.09353727265287137*pi) q[12],q[16];\nu3(3.7896176352112123*pi,2.837972939242939*pi,0.7872357153015738*pi) q[0];\nu3(3.5093946347758074*pi,3.3054290884512816*pi,1.2832560997087161*pi) q[1];\nu3(3.5298734671505443*pi,3.1964871703170585*pi,3.9054128983055643*pi) q[3];\nu3(3.6820154384624484*pi,3.477738765895186*pi,0.7870336665067075*pi) q[4];\nu3(3.6684771788727746*pi,3.468740011277771*pi,0.5778049135575635*pi) q[5];\nu3(3.5473880341381117*pi,-0.43766413735068843*pi,1.9498131763533815*pi) q[6];\nu3(3.269969893124963*pi,-0.4665075484241593*pi,1.152713121797631*pi) q[7];\nu3(3.6081971943604643*pi,0.4237707904282846*pi,0.7489465562861266*pi) q[8];\nu3(3.608086828817619*pi,-0.42736536539451175*pi,3.636391728545089*pi) q[9];\nu3(3.6181455878213877*pi,-0.2506727748521046*pi,3.8811826796819884*pi) q[10];\nu3(3.7193031073574705*pi,-0.3434745988414748*pi,2.983441043025978*pi) q[11];\nu3(3.18841962037517*pi,-0.41263431398678074*pi,3.2515352262764416*pi) q[12];\nu3(3.605217283944177*pi,-0.2559648510742723*pi,2.1924407387652085*pi) q[13];\nu3(3.6711610340241503*pi,0.4095544073674914*pi,3.037789343673634*pi) q[14];\nu3(3.419829693117288*pi,-0.4333493416619184*pi,1.479679362250248*pi) q[15];\nu3(3.4850190367171634*pi,3.3808899969147914*pi,0.885075431643261*pi) q[16];\nRxxyyzz(0.43371704179930015*pi,0.26868696136059395*pi,0.11936995547002982*pi) q[0],q[6];\nRxxyyzz(0.4502321009400428*pi,0.17014274608138252*pi,0.04951002220237094*pi) q[16],q[1];\nRxxyyzz(0.4322787772213097*pi,0.3637527128568173*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.43500351792375014*pi,0.3962577932987984*pi,0.05673251462915374*pi) q[8],q[4];\nRxxyyzz(0.2756017335316798*pi,0.05106458826201721*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.4082253576624497*pi,0.35701047134939445*pi,0.041233296731240175*pi) q[9],q[7];\nRxxyyzz(0.44923537026966986*pi,0.41077576630578255*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.30614646652257*pi,0.14539352476709055*pi,3.926384741791801*pi) q[11],q[14];\nu3(3.5498787219552095*pi,3.1669859630281607*pi,3.209453348701884*pi) q[0];\nu3(3.1436222254182082*pi,1.4453338674168847*pi,0.7181888162690298*pi) q[1];\nu3(3.8401097636586945*pi,2.7827509221394937*pi,4.176184306105326*pi) q[2];\nu3(3.112073576903495*pi,-0.19272256927464582*pi,4.461624777119429*pi) q[3];\nu3(3.4834926809027307*pi,1.9819316814427004*pi,4.342106813914529*pi) q[4];\nu3(3.1757091014727292*pi,2.893249727040611*pi,1.6445003491084638*pi) q[5];\nu3(3.492300507816569*pi,3.441875569454835*pi,1.6738183675356382*pi) q[6];\nu3(3.821660179423822*pi,0.19281256337240005*pi,0.5840863131802061*pi) q[7];\nu3(3.4188181048668085*pi,2.968283647301445*pi,0.6706524721288338*pi) q[8];\nu3(3.478223349351678*pi,0.9576585099366517*pi,4.354143471694837*pi) q[9];\nu3(3.414434643877343*pi,3.2265589053717303*pi,1.3456411363775191*pi) q[10];\nu3(3.8816819763021764*pi,0.6310815250364601*pi,1.753444266288552*pi) q[11];\nu3(0.6596916254337876*pi,-0.4873070556914719*pi,1.1993284826700388*pi) q[13];\nu3(3.6663931296815475*pi,-0.39490921540732615*pi,1.971853556301401*pi) q[14];\nu3(3.2931929666322266*pi,3.4985228748070663*pi,3.888626375087184*pi) q[15];\nu3(3.7191207301330644*pi,1.1273831821688978*pi,0.9503627740494889*pi) q[16];\nmeasure q[13] -> c[0];\nmeasure q[16] -> c[15];\nmeasure q[1] -> c[16];\nRxxyyzz(0.4798546803624806*pi,0.18714539809325825*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4312955356139393*pi,0.3356281683567599*pi,3.88208895248789*pi) q[11],q[2];\nRxxyyzz(0.42752932695114887*pi,0.31888367232160825*pi,0.09480609414525848*pi) q[10],q[3];\nRxxyyzz(0.38509323351163005*pi,0.2911533094212151*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.4467302937132901*pi,0.23327591098789757*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.41041387437701005*pi,0.3880923065107851*pi,0.04088613087731563*pi) q[9],q[6];\nRxxyyzz(0.3678869694920001*pi,0.17933781618617406*pi,3.8890985785069994*pi) q[8],q[7];\nu3(3.813500407369515*pi,2.7212856774514558*pi,0.7458834218713388*pi) q[0];\nu3(3.2909285885634416*pi,1.1073120485498198*pi,2.1116155369157377*pi) q[2];\nu3(3.531770615006305*pi,2.4537165623868953*pi,1.952779245182758*pi) q[3];\nu3(3.792216318801108*pi,-0.22368724441418042*pi,1.1718931407911206*pi) q[4];\nu3(3.534434102007478*pi,1.1623418204995728*pi,1.6862160387413603*pi) q[5];\nu3(3.8482948604809266*pi,0.005287244413198278*pi,1.066542093365247*pi) q[6];\nu3(3.9471517096712527*pi,0.2471213525619762*pi,1.2766430298008977*pi) q[7];\nu3(3.915498706221611*pi,1.0287479498935794*pi,0.5102177129652898*pi) q[8];\nu3(3.435404145020198*pi,0.1802586613639955*pi,2.447894155047714*pi) q[9];\nu3(3.414544476079514*pi,1.281421830068025*pi,3.223495654400497*pi) q[10];\nu3(3.658383917042799*pi,3.1274677252413823*pi,1.8740225845029608*pi) q[11];\nu3(3.2478270669389726*pi,-0.3691456557150077*pi,0.6099994262880859*pi) q[12];\nu3(3.523637123427485*pi,1.423777965769788*pi,1.1208272578130325*pi) q[14];\nu3(3.865958288011638*pi,-0.11830368066074048*pi,0.7144500277125194*pi) q[15];\nmeasure q[12] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[10] -> c[3];\nmeasure q[14] -> c[4];\nmeasure q[4] -> c[5];\nmeasure q[5] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[15] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[3] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5546335237395814*pi,3.140140320749469*pi,4.156910773303451*pi) q[0];\nu3(3.5490328380472684*pi,2.2044553444434403*pi,1.3464250576814862*pi) q[1];\nu3(3.6147971553868383*pi,2.993221578572581*pi,0.6375976806021038*pi) q[2];\nu3(3.1557406138316413*pi,2.6408880838459914*pi,3.143020621374477*pi) q[3];\nu3(3.4085758462906437*pi,0.2978699790928636*pi,1.4372453082678152*pi) q[4];\nu3(3.6392729802661767*pi,3.1714278240605873*pi,0.6289050362658757*pi) q[5];\nu3(3.237255141476524*pi,2.5120657529785886*pi,3.860815003419363*pi) q[6];\nu3(3.6303157846172733*pi,-0.337210858244031*pi,0.6721035082370785*pi) q[7];\nu3(3.5233584909019986*pi,3.103142415386614*pi,0.6773892277398668*pi) q[8];\nu3(3.1990161064756344*pi,2.760105279139311*pi,3.411997981513354*pi) q[9];\nu3(3.6224728684417293*pi,-0.30647163667906324*pi,0.5972181270689378*pi) q[10];\nu3(3.730846609842149*pi,-0.47790221576717795*pi,1.2550769333961607*pi) q[11];\nu3(3.673758558947725*pi,-0.21947994594658193*pi,1.1783980634024307*pi) q[12];\nu3(3.7197333144991496*pi,0.23755109028457855*pi,3.0475878757720385*pi) q[13];\nu3(3.5848183542876058*pi,-0.3137107408467931*pi,0.9141900955763962*pi) q[14];\nu3(3.8451627838068805*pi,-0.48762039894194553*pi,3.632013360550549*pi) q[15];\nu3(3.5966794154823236*pi,3.277863429644765*pi,1.312728773468136*pi) q[16];\nRxxyyzz(0.25265579798744087*pi,0.17575728855157513*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.46689079347846985*pi,0.2625676392858518*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.43192127096120025*pi,0.2844705564566141*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.37554465583136987*pi,0.23849937309650093*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.3820316408070196*pi,0.2024512878188122*pi,0.06674482830354787*pi) q[5],q[7];\nRxxyyzz(0.33276834515285936*pi,0.2064375739691222*pi,0.16290871422698272*pi) q[6],q[13];\nRxxyyzz(0.3540149396413541*pi,0.3280159766009467*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.41992698433457953*pi,0.16334255583471208*pi,0.052298389952279575*pi) q[10],q[12];\nu3(3.62791669288967*pi,2.360023483539759*pi,2.403733310633931*pi) q[0];\nu3(3.3375991340475357*pi,0.9771941308680425*pi,1.8415897948697149*pi) q[1];\nu3(3.692406865379312*pi,0.16034707922435576*pi,1.4929254717306646*pi) q[2];\nu3(3.1765111528009307*pi,1.095332395295384*pi,1.4753707555288735*pi) q[3];\nu3(3.6280847368618923*pi,1.9430857811987545*pi,1.4986238283362094*pi) q[4];\nu3(3.5165980349864125*pi,3.2144192486037766*pi,2.99806908095501*pi) q[5];\nu3(3.470544941204494*pi,3.011993757432028*pi,2.452674376903972*pi) q[6];\nu3(3.485568141201727*pi,2.0872899616590144*pi,3.9956088065521835*pi) q[7];\nu3(3.3740133361121494*pi,3.475389004155559*pi,2.466959370262237*pi) q[8];\nu3(3.5029267082416924*pi,0.313745564337514*pi,1.0665944862695245*pi) q[9];\nu3(3.1607534643255044*pi,0.945079717568307*pi,1.2568002645615495*pi) q[10];\nu3(3.071882837056171*pi,0.4280900632953689*pi,1.2128826073447954*pi) q[11];\nu3(3.638525842396429*pi,2.5549340098366256*pi,3.741661386006029*pi) q[12];\nu3(3.5019800512327013*pi,0.10876355061930199*pi,4.182707837098039*pi) q[13];\nu3(3.614456052971057*pi,2.254395079086992*pi,1.8110831533684884*pi) q[15];\nu3(3.810307893977737*pi,0.15609196067119369*pi,0.7984874223517389*pi) q[16];\nRxxyyzz(0.4519406874950902*pi,0.32464549749227367*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.34162384499079046*pi,0.24214985752912432*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.35603306778710087*pi,0.2749972845159423*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4387820552137297*pi,0.1183485588345214*pi,0.06334819728161974*pi) q[5],q[12];\nRxxyyzz(0.43629136427141013*pi,0.21966150274925011*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.24410360632760997*pi,0.18118758098801102*pi,0.06807748175584827*pi) q[7],q[10];\nRxxyyzz(0.38169994877158253*pi,0.05019648445978475*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4509376537212997*pi,0.17789009465448302*pi,0.0*pi) q[11],q[14];\nu3(3.8308421860983266*pi,2.316201594682542*pi,1.7184940012714374*pi) q[0];\nu3(3.3675757380313773*pi,1.6868532593455088*pi,1.5301998413074498*pi) q[1];\nu3(3.7066992192975547*pi,1.3971580149197136*pi,0.8062799212973735*pi) q[2];\nu3(3.6611848893082324*pi,0.5591303033273467*pi,0.8882456030372992*pi) q[3];\nu3(3.68791124054038*pi,3.2542134153892412*pi,0.8245654188276492*pi) q[4];\nu3(3.691437144816197*pi,2.579077384455562*pi,4.086321730898855*pi) q[5];\nu3(3.230595110208008*pi,-0.27769380800013216*pi,1.387536885131024*pi) q[6];\nu3(3.4673352037495864*pi,0.9289444814448435*pi,0.7660714141960524*pi) q[7];\nu3(3.699644122006907*pi,0.8042273062605614*pi,0.8985841361321416*pi) q[9];\nu3(3.2135102366083688*pi,3.083889588738553*pi,3.204364501789579*pi) q[10];\nu3(3.5061800788826454*pi,2.842904719111655*pi,1.455276220104508*pi) q[11];\nu3(3.351287052946365*pi,-0.26083563380176666*pi,3.805227334432815*pi) q[12];\nu3(3.3871899803858687*pi,0.00633342672094106*pi,1.934235329195892*pi) q[13];\nu3(3.402107600440885*pi,1.3280124862723075*pi,1.864683394872679*pi) q[14];\nu3(3.5366134028919376*pi,3.3313992954673313*pi,1.3848163118260897*pi) q[15];\nu3(3.3397554103582294*pi,3.401771398227233*pi,1.038675135789933*pi) q[16];\nRxxyyzz(0.3807292839258505*pi,0.08500728422159706*pi,3.95754012200468*pi) q[0],q[3];\nRxxyyzz(0.3204918682043497*pi,0.26100033808691103*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.35790341740892584*pi,0.18261683531690265*pi,0.11006896951083389*pi) q[7],q[2];\nRxxyyzz(0.3699692131796264*pi,0.1568637832811427*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.38692003952232895*pi,0.2581758781204328*pi,3.93844948366395*pi) q[16],q[6];\nRxxyyzz(0.4067211571302294*pi,0.30640561964451507*pi,3.82792598513173*pi) q[8],q[10];\nRxxyyzz(0.31669911297587977*pi,0.22201839215168917*pi,3.8688287698043897*pi) q[15],q[14];\nu3(3.9107877283772563*pi,0.25086200260213165*pi,1.506096631995792*pi) q[0];\nu3(3.635371342084444*pi,0.1043744124124486*pi,4.183785098766367*pi) q[1];\nu3(3.3883325749695707*pi,0.3621330819279066*pi,1.4636845928672346*pi) q[2];\nu3(3.1493744769939993*pi,-0.4359049482763009*pi,2.329291232234434*pi) q[3];\nu3(3.594986259214556*pi,-0.48336450012239096*pi,4.013545621849778*pi) q[4];\nu3(3.1143408249617113*pi,2.7073016449219094*pi,1.605952866574604*pi) q[5];\nu3(3.259336461318127*pi,2.2277510176062556*pi,0.8419224563620396*pi) q[6];\nu3(3.1693011246300165*pi,0.011465461002393207*pi,4.271127876751775*pi) q[7];\nu3(3.6403883747658963*pi,2.8961126401655313*pi,0.7264052413882616*pi) q[8];\nu3(3.1090934557563075*pi,-0.24200292652292066*pi,1.6822090173701123*pi) q[10];\nu3(3.3808850005082594*pi,-0.289880914946392*pi,1.0324289420544446*pi) q[11];\nu3(3.6824639461583075*pi,-0.29142555139811654*pi,0.5204560023810556*pi) q[14];\nu3(3.758942288507026*pi,2.867097456222813*pi,0.7901907635611796*pi) q[15];\nu3(3.815362208508538*pi,-0.16870812470102148*pi,0.9641749280522682*pi) q[16];\nRxxyyzz(0.4317367560941655*pi,0.11329671944870967*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3904322911942638*pi,0.282533739670774*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3880348468436511*pi,0.21664622969608893*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.41800145354315005*pi,0.24741780330093108*pi,3.8459023826836294*pi) q[4],q[8];\nRxxyyzz(0.3788408877563101*pi,0.2126191259289777*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.3622441233426331*pi,0.13986018676873002*pi,0.0*pi) q[10],q[11];\nu3(3.894685593544543*pi,0.34321001426902353*pi,2.236891158420631*pi) q[0];\nu3(3.7985981449927455*pi,0.30442543941126643*pi,0.6790303562406002*pi) q[1];\nu3(3.8388506337979695*pi,0.4463434628905236*pi,1.1845750058497124*pi) q[3];\nu3(3.3886569750518287*pi,2.7518017538930217*pi,1.953974729221505*pi) q[4];\nu3(3.3804273032335255*pi,-0.1594767051838209*pi,0.9997478834004507*pi) q[5];\nu3(3.70737632818665*pi,-0.49393970104036994*pi,2.1131963773937437*pi) q[6];\nu3(3.6965510963246317*pi,0.11119615619782475*pi,1.1897350613212694*pi) q[8];\nu3(3.145615173665041*pi,0.11508600151045778*pi,4.357132838602805*pi) q[10];\nu3(3.264677164874283*pi,2.600774961253313*pi,2.1369807140987387*pi) q[11];\nu3(3.5949089634513967*pi,-0.3566459506860717*pi,2.135419812077898*pi) q[12];\nu3(3.390662941763937*pi,2.625855085039979*pi,2.1169370843077076*pi) q[14];\nu3(3.3069729412852538*pi,3.1075198666229014*pi,0.8975141721801666*pi) q[15];\nRxxyyzz(0.462111320599937*pi,0.06525307923246104*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.42593850210786005*pi,0.30318421263577744*pi,0.26098744620252234*pi) q[8],q[1];\nRxxyyzz(0.4404152018192198*pi,0.36639629729906886*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.3072338494619996*pi,0.16503595168577512*pi,3.9401951139881906*pi) q[4],q[7];\nRxxyyzz(0.4196486156258001*pi,0.3243265109782034*pi,0.060929777095709424*pi) q[5],q[10];\nRxxyyzz(0.4761187234162999*pi,0.0948829831496738*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.37710034637964274*pi,0.18953932525261874*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.46131478768060497*pi,0.2869378714811628*pi,0.0*pi) q[13],q[11];\nu3(3.802344396079646*pi,2.9393348353113837*pi,1.0934138637060449*pi) q[0];\nu3(3.6524591691863275*pi,3.4738745090185867*pi,2.692691447026841*pi) q[1];\nu3(3.24808476456694*pi,2.3784708600345525*pi,4.101655314583053*pi) q[2];\nu3(3.2823244970705154*pi,3.234440327471559*pi,0.8967039386345985*pi) q[3];\nu3(3.1664473307541807*pi,0.2904441296284762*pi,1.5213780315702223*pi) q[4];\nu3(3.4554725523304817*pi,3.4354390036813616*pi,4.315249259589795*pi) q[5];\nu3(3.4207410378643326*pi,-0.39755275113854194*pi,4.034446634447097*pi) q[6];\nu3(3.8735297712765924*pi,3.389818421380422*pi,1.9533332735028037*pi) q[7];\nu3(3.8481824225878523*pi,2.906429788059433*pi,1.3437074546743566*pi) q[8];\nu3(3.735741902556981*pi,0.9906052654299691*pi,1.4444254573494808*pi) q[9];\nu3(3.3406323016101744*pi,2.5111594088305074*pi,1.2526154552773971*pi) q[10];\nu3(3.1391409101420473*pi,0.4842309115618253*pi,4.328012141154133*pi) q[11];\nu3(3.512968623685876*pi,3.3807901482778657*pi,3.025881978196667*pi) q[12];\nu3(3.33714732551781*pi,3.458542357119529*pi,4.2493165847729415*pi) q[13];\nu3(3.1800858226611597*pi,0.8059039516688258*pi,1.6696874698340163*pi) q[14];\nu3(3.9498024045471323*pi,2.8221388398393032*pi,1.1027392453634497*pi) q[16];\nRxxyyzz(0.38296992783461725*pi,0.1517551608892218*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.334436671492769*pi,0.22815438234558982*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.36195289477965964*pi,0.21189009159791805*pi,0.04394060256917026*pi) q[15],q[3];\nRxxyyzz(0.41736529814048956*pi,0.32981172334113634*pi,3.8870483531690607*pi) q[16],q[4];\nRxxyyzz(0.4405104461949799*pi,0.324309659824209*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.32758137394933906*pi,0.17285140205935745*pi,3.846631589772019*pi) q[6],q[11];\nRxxyyzz(0.41997374003988946*pi,0.3200924570815289*pi,3.8764296329251398*pi) q[7],q[14];\nRxxyyzz(0.4685836569666728*pi,0.38648761876407733*pi,0.0*pi) q[8],q[10];\nu3(3.554554084251517*pi,2.338618464439964*pi,1.8450578161889841*pi) q[0];\nu3(3.2993551653237203*pi,-0.29098331200938743*pi,1.4037314241214551*pi) q[2];\nu3(3.5224549505425506*pi,2.8250606979577775*pi,1.712540558942314*pi) q[3];\nu3(3.779504396026251*pi,0.3959153380875674*pi,1.1784797783865972*pi) q[4];\nu3(3.554087772617272*pi,3.1852742139162498*pi,2.2493006241283524*pi) q[5];\nu3(3.518474540130847*pi,0.2356748584844427*pi,0.7083686608746426*pi) q[6];\nu3(3.5457525226175135*pi,-0.02800378566048184*pi,1.7048282789047917*pi) q[7];\nu3(3.5644715193054277*pi,-0.3695885681267028*pi,4.161661768970294*pi) q[8];\nu3(3.4779075647502613*pi,3.408755276628367*pi,2.4067805570485286*pi) q[9];\nu3(3.8493083796089747*pi,3.3964723780370236*pi,2.7001764140109867*pi) q[10];\nu3(3.698090085425987*pi,-0.11690343577814116*pi,4.324570651927821*pi) q[11];\nu3(3.2610188932519417*pi,2.737850092832037*pi,4.2927954216857*pi) q[12];\nu3(3.579834670695902*pi,3.4457916857060473*pi,2.243093649196846*pi) q[13];\nu3(3.751147213126672*pi,0.9151115083799009*pi,0.7786706622328641*pi) q[14];\nu3(3.7659943673394647*pi,-0.35162412268805343*pi,4.184018328224161*pi) q[15];\nu3(3.8484771951756573*pi,-0.39703615370634804*pi,2.2716136250496985*pi) q[16];\nRxxyyzz(0.4598950722895294*pi,0.4068695091411861*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.3357779729055199*pi,0.22532616886173829*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.44897863317125*pi,0.36975203781436194*pi,3.8915105268581502*pi) q[12],q[3];\nRxxyyzz(0.4468449260236921*pi,0.12253842564899209*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.2792270419173795*pi,0.24274577600368996*pi,3.9333232012243404*pi) q[5],q[8];\nRxxyyzz(0.2800002935634778*pi,0.19792110785544603*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.39264029667828987*pi,0.18507847851599382*pi,3.9333202190933694*pi) q[10],q[14];\nu3(3.761857119115451*pi,-0.28080918426237467*pi,0.8201870082045041*pi) q[1];\nu3(3.5607952846196103*pi,2.4323135097274875*pi,2.004598840058385*pi) q[2];\nu3(3.378584576790497*pi,2.9262157724427134*pi,0.5928583631208902*pi) q[3];\nu3(3.417540798712622*pi,0.38944552462758286*pi,0.7969964571376885*pi) q[4];\nu3(3.6273354020415103*pi,-0.3251540163430969*pi,1.867509161903045*pi) q[5];\nu3(3.6976775883336965*pi,2.5799395565994123*pi,1.3741315759070472*pi) q[6];\nu3(3.1431867673602367*pi,2.68175824831843*pi,2.1145732294636397*pi) q[7];\nu3(3.67216585924902*pi,2.888921979601301*pi,4.251513459030226*pi) q[8];\nu3(3.735109683582807*pi,3.4670401532162303*pi,1.9058992727556232*pi) q[9];\nu3(3.459086200863971*pi,-0.46547347878640777*pi,2.449729718651394*pi) q[10];\nu3(3.7103451484757546*pi,2.380424907782105*pi,4.368706642215217*pi) q[11];\nu3(3.2290341290657962*pi,-0.30898631611492655*pi,3.8865675812928324*pi) q[12];\nu3(3.6052158841257977*pi,0.15780159836965124*pi,1.1814138746854526*pi) q[14];\nu3(3.0880064060946775*pi,3.1390648297280843*pi,1.1854817567641225*pi) q[16];\nRxxyyzz(0.40753215265005516*pi,0.18129868897474322*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4575547848984902*pi,0.19381808531907574*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3800964024352295*pi,0.282481393162123*pi,3.855760701562419*pi) q[2],q[3];\nRxxyyzz(0.4125680877184496*pi,0.22030867500877127*pi,0.10358187669008222*pi) q[4],q[11];\nRxxyyzz(0.43298242703830964*pi,0.30752166340039416*pi,3.8579477831035405*pi) q[6],q[13];\nRxxyyzz(0.3744042792685896*pi,0.2884381205484789*pi,3.9445444960330995*pi) q[7],q[8];\nRxxyyzz(0.4812375052959599*pi,0.3692821648090973*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.46431475381552045*pi,0.3366851470751213*pi,0.0*pi) q[14],q[16];\nu3(3.0761940861311228*pi,1.827185529896381*pi,1.5685201779855982*pi) q[0];\nu3(3.4465189917075367*pi,2.6134434636519677*pi,2.275569342957957*pi) q[1];\nu3(3.3644357718491533*pi,-0.1474566657356059*pi,1.8916560764868158*pi) q[2];\nu3(3.3857948927209236*pi,3.4666578744686136*pi,1.0544403455671907*pi) q[3];\nu3(3.52828143781055*pi,0.3201644630975593*pi,0.837227593841888*pi) q[4];\nu3(3.6835260597740778*pi,-0.011945124001603247*pi,4.2599340606857545*pi) q[5];\nu3(3.1871389992924204*pi,3.132933164166741*pi,1.920758248049197*pi) q[6];\nu3(3.517896809175008*pi,1.2785291944104786*pi,0.6191471988692983*pi) q[7];\nu3(3.1332903322797714*pi,2.8993935243196316*pi,1.054040872276083*pi) q[8];\nu3(3.906591358749871*pi,1.9924202889421756*pi,4.134990750606985*pi) q[9];\nu3(3.823223239144235*pi,2.539932482607717*pi,1.3452137830434703*pi) q[10];\nu3(3.283633361193755*pi,-0.2524214194273021*pi,0.7241687580764617*pi) q[11];\nu3(3.7152660029706457*pi,2.014712847976278*pi,0.7065938671962888*pi) q[13];\nu3(3.765769392645263*pi,2.2985603598140685*pi,4.242031503065912*pi) q[14];\nu3(3.300700405136396*pi,2.8304982774359084*pi,3.5907489539467905*pi) q[15];\nu3(3.648972254295309*pi,3.0618640541875393*pi,2.291646182113525*pi) q[16];\nRxxyyzz(0.42605006239603005*pi,0.23552075286541607*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.40237670253103086*pi,0.3245057069535946*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4092210473579194*pi,0.2195474343949445*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.45077173634894*pi,0.1730862611041171*pi,3.90819321122844*pi) q[5],q[16];\nRxxyyzz(0.3388238664769698*pi,0.28318735781995397*pi,3.9557167042289496*pi) q[6],q[14];\nRxxyyzz(0.40986749502950975*pi,0.2877734413857642*pi,3.87882307505366*pi) q[12],q[7];\nRxxyyzz(0.43102960337933005*pi,0.3262911781662557*pi,0.12115857340745831*pi) q[13],q[8];\nRxxyyzz(0.4267288362219599*pi,0.20703812573894928*pi,3.8598462644777296*pi) q[9],q[10];\nu3(3.6764610677477334*pi,-0.06133072949291413*pi,2.0853170591833776*pi) q[1];\nu3(3.3015464878363354*pi,2.7916587904844614*pi,0.6267068019068375*pi) q[2];\nu3(3.33303401964154*pi,-0.4610152926678046*pi,2.3766041996242606*pi) q[3];\nu3(3.3669281769652226*pi,3.0707083774849826*pi,4.264928725276179*pi) q[4];\nu3(3.1245777924305127*pi,2.236338298734222*pi,2.25297543146874*pi) q[5];\nu3(3.194780620287479*pi,-0.16548290039819824*pi,2.4592104234194774*pi) q[6];\nu3(3.871104431871256*pi,3.3229987785354655*pi,0.9813691259044286*pi) q[7];\nu3(3.3328086075224874*pi,0.3360635432540213*pi,4.274278745050076*pi) q[8];\nu3(3.3228111749540568*pi,3.437068938531093*pi,1.5634046023989558*pi) q[9];\nu3(3.565164608888859*pi,3.4616227613736026*pi,1.5445659065912718*pi) q[10];\nu3(3.7131970076533833*pi,0.34499566137485416*pi,1.8573390752179888*pi) q[11];\nu3(3.7408877888691285*pi,3.296996963390261*pi,0.747736089838527*pi) q[12];\nu3(3.063418151663398*pi,0.40519488682657967*pi,3.9996832306330607*pi) q[13];\nu3(3.668393782610324*pi,2.016104415720863*pi,1.8317777377253663*pi) q[14];\nu3(3.781727483447874*pi,-0.4789901309306144*pi,1.7618770388031992*pi) q[15];\nu3(3.1375182671790056*pi,1.2718011535573144*pi,1.4724743840417434*pi) q[16];\nRxxyyzz(0.35079966914881*pi,0.28589559585398483*pi,3.9447544118097504*pi) q[0],q[16];\nRxxyyzz(0.45594704990714985*pi,0.2814542788974871*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.40531390966053*pi,0.2721897799637843*pi,3.89029902329402*pi) q[3],q[14];\nRxxyyzz(0.41851791465439986*pi,0.13328290661435524*pi,0.09293481174549417*pi) q[4],q[6];\nRxxyyzz(0.3671835497743202*pi,0.3072417387215039*pi,3.735545833915931*pi) q[5],q[13];\nRxxyyzz(0.3599734407097711*pi,0.3362573128163917*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.30141632109668937*pi,0.13357116354794873*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.41755254070503944*pi,0.21247196478165614*pi,0.056336079995486954*pi) q[10],q[11];\nu3(3.4471310076945327*pi,0.9482119622892167*pi,1.4199936243553883*pi) q[0];\nu3(3.252778259521012*pi,0.2759463436948343*pi,0.6784139314707337*pi) q[1];\nu3(3.7237456252200545*pi,3.203959055701993*pi,0.9634377878681772*pi) q[2];\nu3(3.4715827261060266*pi,3.197092952539444*pi,1.6369038454078244*pi) q[3];\nu3(3.41200640617688*pi,1.6974490455818216*pi,4.407688358563906*pi) q[4];\nu3(3.617282257637861*pi,0.4383904071138027*pi,0.9527839082669605*pi) q[5];\nu3(3.5146132233312284*pi,3.45857217880517*pi,2.148344507827716*pi) q[6];\nu3(3.427284653957337*pi,3.267485158991623*pi,1.9901824442405824*pi) q[8];\nu3(3.726638522651453*pi,2.8367499473961306*pi,0.9984171956190666*pi) q[9];\nu3(3.291169504324071*pi,1.8158339003258428*pi,0.6430887440764628*pi) q[10];\nu3(3.3295976430127503*pi,-0.3912269724661358*pi,4.050912953729979*pi) q[11];\nu3(3.7048241046842225*pi,2.1283623987141738*pi,1.7234689746957623*pi) q[12];\nu3(3.45602278976527*pi,-0.49328017943670976*pi,1.3953565002340098*pi) q[13];\nu3(3.5893722570457216*pi,3.207493760361299*pi,0.9480152739825598*pi) q[14];\nu3(3.369001512754695*pi,0.25317411831610614*pi,0.8030880256818017*pi) q[15];\nu3(3.1180354513312434*pi,2.174109755187853*pi,0.8266410350308594*pi) q[16];\nRxxyyzz(0.39598182938740056*pi,0.1704124150275158*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.37528654751208945*pi,0.27036470347063735*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.47307836596884034*pi,0.19596783651027416*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4044905330081304*pi,0.2261232154103734*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4587731200254402*pi,0.17506354134140706*pi,0.054967260822109135*pi) q[15],q[4];\nRxxyyzz(0.4404187175215296*pi,0.1794899618448753*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4215524574879299*pi,0.36233354689755737*pi,3.9135240708547396*pi) q[7],q[10];\nRxxyyzz(0.4591532341889903*pi,0.2728366230804993*pi,3.913617816581299*pi) q[14],q[16];\nu3(3.3630406034160614*pi,-0.25674166638386686*pi,4.075193299579016*pi) q[0];\nu3(3.655416010139868*pi,-0.23563121273055188*pi,0.8029819410129586*pi) q[1];\nu3(3.8257178608699585*pi,0.8503770790862903*pi,0.9271200531265045*pi) q[2];\nu3(3.637759743433431*pi,2.8335568496018966*pi,1.471377314880526*pi) q[3];\nu3(3.7207903840718264*pi,1.9382413806476806*pi,4.475977204534033*pi) q[4];\nu3(3.224661046811411*pi,3.3128024013102015*pi,1.1260724461279619*pi) q[5];\nu3(3.507113449424588*pi,0.5639220913274261*pi,2.0112478114008976*pi) q[6];\nu3(3.5512335857730557*pi,3.168054560991683*pi,1.9739180965090914*pi) q[7];\nu3(3.092370628610049*pi,-0.10656866597079434*pi,4.16054892750549*pi) q[8];\nu3(3.4521750119488837*pi,2.394469476490377*pi,1.8021771054618094*pi) q[9];\nu3(3.039436200924569*pi,0.06791433555878712*pi,2.075437663049384*pi) q[10];\nu3(3.4395537308717636*pi,-0.07953105213141837*pi,1.6901875601941816*pi) q[12];\nu3(3.5904850891678577*pi,0.012774699902320497*pi,1.6010252731975123*pi) q[13];\nu3(3.8284271114730286*pi,1.1530645220460753*pi,0.6512842693928951*pi) q[14];\nu3(3.5233368309480104*pi,3.4383496674497*pi,1.1590027906376805*pi) q[15];\nu3(3.1692615174707828*pi,1.3849696915631764*pi,0.614530187372178*pi) q[16];\nRxxyyzz(0.41018066934154*pi,0.21446181023786226*pi,0.08602097059565472*pi) q[5],q[0];\nRxxyyzz(0.3828237112006091*pi,0.2616180391450299*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.38113150558057995*pi,0.1973778860238059*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.46092900533249015*pi,0.3332526818825467*pi,3.8300192137516302*pi) q[6],q[3];\nRxxyyzz(0.4772940753037106*pi,0.3245228602137491*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.41490167355597957*pi,0.1860709894589667*pi,3.9153946183403594*pi) q[10],q[16];\nRxxyyzz(0.40067011101686006*pi,0.31336454605028674*pi,3.9005257253297096*pi) q[14],q[12];\nRxxyyzz(0.4389873054612422*pi,0.3532182709554279*pi,0.0*pi) q[15],q[13];\nu3(3.1218697415406966*pi,-0.4086525471768921*pi,1.1598602574734955*pi) q[0];\nu3(3.59446772309056*pi,-0.2880856079684393*pi,0.8249695730729452*pi) q[1];\nu3(3.578181497024069*pi,3.003993875047282*pi,4.391964604713346*pi) q[2];\nu3(3.246495675283572*pi,-0.30145997071304576*pi,0.7073732907843597*pi) q[3];\nu3(3.1955156700711926*pi,2.3377416695075137*pi,1.6607690660332968*pi) q[4];\nu3(3.3177817704705364*pi,0.7373554467124679*pi,3.7836184869465566*pi) q[5];\nu3(3.6342032500587003*pi,-0.4291268769714629*pi,1.1743242601978594*pi) q[6];\nu3(3.666719504064718*pi,2.416235045313007*pi,2.326446588710194*pi) q[7];\nu3(3.374205927709134*pi,2.496202084092558*pi,0.6511210987192468*pi) q[8];\nu3(3.635983916230229*pi,-0.12340691155989536*pi,2.2555797011242618*pi) q[10];\nu3(3.227757151453635*pi,2.589916147501718*pi,1.6629304138955214*pi) q[11];\nu3(3.5603080678889087*pi,-0.3804732844570641*pi,0.7298435959586627*pi) q[12];\nu3(3.632739206860231*pi,-0.4966141975171573*pi,2.037167044170184*pi) q[13];\nu3(3.588631662752217*pi,3.262598466769081*pi,2.461770677463469*pi) q[14];\nu3(3.570000643018995*pi,2.574019999409651*pi,1.6267871603779327*pi) q[15];\nu3(3.6382094097819007*pi,-0.00012677715704756398*pi,1.3113853104926965*pi) q[16];\nRxxyyzz(0.40903841472513996*pi,0.3149649610868294*pi,0.0620292647923363*pi) q[0],q[10];\nRxxyyzz(0.3466251958008799*pi,0.14864643395003085*pi,0.045831018135608304*pi) q[2],q[1];\nRxxyyzz(0.4710801610529197*pi,0.2043512480893075*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.2636488123464097*pi,0.24064865772800748*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.3844340314891306*pi,0.31055198056098554*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4570617378838603*pi,0.3451912624265556*pi,0.10978212939360704*pi) q[9],q[7];\nRxxyyzz(0.3985635694523696*pi,0.09099771509132903*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4316263244204101*pi,0.19722083171476212*pi,3.9544513538047914*pi) q[14],q[16];\nu3(3.1617323059405456*pi,2.5965339017563753*pi,1.099817297759659*pi) q[0];\nu3(3.2816674711734137*pi,0.7633383572734842*pi,0.5625404532730668*pi) q[1];\nu3(3.6330183470212805*pi,0.5069414041511937*pi,1.4590447528723276*pi) q[2];\nu3(3.6428994024779926*pi,-0.048288486045355294*pi,3.9680983416157423*pi) q[3];\nu3(3.767817424994779*pi,3.041240006399565*pi,0.8419445032499833*pi) q[5];\nu3(3.6634682634269358*pi,1.4354423958945033*pi,1.5554754675112363*pi) q[6];\nu3(3.673805790634099*pi,3.1062531778471545*pi,3.0238564457652015*pi) q[7];\nu3(3.7381700428708804*pi,3.4609090556266575*pi,0.9502070913790444*pi) q[8];\nu3(3.5871168831997764*pi,3.014985145751876*pi,3.0600600610744717*pi) q[9];\nu3(3.8391585744902272*pi,-0.03420282812573883*pi,0.9501735438414839*pi) q[10];\nu3(3.4111252072590244*pi,2.6720012417953463*pi,1.3325332703724824*pi) q[11];\nu3(3.282391490719871*pi,2.7492283816695746*pi,0.7368763635819608*pi) q[12];\nu3(3.095058665596288*pi,-0.22412453825215484*pi,1.8525255256029347*pi) q[13];\nu3(3.441300794496713*pi,-0.12864669685920455*pi,1.3624125261269462*pi) q[14];\nu3(3.6287283892459663*pi,1.8768287210214174*pi,1.5084267815431993*pi) q[15];\nu3(3.6846876314338193*pi,3.2231121462952563*pi,2.1893399361400756*pi) q[16];\nRxxyyzz(0.3563259903350998*pi,0.26730389139209454*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.4469899355421796*pi,0.20464862057467847*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.43354594673464886*pi,0.10565871528821946*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.3715053381647403*pi,0.16025682952920708*pi,0.06663348524745924*pi) q[3],q[7];\nRxxyyzz(0.3909589518870399*pi,0.10754738302183908*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4213035231424007*pi,0.3348157169835604*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4506950126091098*pi,0.3787965264771387*pi,0.21380549465083643*pi) q[9],q[11];\nRxxyyzz(0.48533475251618985*pi,0.11260903540289058*pi,0.0*pi) q[10],q[14];\nu3(3.320132772035417*pi,-0.18651885261946266*pi,2.8138625952682825*pi) q[0];\nu3(3.228465335686698*pi,0.10467905773531205*pi,1.3201471801942999*pi) q[1];\nu3(3.2209638204864475*pi,2.904613414319444*pi,1.5436611964360072*pi) q[2];\nu3(3.8320797500765273*pi,3.311583808818213*pi,4.169750974108897*pi) q[3];\nu3(3.498596275888945*pi,0.2337497173663261*pi,1.2266191729258136*pi) q[4];\nu3(3.6096582938463357*pi,2.2030299995218265*pi,1.689246594517226*pi) q[6];\nu3(3.862519236990851*pi,-0.2088501408031017*pi,1.7546533176096832*pi) q[7];\nu3(3.816359032612915*pi,-0.18099991968352558*pi,0.5665094864968824*pi) q[8];\nu3(3.423066692398*pi,-0.33064017285658914*pi,4.293147104687238*pi) q[9];\nu3(3.3038171006526134*pi,2.240545614337326*pi,0.9407371798032255*pi) q[10];\nu3(3.3778239797469225*pi,2.7320746398248934*pi,0.9458404517433758*pi) q[11];\nu3(3.860836914771725*pi,-0.06928500715297997*pi,4.165146344847772*pi) q[12];\nu3(3.4616969077216795*pi,0.09864047208315774*pi,4.2669710687305935*pi) q[13];\nu3(3.8561265638703612*pi,2.239319677680212*pi,0.9195239402587857*pi) q[14];\nu3(3.340809070950683*pi,3.4748935456553327*pi,0.5485929561564014*pi) q[15];\nu3(3.425380988949583*pi,3.441311609330458*pi,1.1812939283817423*pi) q[16];\nRxxyyzz(0.38151522599612*pi,0.21195434040918215*pi,3.95730977211585*pi) q[11],q[0];\nRxxyyzz(0.3327635076005899*pi,0.11845314838893506*pi,0.07222792321685922*pi) q[2],q[1];\nRxxyyzz(0.44231430416883033*pi,0.30560254558055827*pi,3.809642125742791*pi) q[3],q[10];\nRxxyyzz(0.417447134400594*pi,0.15818545459367472*pi,0.09125656544621141*pi) q[4],q[13];\nRxxyyzz(0.4552313143777194*pi,0.3403341154534623*pi,3.9302249509597598*pi) q[5],q[16];\nRxxyyzz(0.41109542845573005*pi,0.3134713485865412*pi,0.05332783115435882*pi) q[12],q[6];\nRxxyyzz(0.349067817561437*pi,0.18605229416061242*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.45713186019096985*pi,0.22892439613267748*pi,3.897763062834161*pi) q[8],q[14];\nu3(3.4449871067332087*pi,3.3096299349140645*pi,1.1353944194702237*pi) q[0];\nu3(3.2484293625335785*pi,0.2731217144892*pi,4.051263843062377*pi) q[1];\nu3(3.9038733880235026*pi,1.8053634570477812*pi,1.1761833458320212*pi) q[2];\nu3(3.8989818086413592*pi,3.081667971718305*pi,1.1815370179704594*pi) q[3];\nu3(3.4739907197279987*pi,0.6969435975485634*pi,4.210945058767404*pi) q[4];\nu3(3.422626798211845*pi,-0.4298259684827209*pi,1.9225036480375137*pi) q[5];\nu3(3.605952292230785*pi,1.220386654877675*pi,1.3120404677712114*pi) q[6];\nu3(3.447956639547122*pi,2.1381889616660823*pi,1.4477528227009473*pi) q[7];\nu3(3.796253804705563*pi,0.3922935039621813*pi,1.4868850259725594*pi) q[8];\nu3(3.6991302683684677*pi,3.029112077558252*pi,4.2033373535401335*pi) q[9];\nu3(3.5447455538738826*pi,-0.06440480692220607*pi,1.250034062168492*pi) q[10];\nu3(3.498251427251658*pi,3.435581904884585*pi,2.3236432442390047*pi) q[11];\nu3(3.2100786026827683*pi,0.768860331200965*pi,0.7885047801432576*pi) q[12];\nu3(3.7380161141801*pi,0.5280747586580741*pi,3.6150354705373884*pi) q[13];\nu3(3.846915377311997*pi,2.855278631103944*pi,1.2505582284280599*pi) q[14];\nu3(3.193858689616436*pi,2.055610549601861*pi,0.5816363252183634*pi) q[16];\nRxxyyzz(0.3728597264553598*pi,0.24559831219260386*pi,3.8939737146372995*pi) q[3],q[0];\nRxxyyzz(0.3674068211739707*pi,0.2772624060037261*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.47522773975480015*pi,0.28409783344105577*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.3143521425325595*pi,0.11128585679740688*pi,0.044271104141643036*pi) q[5],q[6];\nRxxyyzz(0.43757597898422956*pi,0.3427446558972616*pi,3.85316338097511*pi) q[7],q[15];\nRxxyyzz(0.43149139682847976*pi,0.18471744876708882*pi,0.06314569245793468*pi) q[8],q[16];\nRxxyyzz(0.38499216131843017*pi,0.234430278467867*pi,0.1782254160187138*pi) q[9],q[10];\nRxxyyzz(0.39793733724445124*pi,0.08366239107740647*pi,0.0*pi) q[11],q[12];\nu3(3.2033541987841674*pi,-0.1946783232651066*pi,1.181463263219888*pi) q[0];\nu3(3.6349441557488205*pi,-0.027749173532443105*pi,2.218688556427499*pi) q[1];\nu3(3.4535453731900834*pi,0.43068129693731727*pi,1.4606138206516648*pi) q[2];\nu3(3.3784547036800916*pi,0.5463036448117178*pi,0.6764283855629509*pi) q[3];\nu3(3.8945295707920717*pi,3.0302526348658723*pi,0.778118897288608*pi) q[4];\nu3(3.956948263795423*pi,1.9051613422927476*pi,0.8123422903773543*pi) q[5];\nu3(3.336330968144382*pi,0.2591330341418904*pi,1.4209479693851494*pi) q[6];\nu3(3.5165432130447565*pi,0.08354826971470519*pi,2.4120095019972703*pi) q[7];\nu3(3.487579822893352*pi,0.25507334969148976*pi,0.7831366856212999*pi) q[8];\nu3(3.780365228793851*pi,0.14227956028903654*pi,3.352021396437875*pi) q[9];\nu3(3.5141338480367805*pi,0.6721090451744165*pi,0.5146023760037087*pi) q[10];\nu3(3.52932141007571*pi,2.578277439421554*pi,1.5535030353910968*pi) q[11];\nu3(3.4914638038610484*pi,0.7132595670507034*pi,1.7570387598295172*pi) q[12];\nu3(3.5282807853131857*pi,0.024257253316102845*pi,0.7955090364087765*pi) q[14];\nu3(3.435712532473401*pi,0.9242636736900929*pi,1.4520525133018785*pi) q[15];\nu3(3.7618401818357246*pi,1.4410784599822986*pi,0.5003686463472885*pi) q[16];\nmeasure q[4] -> c[1];\nmeasure q[7] -> c[2];\nmeasure q[2] -> c[4];\nRxxyyzz(0.48461853673425015*pi,0.3775897288519906*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.4378123125764799*pi,0.14416314029470412*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3804567656357295*pi,0.17992934092802024*pi,3.89852691379458*pi) q[3],q[8];\nRxxyyzz(0.4532050248417097*pi,0.1465810764014477*pi,3.9520073482869393*pi) q[5],q[13];\nRxxyyzz(0.4035186557540096*pi,0.09782827631557917*pi,3.9298977190693805*pi) q[9],q[16];\nRxxyyzz(0.4667188350213691*pi,0.12062606431260614*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.2829818982834498*pi,0.17066600795937603*pi,3.87856410127635*pi) q[11],q[15];\nu3(3.701985443902892*pi,2.4632482841079093*pi,4.049342172864611*pi) q[0];\nu3(3.508492537613759*pi,2.082672715734691*pi,1.5578561012468568*pi) q[1];\nu3(3.622092936079033*pi,1.9486957967411742*pi,0.7284203922262109*pi) q[3];\nu3(3.522508120410168*pi,0.2057981381552788*pi,1.2268485320926337*pi) q[5];\nu3(3.164283104223494*pi,2.4811131578712695*pi,0.505418374772245*pi) q[6];\nu3(3.2715060993218033*pi,2.6137358735181753*pi,1.6783709354938185*pi) q[8];\nu3(3.8488983043875504*pi,1.1097067642703762*pi,2.3630668102920156*pi) q[9];\nu3(3.3947324819586457*pi,-0.37685629861506287*pi,0.7465546433173449*pi) q[10];\nu3(3.370636446385268*pi,-0.04181689745963746*pi,1.8488158975156084*pi) q[11];\nu3(3.5137462751587236*pi,3.1062081774969377*pi,3.0815104043487596*pi) q[12];\nu3(3.5036100306057674*pi,3.042364135539949*pi,1.7954915297473284*pi) q[13];\nu3(3.696588272979867*pi,0.5536408218933564*pi,1.8725966040348827*pi) q[14];\nu3(0.3834382276548285*pi,2.7092944791728715*pi,1.326750777610306*pi) q[15];\nu3(3.937759565688526*pi,1.6315540383021894*pi,0.6735010552852216*pi) q[16];\nmeasure q[5] -> c[0];\nmeasure q[3] -> c[3];\nmeasure q[12] -> c[5];\nmeasure q[0] -> c[6];\nmeasure q[11] -> c[7];\nmeasure q[15] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[14] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[1] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[6] -> c[15];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.531542388321307*pi,-0.3869021182311284*pi,3.812539964613306*pi) q[0];\nu3(3.3106541725395022*pi,-0.04701034857048342*pi,2.5889405297701806*pi) q[1];\nu3(3.5277484623434265*pi,-0.0038620718040764945*pi,0.6128380703515419*pi) q[2];\nu3(3.439396620456286*pi,-0.43723290742542475*pi,3.2773589145488464*pi) q[3];\nu3(3.4378726587572936*pi,3.0159124586470605*pi,4.097973827693653*pi) q[4];\nu3(3.3280034560053844*pi,0.7564182019022263*pi,2.211887922168149*pi) q[5];\nu3(3.625058798366168*pi,0.8233140533591741*pi,1.3655520988799847*pi) q[6];\nu3(3.8175234393635633*pi,3.4555917340954636*pi,1.8385175269177003*pi) q[7];\nu3(3.607616946962354*pi,0.7644016246027239*pi,0.50109713852172*pi) q[8];\nu3(3.3750276985298457*pi,3.0655373218635313*pi,0.5882190143106045*pi) q[9];\nu3(3.575130256776425*pi,3.475422322884368*pi,2.148443076339692*pi) q[10];\nu3(3.5153380888620935*pi,-0.2770487337603507*pi,3.768402906112086*pi) q[11];\nu3(3.8490558993964616*pi,2.2179021816138396*pi,2.5274890857110015*pi) q[12];\nu3(3.3378983371968567*pi,2.100022955644256*pi,1.100202549213281*pi) q[13];\nu3(3.1874905836083727*pi,0.5179652453894881*pi,1.7928601604552377*pi) q[14];\nu3(3.831322069957913*pi,3.3858939463128355*pi,2.284914193401951*pi) q[15];\nu3(3.7816985561384904*pi,2.3524396557969363*pi,3.939021514385449*pi) q[16];\nRxxyyzz(0.4490206715743419*pi,0.3298379852185579*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.45373716046490975*pi,0.325209976019571*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4506420574452801*pi,0.3495182808699566*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4064225021409599*pi,0.21031688664009163*pi,3.9158049632815004*pi) q[4],q[11];\nRxxyyzz(0.32374399955965016*pi,0.22474189057806404*pi,0.16834861614935503*pi) q[5],q[7];\nRxxyyzz(0.4471987072040702*pi,0.31304846179556234*pi,3.9240088485706295*pi) q[6],q[16];\nRxxyyzz(0.45600838016821066*pi,0.2650868525610204*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.39113349023469013*pi,0.16091578572582865*pi,0.0*pi) q[12],q[15];\nu3(3.4279822913028606*pi,2.1429327314868485*pi,1.8238943697553363*pi) q[0];\nu3(3.6213559257286*pi,0.5162142125972751*pi,1.1138006400166909*pi) q[1];\nu3(3.9418141436219973*pi,1.389715755448277*pi,1.5222255545499364*pi) q[2];\nu3(3.697668907486212*pi,-0.38300726191145185*pi,1.757330996745499*pi) q[3];\nu3(3.3142443253288105*pi,-0.46842605091659206*pi,1.2996597036543676*pi) q[4];\nu3(3.5176318733296386*pi,0.12775638753348262*pi,0.670718981472754*pi) q[5];\nu3(3.4488179777967*pi,-0.3471903337087062*pi,1.1223208937886646*pi) q[6];\nu3(3.3997582810901767*pi,-0.2911717687174959*pi,3.614095199715188*pi) q[7];\nu3(3.2317053288055066*pi,2.4974102890457397*pi,2.2265634308105064*pi) q[8];\nu3(3.301360365385796*pi,3.1592260805272163*pi,1.4623773539174452*pi) q[9];\nu3(3.395600468615078*pi,2.9683338055495407*pi,0.677193667221994*pi) q[10];\nu3(3.3993123946761585*pi,0.03549756223922951*pi,1.1906418013720872*pi) q[11];\nu3(3.541636351187229*pi,0.751106425992834*pi,1.8117609497313019*pi) q[12];\nu3(3.8646229141905546*pi,2.5876639932615917*pi,0.5286083412408558*pi) q[13];\nu3(3.8294266832444546*pi,-0.3202158042946671*pi,2.1056183783536535*pi) q[15];\nu3(3.4758327310675545*pi,3.243124366499913*pi,1.5866070660329485*pi) q[16];\nRxxyyzz(0.4459512256913501*pi,0.2824869011866263*pi,3.90604721047988*pi) q[9],q[0];\nRxxyyzz(0.36941106939478896*pi,0.0942997446907824*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.43572014761618927*pi,0.32476981784050424*pi,3.77241461103078*pi) q[2],q[3];\nRxxyyzz(0.3998567793917295*pi,0.3600329691420501*pi,0.2209806726437002*pi) q[4],q[10];\nRxxyyzz(0.3673574299496897*pi,0.2137842599231582*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.3759641568616293*pi,0.11211335512422765*pi,3.897187954342*pi) q[7],q[15];\nRxxyyzz(0.3606167427306896*pi,0.12297889086518055*pi,0.06394904175866678*pi) q[8],q[14];\nRxxyyzz(0.4560701579388099*pi,0.10386417690024252*pi,0.0*pi) q[11],q[12];\nu3(3.4351682052064207*pi,2.8579744015122586*pi,1.1681807971842861*pi) q[0];\nu3(3.0836519485943827*pi,3.4365077134625297*pi,1.36697825105888*pi) q[1];\nu3(3.526019132589717*pi,-0.24315032936604275*pi,1.2049194598788215*pi) q[2];\nu3(3.5586303813959517*pi,-0.006116156067180523*pi,1.644398518182212*pi) q[3];\nu3(3.475208203265953*pi,3.2773565299021676*pi,2.253462155364356*pi) q[4];\nu3(3.560392701982849*pi,2.942195238043986*pi,1.0969166977120217*pi) q[5];\nu3(3.1449035719552394*pi,3.1211817489192137*pi,0.8442445132058918*pi) q[7];\nu3(3.5465929301084604*pi,3.400586551374791*pi,3.3468121186791286*pi) q[8];\nu3(3.339621412401903*pi,0.37546627631291596*pi,1.0293168997443933*pi) q[9];\nu3(3.357808016682698*pi,2.409759206650877*pi,1.0146485784354278*pi) q[10];\nu3(3.2803392849394397*pi,0.6629617778130075*pi,0.7768602782722249*pi) q[11];\nu3(3.32607729038871*pi,3.3717627171476026*pi,1.4213171718502484*pi) q[12];\nu3(3.5213009943054936*pi,0.5285261685002796*pi,2.2439631545810412*pi) q[13];\nu3(3.554493244615598*pi,-0.12349876384454161*pi,1.8264022849133434*pi) q[14];\nu3(3.0439863343820446*pi,3.248990030270331*pi,2.0330395677860897*pi) q[15];\nu3(3.557175650856088*pi,-0.07875464305951951*pi,1.5553474173961244*pi) q[16];\nRxxyyzz(0.43122327920736003*pi,0.3084063150101405*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.4444374559884702*pi,0.13607821939126508*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.37884028267529024*pi,0.19255471109064803*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.38734935743218957*pi,0.19306894260919938*pi,3.92875579228477*pi) q[4],q[14];\nRxxyyzz(0.426528685423969*pi,0.3579918556281763*pi,3.8009870184267194*pi) q[6],q[8];\nRxxyyzz(0.4253724617162242*pi,0.12816480508321537*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.39354808374127*pi,0.25154095588778436*pi,3.932645782026471*pi) q[10],q[9];\nRxxyyzz(0.45657660349734075*pi,0.3206615670174814*pi,0.0*pi) q[13],q[15];\nu3(3.7631663109088094*pi,3.3101821292652485*pi,3.7169832890617815*pi) q[0];\nu3(3.140557648170753*pi,0.13414433226844003*pi,0.8792992311825695*pi) q[2];\nu3(3.6528028624710656*pi,0.6298163446779039*pi,1.290589224563572*pi) q[3];\nu3(3.5528116620758805*pi,-0.06970938592942189*pi,1.6293564670963283*pi) q[4];\nu3(3.793599990734773*pi,3.0265930728029953*pi,1.526289856665774*pi) q[5];\nu3(3.4289114963441145*pi,0.8828563201981618*pi,2.1503570540970784*pi) q[6];\nu3(3.5451323371583974*pi,0.27594833309013156*pi,4.419718616439181*pi) q[7];\nu3(3.4801420726326056*pi,2.994273455031792*pi,1.340390808448547*pi) q[8];\nu3(3.545309626599079*pi,1.0613451663803692*pi,0.7275263227082376*pi) q[9];\nu3(3.457317221524054*pi,-0.2583303670576007*pi,2.3185652210620082*pi) q[10];\nu3(3.3524124191518108*pi,3.328572833040309*pi,1.6304321750858943*pi) q[11];\nu3(3.267332992498075*pi,2.505971088795997*pi,1.2874509443502995*pi) q[12];\nu3(3.469204538669779*pi,2.864928333310215*pi,1.4949034268569774*pi) q[13];\nu3(3.2545536061767226*pi,3.437256021002572*pi,1.936648938202083*pi) q[14];\nu3(3.674858544131088*pi,-0.28275399787777455*pi,0.8780274669858688*pi) q[15];\nu3(3.2353190050858833*pi,0.3975254496448941*pi,1.291585235687429*pi) q[16];\nRxxyyzz(0.4183954712208793*pi,0.3061358636064979*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.37394299889635885*pi,0.19139470899260402*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4029014640743301*pi,0.24333987563303291*pi,3.8283608199649297*pi) q[2],q[11];\nRxxyyzz(0.48594846151303983*pi,0.283491978779182*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3232759756908199*pi,0.18261362897199085*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.2985101468219403*pi,0.17974657361666102*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.27842634126520427*pi,0.08331156643482185*pi,0.0*pi) q[15],q[9];\nu3(3.4214384774180417*pi,3.390674449810938*pi,4.2690253609644095*pi) q[0];\nu3(3.6315959524661707*pi,0.3477816564871954*pi,1.5833221160377586*pi) q[1];\nu3(3.0831307918883537*pi,0.21724389621801077*pi,2.449349837250494*pi) q[2];\nu3(3.2577169314190306*pi,3.4718986400642766*pi,4.0529132217843395*pi) q[3];\nu3(3.5132967340513988*pi,-0.2559816962438771*pi,4.3897458403722345*pi) q[4];\nu3(3.285974571609727*pi,2.654435230895338*pi,0.5283862789312237*pi) q[5];\nu3(3.432056166299049*pi,0.4617980153794724*pi,1.5274899004109996*pi) q[6];\nu3(3.194219321813917*pi,3.4454751359683558*pi,2.479102078326668*pi) q[9];\nu3(3.912749970935277*pi,-0.4663328566745485*pi,2.4568448299141985*pi) q[10];\nu3(3.5652740928155167*pi,0.18563078780187303*pi,1.9251733245076992*pi) q[11];\nu3(3.259130534117387*pi,-0.4719336340556712*pi,2.2524322100684038*pi) q[12];\nu3(3.8889482989787463*pi,2.2402393437239843*pi,0.8579656821538085*pi) q[13];\nu3(3.2515612459550147*pi,3.272055291400452*pi,0.5994168421719903*pi) q[14];\nu3(3.2078361930389363*pi,-0.17473429231296078*pi,3.249496226027153*pi) q[15];\nRxxyyzz(0.36657691176109974*pi,0.26909349019871825*pi,3.9132865696578296*pi) q[3],q[0];\nRxxyyzz(0.3440950665149499*pi,0.19267853266263657*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.4089596000131047*pi,0.23054153964767266*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.43762312585917906*pi,0.15935241882683937*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.2898451753469109*pi,0.13367171116806087*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.42844593925906704*pi,0.20906722666106597*pi,0.15331826441760293*pi) q[7],q[11];\nRxxyyzz(0.4427176508641715*pi,0.15568065555620192*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4467094546423196*pi,0.16008530194600645*pi,0.0777664092874733*pi) q[15],q[14];\nu3(3.707343714126207*pi,-0.3725153947095694*pi,1.4685564526907744*pi) q[0];\nu3(3.275397966324825*pi,-0.147327791972792*pi,0.9555620510308707*pi) q[1];\nu3(3.470135585626933*pi,0.6588321532133019*pi,2.134355110975914*pi) q[2];\nu3(3.7102195405936684*pi,2.84622427418569*pi,1.5797537620004332*pi) q[3];\nu3(3.286230019671097*pi,0.009884643161988116*pi,1.209098896982373*pi) q[4];\nu3(3.486661463236752*pi,1.194204476443994*pi,1.5605993387305577*pi) q[5];\nu3(3.2092645058154625*pi,0.11399803798667896*pi,0.7545638254136042*pi) q[6];\nu3(3.5621893181538242*pi,0.06437816792198814*pi,3.582338469457156*pi) q[7];\nu3(3.3458450455977626*pi,-0.01803724994302669*pi,3.2888013449529843*pi) q[8];\nu3(3.979303447681943*pi,0.6401685321268695*pi,2.267200266007774*pi) q[9];\nu3(3.5651318005315855*pi,3.3706949418197474*pi,4.225066481040553*pi) q[10];\nu3(3.720252815095583*pi,0.316205640960042*pi,3.3223018373589563*pi) q[11];\nu3(3.4239483723089346*pi,3.346765653734928*pi,0.8575479100720025*pi) q[13];\nu3(3.1287772575580064*pi,0.6937773591724175*pi,2.01489003059409*pi) q[14];\nu3(3.5538389024198223*pi,0.4833858142574974*pi,4.092667109327163*pi) q[15];\nu3(3.0961923314617126*pi,0.8916359131571943*pi,1.6375662024756907*pi) q[16];\nRxxyyzz(0.4492095409027898*pi,0.2778155276962728*pi,0.14970304199479756*pi) q[0],q[9];\nRxxyyzz(0.3099340106387396*pi,0.17068225680350058*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.47890023056541053*pi,0.20941918123266046*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.44239149817962975*pi,0.3407118114575963*pi,0.11222626941651788*pi) q[5],q[6];\nRxxyyzz(0.4113041555843296*pi,0.28975775219497824*pi,3.89682196219386*pi) q[16],q[8];\nRxxyyzz(0.21392927280844998*pi,0.14619522285507358*pi,0.06704133131895862*pi) q[10],q[14];\nRxxyyzz(0.4278367689904199*pi,0.3434568971648191*pi,0.0*pi) q[13],q[12];\nu3(3.173596303212457*pi,3.0030227865008507*pi,1.7474210892527482*pi) q[0];\nu3(3.4990094724100915*pi,0.4791913304204951*pi,2.1340534351581257*pi) q[1];\nu3(3.1230810474714534*pi,-0.47687806793322984*pi,1.8413104779104534*pi) q[2];\nu3(3.4836762875706215*pi,2.0265936563303177*pi,1.9612352225248926*pi) q[3];\nu3(3.2425372696859416*pi,3.47785945365756*pi,0.6292099705133434*pi) q[5];\nu3(3.6775542476006713*pi,3.2948480495078214*pi,3.1719122479408526*pi) q[6];\nu3(3.376029304982458*pi,0.6394281308343523*pi,1.8372351992457736*pi) q[8];\nu3(3.7196763105285355*pi,2.648738832323035*pi,0.7979691480983762*pi) q[9];\nu3(3.910919979805952*pi,0.46127740013570473*pi,4.232446250487633*pi) q[10];\nu3(3.7493779472451565*pi,0.7068500313883983*pi,0.938119725279527*pi) q[12];\nu3(3.42714631592208*pi,2.5813901864442546*pi,0.7986182703463941*pi) q[13];\nu3(3.6366468975393134*pi,-0.1969497135237262*pi,4.46297396500558*pi) q[14];\nu3(3.265813026571169*pi,1.4758722002224023*pi,0.8305599312312792*pi) q[15];\nu3(3.521844049498773*pi,3.377470204940026*pi,1.7128639472224938*pi) q[16];\nRxxyyzz(0.38997121857841954*pi,0.2694217756055174*pi,3.821746305538161*pi) q[6],q[0];\nRxxyyzz(0.35275580219235747*pi,0.12530198696909656*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4108313153378099*pi,0.15504141833111384*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.32169272934071*pi,0.25399836599891945*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3420548712265301*pi,0.23129678695744815*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4739316327678216*pi,0.23045976072055296*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.43887809511531006*pi,0.08372014301541025*pi,0.05492077438185883*pi) q[11],q[12];\nRxxyyzz(0.42232846143802927*pi,0.22753510843376198*pi,0.05677649067152055*pi) q[13],q[16];\nu3(3.6507779577646544*pi,0.21557670080353764*pi,0.8826303816762531*pi) q[0];\nu3(3.471826036548058*pi,-0.17749888491346483*pi,0.771943956993705*pi) q[1];\nu3(3.5177512799997825*pi,2.7918909714723195*pi,1.7314603471286398*pi) q[2];\nu3(3.5834736684496504*pi,-0.47081827210366906*pi,1.6791171991497251*pi) q[3];\nu3(3.560329274014933*pi,2.8356664783287617*pi,2.457198114623502*pi) q[4];\nu3(3.854111832729144*pi,3.474888655576717*pi,4.060778029487855*pi) q[5];\nu3(3.0833937639674676*pi,2.9101140095114206*pi,1.0991819906613594*pi) q[6];\nu3(3.0651418777576938*pi,3.0483437655897405*pi,4.148821749656381*pi) q[8];\nu3(3.7488925999969105*pi,3.4268258075929543*pi,4.267933798892433*pi) q[9];\nu3(3.7011484503715013*pi,-0.11459845230093035*pi,1.9779944905528073*pi) q[10];\nu3(3.4208472533059604*pi,3.0656134446019685*pi,1.7371511407793623*pi) q[11];\nu3(3.6567189538578413*pi,0.14454795250889463*pi,4.389863611504638*pi) q[12];\nu3(3.4523279828801474*pi,0.23061528120541486*pi,0.7848270406491077*pi) q[13];\nu3(3.8437755381701373*pi,3.251817678775562*pi,1.2326585175452354*pi) q[14];\nu3(3.2191179339774427*pi,-0.213931358859499*pi,1.8924761334498372*pi) q[15];\nu3(3.3855010626183666*pi,2.527800053221116*pi,1.2334282928239215*pi) q[16];\nRxxyyzz(0.32550140743408995*pi,0.18232359291414246*pi,0.06506278802208243*pi) q[5],q[0];\nRxxyyzz(0.4405404696684202*pi,0.2355887273631061*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3802008694693103*pi,0.18151953762493203*pi,0.06896443316766289*pi) q[3],q[7];\nRxxyyzz(0.32153490962986986*pi,0.30957329821731716*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4304266599072795*pi,0.2867245351294981*pi,0.04935111026253489*pi) q[9],q[15];\nRxxyyzz(0.37694062131556016*pi,0.20920573471889317*pi,0.044501608166124494*pi) q[12],q[10];\nRxxyyzz(0.46259230482074964*pi,0.33059082699107833*pi,0.0*pi) q[13],q[14];\nu3(3.493078752957624*pi,1.9397877548306823*pi,3.889928925155375*pi) q[0];\nu3(3.609537030724321*pi,3.198783226677406*pi,0.5267483338655897*pi) q[2];\nu3(3.824838686914723*pi,1.0339897030520055*pi,4.166051359809415*pi) q[3];\nu3(3.7154453289761884*pi,2.414185416491834*pi,0.5933939450366839*pi) q[4];\nu3(3.530896205956059*pi,0.987537952587237*pi,0.5022994352965948*pi) q[5];\nu3(3.6313230737766373*pi,2.572019614565284*pi,1.6388972641762238*pi) q[6];\nu3(3.653483618321916*pi,-0.10957235805084392*pi,4.1466584792127605*pi) q[7];\nu3(3.4420927436511466*pi,2.3737726808409247*pi,1.0324800637361464*pi) q[9];\nu3(3.804200429084898*pi,1.3702250841070236*pi,4.417907204160068*pi) q[10];\nu3(3.9352224751998786*pi,2.645076736072398*pi,3.5509140521832836*pi) q[12];\nu3(3.624000199598309*pi,1.3094353642042154*pi,1.519690076449508*pi) q[13];\nu3(3.149203135652404*pi,1.1549765504039047*pi,1.6604194097803435*pi) q[14];\nu3(3.1718354293324253*pi,1.2046899924899432*pi,0.5603444371375594*pi) q[15];\nu3(3.7635382830930486*pi,3.492111589883585*pi,0.8673371860369232*pi) q[16];\nRxxyyzz(0.3328830582493486*pi,0.07445973666310235*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.45087385966429944*pi,0.22340073850825878*pi,0.1773521385460073*pi) q[4],q[1];\nRxxyyzz(0.42158313725028906*pi,0.20011377195236157*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.43521339474540977*pi,0.28704741269281464*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.4715615031205297*pi,0.05300906001657779*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.35126610140087955*pi,0.21123600185354785*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.41633183876310964*pi,0.3635703072858334*pi,0.057194663625456776*pi) q[7],q[8];\nRxxyyzz(0.3703229166013503*pi,0.28677718511383926*pi,0.15197750779774186*pi) q[12],q[14];\nu3(3.650491679990791*pi,-0.3828519260272615*pi,1.1690206477960183*pi) q[0];\nu3(3.3017595517784875*pi,0.834430220067115*pi,0.6134565239334114*pi) q[1];\nu3(3.3381956461314015*pi,0.008927940574131599*pi,0.6854447270171753*pi) q[2];\nu3(3.7096155888168356*pi,1.8367508937848416*pi,1.380535234450692*pi) q[3];\nu3(3.8677764826591012*pi,-0.1348185152858698*pi,1.6882722966671844*pi) q[4];\nu3(3.6683071950293367*pi,-0.010137211875578034*pi,2.485568576329514*pi) q[5];\nu3(3.409823670688543*pi,0.6244247180492428*pi,0.9162364949640898*pi) q[6];\nu3(3.380980701295008*pi,0.48688252762084905*pi,0.7495172098329594*pi) q[7];\nu3(3.67883870137372*pi,0.431421958984499*pi,4.361049073095836*pi) q[8];\nu3(3.954994059932057*pi,-0.1779302387573123*pi,1.5873554946699244*pi) q[9];\nu3(3.7162001181964506*pi,2.3750349242626663*pi,2.350191607653307*pi) q[10];\nu3(3.3910437777353595*pi,0.17166755554475555*pi,2.2133038320472553*pi) q[11];\nu3(3.5373489140817*pi,2.898544995243212*pi,4.260433539112835*pi) q[12];\nu3(3.5850514932496598*pi,2.0860658366477938*pi,1.5336769394299092*pi) q[13];\nu3(3.827002660213148*pi,1.7880585202655377*pi,4.367891896666548*pi) q[14];\nu3(3.2314122231706675*pi,-0.02751073963602879*pi,0.930873620310096*pi) q[16];\nRxxyyzz(0.4304579728218903*pi,0.21210128778653264*pi,3.8858877545552293*pi) q[0],q[4];\nRxxyyzz(0.4511697707870405*pi,0.25581040060983296*pi,0.06267597340103448*pi) q[1],q[15];\nRxxyyzz(0.41132246991668936*pi,0.17986119400264045*pi,0.09702329164530793*pi) q[3],q[14];\nRxxyyzz(0.4547638129762396*pi,0.13540060713887714*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.48633106421842953*pi,0.30068083829527215*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4350453127167653*pi,0.11492641306915008*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.4636075997423599*pi,0.18046725314729184*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.3608748807381249*pi,0.159581671472537*pi,0.0*pi) q[11],q[16];\nu3(3.89092587768971*pi,3.3551421825141436*pi,1.4148249380076434*pi) q[0];\nu3(3.550337847535496*pi,2.897556673657773*pi,3.903839468264469*pi) q[1];\nu3(3.080142680790919*pi,2.431705469105111*pi,1.2209976373775218*pi) q[3];\nu3(3.6131021387802953*pi,1.0619638591299725*pi,0.7890632532511184*pi) q[4];\nu3(3.7895321800711437*pi,-0.33918927636893115*pi,3.716749061290138*pi) q[5];\nu3(3.797490265666492*pi,-0.45305162797636833*pi,3.930858418973405*pi) q[6];\nu3(3.4863646026881163*pi,2.9798863859811298*pi,4.274164187916579*pi) q[7];\nu3(3.3926787376376266*pi,-0.28999874419017657*pi,2.0337150262594674*pi) q[8];\nu3(3.055964781614831*pi,3.3549080423415836*pi,1.570548046583256*pi) q[9];\nu3(3.3043000748535727*pi,-0.2550497621002037*pi,0.8165266734669081*pi) q[10];\nu3(3.434853833178117*pi,-0.25331228499042424*pi,0.7363601501206092*pi) q[11];\nu3(3.8372514640089097*pi,-0.39714805366821865*pi,2.1901274501840238*pi) q[12];\nu3(3.597385201131429*pi,0.5032630702506808*pi,1.2816848778527532*pi) q[13];\nu3(3.391197770379919*pi,2.5889759845056717*pi,3.5124152171875958*pi) q[14];\nu3(3.7183342055495414*pi,-0.3228186894256824*pi,1.2796329174238381*pi) q[15];\nu3(3.363712012281993*pi,2.7147941572202767*pi,0.7751037571377549*pi) q[16];\nRxxyyzz(0.3663414791901695*pi,0.13325578435237248*pi,3.9572224104664304*pi) q[0],q[13];\nRxxyyzz(0.47220584173818914*pi,0.2784752008272322*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.2989973644535289*pi,0.24067169097400765*pi,3.919469720329099*pi) q[3],q[10];\nRxxyyzz(0.45992594599912007*pi,0.18770362258580708*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4029911825869601*pi,0.17380993584845505*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.35080190883768997*pi,0.2694257148114856*pi,0.06687298251468299*pi) q[8],q[14];\nu3(3.7638837459512*pi,-0.09005802012085601*pi,2.1274178433712283*pi) q[0];\nu3(3.144087364395112*pi,2.0329907632374824*pi,1.940242902520946*pi) q[2];\nu3(3.3918689050527537*pi,3.0411668513037764*pi,1.0440328518851851*pi) q[3];\nu3(3.780372554826547*pi,2.1637959630567547*pi,1.0281537664944569*pi) q[4];\nu3(3.5139211356319047*pi,2.4065175631080953*pi,1.2069312988219112*pi) q[5];\nu3(3.3285392313494455*pi,0.5414723197652831*pi,0.633331590809491*pi) q[6];\nu3(3.4275094542997135*pi,0.2626562876691031*pi,0.6069910925144993*pi) q[7];\nu3(3.5498623236445956*pi,3.258999213600861*pi,3.682131782904796*pi) q[8];\nu3(3.264150201497017*pi,2.959574861441493*pi,0.5858912336849711*pi) q[10];\nu3(3.6943435973070775*pi,0.34423622423788447*pi,0.7457679909120332*pi) q[12];\nu3(3.5160702767240024*pi,0.5267312688691499*pi,0.5693412730236971*pi) q[13];\nu3(3.061940585210295*pi,-0.450983385156727*pi,3.133381616174247*pi) q[14];\nRxxyyzz(0.33887241112879984*pi,0.2168239198315406*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3941684869997698*pi,0.21863309260217406*pi,0.09574272927656174*pi) q[9],q[2];\nRxxyyzz(0.4550239768341093*pi,0.27279610761945244*pi,3.9596078342028997*pi) q[6],q[3];\nRxxyyzz(0.41117685562638007*pi,0.22788896071809867*pi,0.07851260873062821*pi) q[4],q[14];\nRxxyyzz(0.44200183661731085*pi,0.39360954207134474*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.46756033488241977*pi,0.11698215184932448*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4704714443241135*pi,0.2387532672259477*pi,0.0*pi) q[16],q[10];\nu3(3.7129502197892346*pi,3.2611946870686626*pi,3.282572291387323*pi) q[1];\nu3(3.5736517764985885*pi,2.3984904283781754*pi,3.8185408051205445*pi) q[2];\nu3(3.743483696508573*pi,3.334787858474013*pi,1.5180864440024353*pi) q[3];\nu3(3.3884539317296545*pi,-0.39503245674040743*pi,2.9562824912450534*pi) q[4];\nu3(3.3341465776360746*pi,0.6322122231490537*pi,1.0049607796207607*pi) q[5];\nu3(3.4581454976578594*pi,2.810619881714333*pi,1.6549803421756581*pi) q[6];\nu3(3.302616037153524*pi,3.457105232225725*pi,1.596181757861339*pi) q[7];\nu3(3.7809127955022026*pi,1.4916916215189615*pi,3.887173452084724*pi) q[9];\nu3(3.6235888931217004*pi,2.317663361092494*pi,0.8037349677253951*pi) q[10];\nu3(3.225102904411785*pi,2.7564372150513536*pi,0.9579901864370183*pi) q[11];\nu3(3.3225625728800345*pi,-0.46958711886969795*pi,0.8096948000535198*pi) q[12];\nu3(3.6713968877818424*pi,2.8527853097798768*pi,3.740467449928947*pi) q[14];\nu3(3.266804335756073*pi,2.610681761233471*pi,4.152366727089964*pi) q[15];\nu3(3.5092235202240127*pi,1.850578499841336*pi,1.2160798326947793*pi) q[16];\nRxxyyzz(0.3772476978064502*pi,0.24751701192197306*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.40385334739331424*pi,0.10408451470436475*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.3489086803943299*pi,0.19533769254032807*pi,3.8580503455136306*pi) q[11],q[2];\nRxxyyzz(0.30497085779402155*pi,0.2593428757083208*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.44059153287294*pi,0.2198949762669903*pi,0.1701044540989101*pi) q[10],q[15];\nRxxyyzz(0.40089491218556994*pi,0.2716494432868617*pi,0.0*pi) q[13],q[12];\nRxxyyzz(0.41075652006879004*pi,0.3024294643177307*pi,3.929223193751181*pi) q[16],q[14];\nu3(3.1059030752330514*pi,2.9290646447748347*pi,4.432329944594147*pi) q[0];\nu3(3.457679571731343*pi,0.023798121273575834*pi,1.3543005452671395*pi) q[1];\nu3(3.656937768579582*pi,3.28213209098184*pi,4.03858546705765*pi) q[2];\nu3(3.2225195993092095*pi,2.4772886234044744*pi,1.3918217987112944*pi) q[4];\nu3(3.3825899257122147*pi,0.933629517759134*pi,1.1300197116897637*pi) q[7];\nu3(3.242877211637847*pi,-0.4743567745451598*pi,3.9208911356028517*pi) q[8];\nu3(3.0640403531798657*pi,0.2648855151373256*pi,4.276764958640557*pi) q[9];\nu3(3.4845120802040475*pi,3.380474354119052*pi,1.5513305711591636*pi) q[10];\nu3(3.5707359277586237*pi,0.8082258702587914*pi,4.392559301291052*pi) q[11];\nu3(3.451696422174554*pi,1.9482547002814155*pi,1.5443565185087307*pi) q[12];\nu3(3.3748447811599256*pi,2.3914963211261693*pi,4.049285872343418*pi) q[13];\nu3(3.726726570137974*pi,-0.4678964283343312*pi,1.9999966509150398*pi) q[14];\nu3(3.7523481696735566*pi,0.24830412720165507*pi,4.476485665047084*pi) q[15];\nu3(3.2643793854365226*pi,2.8424444292915063*pi,1.820246882940861*pi) q[16];\nRxxyyzz(0.47865755158573375*pi,0.25199554133864055*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4540341446563603*pi,0.24807727770831112*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.43052330041540987*pi,0.23734264713528622*pi,0.14846923772144646*pi) q[7],q[2];\nRxxyyzz(0.34309077864348947*pi,0.20520052945537337*pi,0.10273983410458243*pi) q[3],q[14];\nRxxyyzz(0.32056444872776974*pi,0.23753851537061044*pi,0.059092019202395374*pi) q[4],q[13];\nRxxyyzz(0.44386696707244966*pi,0.32136570770473766*pi,3.8688785346074397*pi) q[10],q[5];\nRxxyyzz(0.4263902512008899*pi,0.18042494668110542*pi,0.0*pi) q[16],q[12];\nu3(3.108270850981952*pi,3.070515043786701*pi,4.312885879115916*pi) q[0];\nu3(3.6203051330257576*pi,3.452694924676986*pi,1.5975519839868257*pi) q[1];\nu3(3.116599275512099*pi,-0.3954230936146579*pi,2.736215965425759*pi) q[2];\nu3(3.552415258732049*pi,0.5318272761778366*pi,4.336434250069354*pi) q[3];\nu3(3.4357980878236676*pi,-0.2904033367698486*pi,0.5411303730674093*pi) q[4];\nu3(3.331629153601368*pi,3.1189562261470085*pi,1.7218862817956682*pi) q[5];\nu3(3.3991332758747896*pi,0.0017450295640412117*pi,4.417238402307877*pi) q[6];\nu3(3.534647042925672*pi,-0.12579468383798886*pi,4.438014025825877*pi) q[7];\nu3(3.2992341797695337*pi,3.123498077458213*pi,0.8784739248594886*pi) q[10];\nu3(3.5102749996719202*pi,3.210881665701409*pi,2.2901262171118013*pi) q[11];\nu3(3.617708963478217*pi,1.2831747384835288*pi,1.3218884291045532*pi) q[12];\nu3(3.639293732081592*pi,2.956174867989352*pi,3.6954271287377543*pi) q[13];\nu3(3.4288587690309886*pi,3.179014592236673*pi,3.3343236496430775*pi) q[14];\nu3(3.593952999391392*pi,3.218651636207667*pi,0.6653824110825828*pi) q[16];\nRxxyyzz(0.22813517957044968*pi,0.07713047722731048*pi,3.960746209245981*pi) q[0],q[7];\nRxxyyzz(0.4280347950879593*pi,0.06515657206214032*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.44870277610686016*pi,0.04383436127199336*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.4161371447444361*pi,0.21252718621691735*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4453021547681645*pi,0.2637562799559917*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.43945461658706897*pi,0.07235220936188136*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4599587293812932*pi,0.24774986573087387*pi,3.9534643698250322*pi) q[6],q[14];\nRxxyyzz(0.4015794448016001*pi,0.22058865421436863*pi,3.8033835573223898*pi) q[9],q[12];\nu3(3.5842405063075904*pi,0.9941144564511166*pi,0.9534326492083643*pi) q[0];\nu3(3.4247421319439466*pi,-0.14259958207022472*pi,0.7136883984929369*pi) q[1];\nu3(3.3551749382365306*pi,1.2014697803028889*pi,0.7258158364231961*pi) q[2];\nu3(3.607719172776852*pi,2.9240755355706094*pi,1.2687189075416365*pi) q[3];\nu3(3.361603096184883*pi,2.0841027503858305*pi,1.0563757884907818*pi) q[4];\nu3(3.3765100190281516*pi,3.2503831016797884*pi,0.7335726745122342*pi) q[5];\nu3(3.819785653840223*pi,-0.22463926613456486*pi,2.2015571943584273*pi) q[6];\nu3(3.714212556661355*pi,2.3030298151811914*pi,2.3545444548303607*pi) q[7];\nu3(3.403316894455767*pi,2.9266204912018123*pi,2.17056526637188*pi) q[8];\nu3(3.170884616458392*pi,-0.29876840140755395*pi,1.5550189979595386*pi) q[9];\nu3(3.246391202450802*pi,-0.4496180918456053*pi,1.6801921780993552*pi) q[10];\nu3(3.09071980235134*pi,3.0043875240490507*pi,1.9468421332287678*pi) q[11];\nu3(3.4181450908033453*pi,3.476288100769812*pi,0.6290892315939072*pi) q[12];\nu3(3.6996217977313135*pi,-0.2976949946131002*pi,2.358236873415523*pi) q[13];\nu3(3.3968162088050367*pi,2.5489290181997863*pi,1.4815098323928928*pi) q[14];\nu3(3.472563758338134*pi,0.35593982661218426*pi,1.4505862612346347*pi) q[16];\nRxxyyzz(0.3775758082250801*pi,0.2284249330243822*pi,3.893244678687319*pi) q[0],q[14];\nRxxyyzz(0.41449667337505025*pi,0.18368344377607787*pi,3.8980007707803104*pi) q[1],q[4];\nRxxyyzz(0.26993226355012995*pi,0.2466737355831099*pi,0.06666438563749333*pi) q[5],q[2];\nRxxyyzz(0.4210716574302996*pi,0.22085425192796537*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.35676066697466974*pi,0.16343624963647319*pi,3.90873384617952*pi) q[16],q[7];\nRxxyyzz(0.44557671670543675*pi,0.10986692237209272*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.44873728540876956*pi,0.2677950094937831*pi,0.0*pi) q[15],q[11];\nu3(3.773316642484411*pi,1.3489808900001763*pi,2.4906417090888313*pi) q[0];\nu3(3.486977488851469*pi,0.8673949984219596*pi,2.392896588929818*pi) q[1];\nu3(3.561348723545717*pi,3.413171486415409*pi,0.8250447536373581*pi) q[2];\nu3(3.8254844182121945*pi,2.763864741283759*pi,0.5599114392729776*pi) q[3];\nu3(3.6221749705483597*pi,2.172435825130992*pi,2.093905047848428*pi) q[4];\nu3(3.3576773408835034*pi,0.36905651568860476*pi,1.8767538955650414*pi) q[5];\nu3(3.7022169685275275*pi,2.88777776005227*pi,1.7100221294774764*pi) q[7];\nu3(3.488117109285144*pi,0.11156021592644261*pi,0.6170767394646695*pi) q[8];\nu3(3.394663936624595*pi,0.6919204439064486*pi,2.2923714000373736*pi) q[10];\nu3(3.293872044585287*pi,-0.4462936586802635*pi,4.490235582982745*pi) q[11];\nu3(3.1313524132324413*pi,1.9324398200158912*pi,1.742972904177761*pi) q[13];\nu3(3.1358021018730873*pi,0.8703866158593454*pi,1.0560360343767559*pi) q[14];\nu3(3.3579241157137485*pi,0.23675500003480687*pi,4.042337963269649*pi) q[15];\nu3(3.5885001884440717*pi,0.9598049054706455*pi,1.4066968903617898*pi) q[16];\nmeasure q[0] -> c[2];\nmeasure q[15] -> c[11];\nmeasure q[14] -> c[16];\nRxxyyzz(0.44286532004653*pi,0.2264232010458499*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3477900874244201*pi,0.13365460410544394*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.40748614638869013*pi,0.3004053330467731*pi,0.11764671806086266*pi) q[10],q[3];\nRxxyyzz(0.35667631937790995*pi,0.24671927777603564*pi,0.09695811280243039*pi) q[6],q[16];\nRxxyyzz(0.37904832433325*pi,0.17717824256779113*pi,3.86830606171945*pi) q[9],q[7];\nRxxyyzz(0.43562147412650015*pi,0.32124077181189525*pi,3.88742981990982*pi) q[8],q[13];\nRxxyyzz(0.3690029526622598*pi,0.08896146174566344*pi,0.0*pi) q[12],q[11];\nu3(3.0882126988928915*pi,1.4858129800362123*pi,1.2303021860444754*pi) q[1];\nu3(3.118097711161858*pi,3.048157366855734*pi,2.3883118581881195*pi) q[2];\nu3(3.5271556490241283*pi,1.9792795489742048*pi,0.5982043483182039*pi) q[3];\nu3(0.4248549740962023*pi,-0.17631252117410962*pi,0.5815873812033816*pi) q[4];\nu3(3.067406396515761*pi,-0.20561760039085275*pi,1.3097343484427455*pi) q[5];\nu3(1.1232357420919832*pi,-0.36037055553160835*pi,0.5333762554422412*pi) q[6];\nu3(3.5346428078356684*pi,2.5825312635496696*pi,2.355099454822328*pi) q[7];\nu3(3.459361607365023*pi,3.28384044042423*pi,1.975499758992369*pi) q[8];\nu3(3.5360949083910937*pi,-0.2979948559113716*pi,1.9207021049283979*pi) q[9];\nu3(3.4559855300216724*pi,1.0155070588299793*pi,3.083124319448281*pi) q[10];\nu3(3.13153243158494*pi,0.5727065511891609*pi,1.6889216844028188*pi) q[11];\nu3(3.8395586732902105*pi,0.049463809885625376*pi,4.040445405254672*pi) q[12];\nu3(3.6089937543578703*pi,-0.4341874123150036*pi,2.167849231680832*pi) q[13];\nu3(0.45083847321771287*pi,3.4781852998041534*pi,3.5708666994318*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[8] -> c[3];\nmeasure q[9] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[3] -> c[6];\nmeasure q[1] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[16] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[12] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[11] -> c[14];\nmeasure q[2] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.4681955576680497*pi,3.40079056888847*pi,1.4365391307509574*pi) q[0];\nu3(3.5257712131756325*pi,-0.2751694409634885*pi,0.8470947499209109*pi) q[1];\nu3(3.746627360633921*pi,2.5373676273727086*pi,0.6586270506073901*pi) q[2];\nu3(3.3264349417233383*pi,2.097413131162887*pi,1.360875860114339*pi) q[3];\nu3(3.3315969275482704*pi,0.16894362320871426*pi,3.830867240975378*pi) q[4];\nu3(3.8684564739136027*pi,3.041501127573023*pi,3.7205639067216656*pi) q[5];\nu3(3.523297978641296*pi,0.5270392144174356*pi,4.3603537116067805*pi) q[6];\nu3(3.557201785785437*pi,3.447180810621352*pi,1.3256510469618183*pi) q[7];\nu3(3.5509178844550795*pi,0.6902893766923053*pi,1.6272435168327615*pi) q[8];\nu3(3.5277510498375113*pi,2.688466319912212*pi,3.709063544130019*pi) q[9];\nu3(3.4895311833404072*pi,-0.19205843713876908*pi,3.577621970747727*pi) q[10];\nu3(3.787879881240602*pi,0.8410850078169281*pi,1.3542237362727312*pi) q[11];\nu3(3.6706160252364572*pi,0.9341476158104485*pi,0.5260949184923778*pi) q[12];\nu3(3.216123405889302*pi,3.3205942045728545*pi,2.690463230325827*pi) q[13];\nu3(3.698838317996316*pi,0.2907250548674085*pi,1.3119621980490672*pi) q[14];\nu3(3.4839155495706877*pi,0.5177818768997589*pi,1.4019048753796413*pi) q[15];\nu3(3.5375113151902062*pi,0.5901356519026817*pi,4.2559090396323995*pi) q[16];\nRxxyyzz(0.44789431931794*pi,0.18866381417393313*pi,3.90463243327675*pi) q[0],q[5];\nRxxyyzz(0.3765491256090503*pi,0.3068543612699737*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.41408554661592056*pi,0.10540419528000067*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.42737077709092997*pi,0.26376210431977065*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4633602020954606*pi,0.3144853586373819*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.3758591970286696*pi,0.2497022709177837*pi,3.89755873805957*pi) q[7],q[9];\nRxxyyzz(0.3293543144539099*pi,0.184839591029486*pi,0.10024687842159707*pi) q[8],q[15];\nRxxyyzz(0.4412760472447892*pi,0.20737006567068494*pi,0.0*pi) q[10],q[16];\nu3(3.809144676505571*pi,3.271948932341706*pi,0.8993796959052038*pi) q[0];\nu3(3.626807008056951*pi,2.5245717822532594*pi,2.2106058931130192*pi) q[1];\nu3(3.4944983163469017*pi,2.5149761224648204*pi,1.4407897168691224*pi) q[2];\nu3(3.9230699802066398*pi,2.207899477827036*pi,1.267241558065501*pi) q[3];\nu3(3.050821792602285*pi,2.447285743564571*pi,1.729665945338735*pi) q[4];\nu3(3.4047793029062094*pi,3.2843029641200654*pi,1.5694961097175983*pi) q[5];\nu3(3.5462068380603085*pi,0.9259715710296503*pi,1.7537682661828626*pi) q[6];\nu3(3.7560387700390496*pi,2.9318864893220375*pi,2.3755410834962674*pi) q[7];\nu3(3.2132641025365714*pi,1.921152695300706*pi,0.8817091783549944*pi) q[8];\nu3(3.362247321510419*pi,0.7622740627184286*pi,1.7632699062495074*pi) q[9];\nu3(3.5760560770419216*pi,3.165050217556975*pi,0.5872834074657003*pi) q[10];\nu3(3.541975440303013*pi,-0.01598533589458312*pi,0.6005926920893667*pi) q[12];\nu3(3.771730112242523*pi,3.324068737797971*pi,2.072872293396034*pi) q[13];\nu3(3.6223310285170394*pi,0.36245431450120713*pi,0.6477218165592706*pi) q[14];\nu3(3.457176647345022*pi,0.8518754033717981*pi,0.665299826655743*pi) q[15];\nu3(3.5860046440089937*pi,0.34485400681628*pi,2.2861121744513486*pi) q[16];\nRxxyyzz(0.3495483979242575*pi,0.2667155805735164*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.39723759661788*pi,0.2589181935621552*pi,3.8250907758803194*pi) q[7],q[1];\nRxxyyzz(0.4515182154291104*pi,0.2651406907352026*pi,3.923693267536251*pi) q[2],q[10];\nRxxyyzz(0.4104878997095796*pi,0.28288157813594733*pi,3.86904437432407*pi) q[3],q[16];\nRxxyyzz(0.419357881114144*pi,0.2995868988503658*pi,0.2352355191680076*pi) q[12],q[4];\nRxxyyzz(0.4801653722187035*pi,0.28089659006423795*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.42800223927688014*pi,0.2702509953009283*pi,3.8948255237803995*pi) q[6],q[15];\nRxxyyzz(0.42752090495776995*pi,0.22121047081294076*pi,0.0*pi) q[9],q[11];\nu3(3.455903475672924*pi,-0.1541976288852257*pi,3.3497037062999917*pi) q[0];\nu3(3.3617572547960024*pi,1.3903444673846583*pi,2.415064696734712*pi) q[1];\nu3(3.869923666220659*pi,3.492858830113565*pi,1.9275938565411552*pi) q[2];\nu3(3.8387412611210103*pi,-0.34060567484192866*pi,0.936201748672437*pi) q[3];\nu3(3.868431546654438*pi,3.1602841980430645*pi,0.9458209941896101*pi) q[4];\nu3(3.557388153724638*pi,0.8513738220920155*pi,1.8077116893141358*pi) q[5];\nu3(3.88516066569857*pi,2.9978413347528114*pi,1.225742372954482*pi) q[6];\nu3(3.368694905029123*pi,1.9744721717020561*pi,2.19109630301359*pi) q[7];\nu3(3.4261671826488493*pi,1.7091496266813624*pi,1.4457902375414005*pi) q[8];\nu3(3.540967801301986*pi,3.461118387138505*pi,4.232518941999412*pi) q[9];\nu3(3.6154225652234544*pi,0.20569686352119287*pi,1.8726179202431181*pi) q[10];\nu3(3.2753439341938813*pi,2.249871352995413*pi,0.9641988070580847*pi) q[11];\nu3(3.8543996996873995*pi,2.4625106580827785*pi,4.441979309324719*pi) q[12];\nu3(3.6273982340317565*pi,0.7488666152735812*pi,1.1031242669507353*pi) q[13];\nu3(3.607483208008458*pi,1.8591579388942794*pi,0.6850185600949814*pi) q[15];\nu3(3.8587455314485064*pi,2.811653556710139*pi,1.363635260372698*pi) q[16];\nRxxyyzz(0.3349374219711254*pi,0.12869218041027364*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.42606344573724986*pi,0.24462112208757436*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.3695121477719594*pi,0.10674817572554596*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.3442353847307494*pi,0.23665862983730035*pi,0.09841602306832975*pi) q[5],q[14];\nRxxyyzz(0.3990840510061896*pi,0.318125571868583*pi,0.1457938808173577*pi) q[7],q[9];\nRxxyyzz(0.28740798311518967*pi,0.20957822825418582*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4250411888813295*pi,0.30811097044839436*pi,0.06864257299553753*pi) q[13],q[15];\nu3(3.6232509485467386*pi,3.0986021335933494*pi,0.5187983908796727*pi) q[0];\nu3(3.3195375287243207*pi,3.2244746114430347*pi,0.7760129466294372*pi) q[1];\nu3(3.808303359038374*pi,0.6407314771097687*pi,1.7328242157822165*pi) q[2];\nu3(3.146616658843035*pi,1.2145702925194746*pi,4.493771840048631*pi) q[3];\nu3(3.342317167593718*pi,2.875713391666751*pi,2.0929256499791755*pi) q[5];\nu3(3.788867813270418*pi,2.9697582015863393*pi,3.6873966899702184*pi) q[7];\nu3(3.3130948017963506*pi,-0.12993102018469893*pi,3.3550822709653643*pi) q[8];\nu3(3.8490750743847886*pi,3.404916713893878*pi,2.6741913047752313*pi) q[9];\nu3(3.2254553650774644*pi,2.3131864970199296*pi,1.7648186661746394*pi) q[10];\nu3(3.4824444414800806*pi,1.1008277875237331*pi,2.308327351440385*pi) q[11];\nu3(3.390652404251412*pi,1.9693010898018732*pi,4.180879573741382*pi) q[13];\nu3(3.1145121221793306*pi,0.14781610271597645*pi,1.4049875935168257*pi) q[14];\nu3(3.14634487087842*pi,-0.15342422240178055*pi,4.018860114220088*pi) q[15];\nu3(3.6605044581241666*pi,2.5316115142547897*pi,0.6687303656825516*pi) q[16];\nRxxyyzz(0.42517195230654004*pi,0.23722452896650037*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.4064588719981695*pi,0.09733161671511457*pi,0.04158051719874287*pi) q[1],q[14];\nRxxyyzz(0.4109813723903106*pi,0.34264006117688023*pi,0.18380181858386446*pi) q[12],q[2];\nRxxyyzz(0.33470550971714014*pi,0.18004554063108635*pi,3.8776038877388697*pi) q[13],q[3];\nRxxyyzz(0.4336326672894798*pi,0.20485947592328513*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.44879529426468956*pi,0.1964520165316883*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.35014271463788005*pi,0.06011699332949538*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.478769721539651*pi,0.12576025169844152*pi,0.0*pi) q[10],q[9];\nu3(3.4509581139738845*pi,-0.22274582312224034*pi,3.957452068481846*pi) q[0];\nu3(3.567178137449394*pi,-0.38618685484190673*pi,1.8675924298704731*pi) q[1];\nu3(3.4443357781825537*pi,3.2380975514703625*pi,0.8092786955011503*pi) q[2];\nu3(3.385264500610598*pi,3.1148172828610807*pi,0.8045599507876818*pi) q[3];\nu3(3.32753676428064*pi,1.760359521099887*pi,1.730852294238162*pi) q[4];\nu3(3.6729476847838662*pi,3.1475842844197857*pi,1.4520924751744109*pi) q[5];\nu3(3.4449182753269083*pi,2.8034422802378014*pi,0.7688897356214601*pi) q[6];\nu3(3.320373440450783*pi,0.9467727855149004*pi,1.446787907006593*pi) q[7];\nu3(3.4414089607856906*pi,3.09510185990203*pi,4.155702302307613*pi) q[8];\nu3(3.194497536627619*pi,1.9064969112595507*pi,1.4491417086043836*pi) q[9];\nu3(3.181681234258243*pi,0.0685652132510377*pi,0.9657138985204801*pi) q[10];\nu3(3.7583057876079735*pi,-0.22394772075637498*pi,1.373784875080399*pi) q[11];\nu3(3.5396768356126396*pi,0.6346149062874891*pi,3.702069453792675*pi) q[12];\nu3(3.5709213150309176*pi,2.235572772258999*pi,0.9748989667144575*pi) q[13];\nu3(3.42613576066885*pi,-0.23698715376429497*pi,1.7583661749679382*pi) q[14];\nu3(3.950617216861273*pi,2.700492190740734*pi,1.9671448581666122*pi) q[15];\nRxxyyzz(0.3611206552852503*pi,0.286771317704819*pi,0.2345726828969792*pi) q[5],q[1];\nRxxyyzz(0.4347906966222511*pi,0.3281703281288979*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.40614056089955985*pi,0.14177475032992418*pi,0.04872243748731357*pi) q[4],q[11];\nRxxyyzz(0.49456476858573983*pi,0.24457495542462826*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4526903626041698*pi,0.2234746192338533*pi,3.9146902973540296*pi) q[8],q[7];\nRxxyyzz(0.4431072281886994*pi,0.34934293189430576*pi,0.0*pi) q[12],q[14];\nRxxyyzz(0.45139637273440103*pi,0.20535946283727702*pi,0.0*pi) q[13],q[16];\nu3(3.0328200968356747*pi,0.18232496478252436*pi,3.8783875122968414*pi) q[1];\nu3(3.023768643735963*pi,2.6684749741781513*pi,1.5528444320780213*pi) q[2];\nu3(3.664721314109988*pi,2.919133701496123*pi,1.6493565969640647*pi) q[3];\nu3(3.311799762094365*pi,0.09479226053508183*pi,1.2655736428616144*pi) q[4];\nu3(3.7176847919821907*pi,2.8740276615809086*pi,4.002139287958257*pi) q[5];\nu3(3.840950414339712*pi,-0.40101898000253555*pi,2.0016336785727344*pi) q[6];\nu3(3.641185067208295*pi,2.5760810331326462*pi,1.276882224898452*pi) q[7];\nu3(3.435091932108835*pi,0.6491984007275833*pi,1.7144056825899225*pi) q[8];\nu3(3.342312375826951*pi,-0.49704934822007546*pi,2.0725342285899924*pi) q[10];\nu3(3.1396513342307224*pi,2.579785478742557*pi,4.278470727090981*pi) q[11];\nu3(3.4580965866703366*pi,2.6188819211645624*pi,1.41842340177877*pi) q[12];\nu3(3.6196293300894937*pi,3.4423539904524505*pi,1.201393529379823*pi) q[13];\nu3(3.7600982358879955*pi,-0.25756078060982146*pi,1.2171266209835974*pi) q[14];\nu3(3.65466500134643*pi,3.066029863380013*pi,0.7348710643443566*pi) q[16];\nRxxyyzz(0.37758735673630006*pi,0.20014380734346293*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.3661836018275496*pi,0.15790975192767498*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.3652829568657*pi,0.3202084974310875*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4601809863212575*pi,0.310543690014466*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3347968713438695*pi,0.11264584278719303*pi,0.0638010494604564*pi) q[6],q[4];\nRxxyyzz(0.4109696875395895*pi,0.2979407126101425*pi,0.07174944777710447*pi) q[5],q[10];\nRxxyyzz(0.3706059308886438*pi,0.18001683660638323*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3888334768725312*pi,0.316904033129374*pi,0.0*pi) q[12],q[15];\nu3(3.605310117753202*pi,0.15466293220028726*pi,0.5744047184789367*pi) q[0];\nu3(3.513275974375447*pi,3.1753025810468296*pi,2.0585752515159386*pi) q[1];\nu3(3.5673225958496504*pi,-0.4009828378037659*pi,2.2628352028177288*pi) q[2];\nu3(3.8128199871412676*pi,-0.4337779997070266*pi,1.9907457881077681*pi) q[3];\nu3(3.27221015310536*pi,2.4392877511739055*pi,3.9614504994394757*pi) q[4];\nu3(3.71545663513316*pi,3.3902979687541364*pi,3.719450326479154*pi) q[5];\nu3(3.2282528880871197*pi,2.7603198443431487*pi,4.375611036109758*pi) q[6];\nu3(3.3132415288286268*pi,2.5121723395707036*pi,1.041460450924023*pi) q[7];\nu3(3.4825206152273034*pi,-0.10680798442667849*pi,4.265740371665317*pi) q[8];\nu3(3.525874007479115*pi,3.2068801566590333*pi,1.150604961253653*pi) q[9];\nu3(3.2175202067024253*pi,2.063543324294143*pi,0.8320147180213092*pi) q[10];\nu3(3.378871812254589*pi,0.6097472939123816*pi,1.8418854306594854*pi) q[12];\nu3(3.8732139444773512*pi,-0.39630834864685927*pi,0.916108289153907*pi) q[13];\nu3(3.6151132489892714*pi,-0.3200492563423767*pi,0.9930888793775923*pi) q[14];\nu3(3.3205885355632687*pi,2.582549124870455*pi,0.5052089843265577*pi) q[15];\nu3(3.5321136313935013*pi,3.1474027044153416*pi,0.9173446756121773*pi) q[16];\nRxxyyzz(0.2970910388405397*pi,0.237227896477473*pi,3.88287200831973*pi) q[6],q[0];\nRxxyyzz(0.3298236110389494*pi,0.29214954238996427*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.44214048055476995*pi,0.1793985435765474*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3449941837724301*pi,0.20287475535481558*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.45739816503455977*pi,0.30940299361623197*pi,0.11856553916788305*pi) q[5],q[14];\nRxxyyzz(0.44846743083791984*pi,0.2248970908296446*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.45834159685811215*pi,0.2637306725107812*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.42875088557598007*pi,0.27757326737653815*pi,0.0951813510902797*pi) q[10],q[11];\nu3(3.218169843033076*pi,0.9701848101406363*pi,1.8273581690647194*pi) q[0];\nu3(3.714050120185276*pi,3.089807795295014*pi,4.267794235864235*pi) q[1];\nu3(3.6570581280791865*pi,3.103039590507076*pi,0.9556887123789483*pi) q[2];\nu3(3.6883549705453107*pi,2.0563183142227364*pi,1.2823032354807231*pi) q[3];\nu3(3.8575338626868825*pi,2.467790370083719*pi,1.1705721660697503*pi) q[4];\nu3(3.4825640735939203*pi,3.2945547608191257*pi,3.709471319893056*pi) q[5];\nu3(3.023194412706341*pi,2.7769127679295735*pi,1.14044015526251*pi) q[6];\nu3(3.434161384575939*pi,0.9336065126275959*pi,1.3629682374718475*pi) q[7];\nu3(3.639862499183954*pi,0.7196272667098089*pi,1.8634129664264036*pi) q[8];\nu3(3.60621665547578*pi,2.6245624589802325*pi,1.4119363461508763*pi) q[9];\nu3(3.4595734362184873*pi,3.3316232265583317*pi,3.787209253949344*pi) q[10];\nu3(3.547693832995046*pi,0.10217395352821224*pi,4.0479751016573955*pi) q[11];\nu3(3.56695448324007*pi,2.078021995347204*pi,4.180529093605065*pi) q[13];\nu3(3.2650895275849137*pi,2.508289640154517*pi,4.385978010500329*pi) q[14];\nu3(3.5871811456766047*pi,3.3682085331906415*pi,2.148772181935679*pi) q[15];\nu3(3.5692041204157055*pi,3.3014713786881584*pi,1.6761834076464788*pi) q[16];\nRxxyyzz(0.42537193649013716*pi,0.24434082946635005*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.39539800953561943*pi,0.2944973701065106*pi,3.8603737078333094*pi) q[14],q[2];\nRxxyyzz(0.4203217818339901*pi,0.3399996439855002*pi,0.10781824723104912*pi) q[5],q[8];\nRxxyyzz(0.379090829816521*pi,0.30577352713788664*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.37604171866112956*pi,0.226300576320128*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.43499191434032347*pi,0.29014082587239587*pi,0.0*pi) q[11],q[12];\nu3(3.591665144158567*pi,2.6936653215363626*pi,2.248053977101041*pi) q[0];\nu3(3.756231144807198*pi,3.3688481314987433*pi,1.9441690023115101*pi) q[2];\nu3(3.381911957271679*pi,1.0688488599730621*pi,0.8087472782150398*pi) q[3];\nu3(3.483380603678344*pi,3.1932529978013275*pi,3.258117523246601*pi) q[5];\nu3(3.205890483494294*pi,1.720723284916355*pi,1.4727952876413783*pi) q[6];\nu3(3.4568474770855366*pi,1.2024282670047177*pi,1.451217304362102*pi) q[7];\nu3(3.6836559619162155*pi,3.1628260008686295*pi,3.9223154135860185*pi) q[8];\nu3(3.75428233953963*pi,2.5741247499132904*pi,1.984861029134879*pi) q[10];\nu3(3.6868949509240196*pi,3.49250917300278*pi,4.130332388923549*pi) q[11];\nu3(3.442958617017402*pi,2.3625058544333273*pi,2.079185736099683*pi) q[12];\nu3(3.3416980928370545*pi,0.9334845432576424*pi,2.472587950514718*pi) q[14];\nu3(3.2172104323882853*pi,-0.45593720380571034*pi,3.9024121670455822*pi) q[16];\nRxxyyzz(0.38930113494952945*pi,0.3294521025784894*pi,3.81571150621792*pi) q[0],q[2];\nRxxyyzz(0.41187091851510005*pi,0.3064645350380193*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.30300703018444*pi,0.07739557496206295*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4604865287267499*pi,0.32835486070088304*pi,3.7218567776911113*pi) q[4],q[7];\nRxxyyzz(0.32676192800659*pi,0.18305555860191458*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4365307415446199*pi,0.29436345112962825*pi,0.1837613090726633*pi) q[15],q[8];\nRxxyyzz(0.3915082177034802*pi,0.19409710906413358*pi,0.0*pi) q[14],q[16];\nu3(3.1889722368616815*pi,2.9138206082025677*pi,2.2187077513802516*pi) q[0];\nu3(3.245253238611997*pi,-0.46825623366458*pi,1.0977561442224877*pi) q[1];\nu3(3.2292925774196046*pi,0.2153628503766296*pi,1.3388025123457497*pi) q[2];\nu3(3.2933296827276544*pi,0.21277304053628832*pi,1.4111968185768493*pi) q[3];\nu3(3.652102148670966*pi,1.9558931518246379*pi,1.811265683476849*pi) q[4];\nu3(3.655543887310625*pi,2.9219308151332104*pi,1.6024498144477317*pi) q[5];\nu3(3.658641561493721*pi,3.33103838917545*pi,3.90339208181627*pi) q[7];\nu3(3.196106552071621*pi,0.6892813590176485*pi,0.5065455275464066*pi) q[8];\nu3(3.14426408784235*pi,3.1124221280189097*pi,0.9181241294716904*pi) q[9];\nu3(3.5488561246072523*pi,0.39857611221358014*pi,1.284120577050174*pi) q[10];\nu3(3.1235506384291867*pi,3.454954322151641*pi,0.9699013827436325*pi) q[13];\nu3(3.6636573623930495*pi,2.4929887316362263*pi,1.0604989841454808*pi) q[14];\nu3(3.3336522688346353*pi,0.28323734751421625*pi,4.1599617256370705*pi) q[15];\nu3(3.2003608537812633*pi,0.6929224060245316*pi,1.0529906019258148*pi) q[16];\nRxxyyzz(0.44719175038791004*pi,0.18635473167760797*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.38280460940252015*pi,0.36451289026299993*pi,3.83325057154006*pi) q[4],q[1];\nRxxyyzz(0.3961315340639686*pi,0.1997457773215101*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.3352306959018191*pi,0.18311662016731678*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.42202011277107015*pi,0.29178068375176025*pi,3.91735431121763*pi) q[5],q[12];\nRxxyyzz(0.3699884583308491*pi,0.2161909369018919*pi,0.11695679059645063*pi) q[10],q[6];\nRxxyyzz(0.29366664760557004*pi,0.15937133552382932*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.4303422331751695*pi,0.19750099859918713*pi,0.0*pi) q[15],q[13];\nu3(3.582432241990495*pi,3.472116776436294*pi,0.6532800403729233*pi) q[0];\nu3(3.118010404207369*pi,-0.3629063254978251*pi,1.557681209968906*pi) q[1];\nu3(3.6875587979221227*pi,0.35378810118483683*pi,1.6645043424564592*pi) q[2];\nu3(3.1905000611383327*pi,3.058408965934199*pi,1.9938131783300475*pi) q[3];\nu3(3.6945467981747955*pi,-0.16733825479910924*pi,1.6233483831702895*pi) q[4];\nu3(3.9281544238672272*pi,3.2462296107473554*pi,1.652518924741972*pi) q[5];\nu3(3.242106502089124*pi,2.8962427752530413*pi,3.599101472341374*pi) q[6];\nu3(3.3011090634513414*pi,2.9666129134970913*pi,0.7817264552162384*pi) q[8];\nu3(3.315474380950082*pi,0.8326756661013541*pi,0.5067109262227185*pi) q[9];\nu3(3.1117591638277755*pi,0.4067576561682298*pi,1.1673918236244636*pi) q[10];\nu3(3.6529445235113784*pi,-0.052198155108273525*pi,1.800255975695593*pi) q[11];\nu3(3.1626338811781904*pi,3.0827712963764666*pi,1.6778894973100194*pi) q[12];\nu3(3.6233669948386944*pi,0.6073426447307002*pi,1.9552340548555296*pi) q[13];\nu3(3.2150227028807157*pi,2.982004518604716*pi,1.830243867871779*pi) q[14];\nu3(3.3995854136736643*pi,-0.3401200426762476*pi,1.928743459261097*pi) q[15];\nu3(3.3695086614341374*pi,0.761897576949413*pi,1.6620861184027045*pi) q[16];\nRxxyyzz(0.33738031645373046*pi,0.12384152720049635*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.3495243902530102*pi,0.17383882014698404*pi,3.9596617788453905*pi) q[1],q[16];\nRxxyyzz(0.4497099274832097*pi,0.2972582534556319*pi,3.8621355287877503*pi) q[13],q[2];\nRxxyyzz(0.41367142411325014*pi,0.19644247374613003*pi,3.960673524772251*pi) q[3],q[15];\nRxxyyzz(0.36259654387533935*pi,0.18818421276388575*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.44855686757881097*pi,0.24631236689166158*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.310780184055529*pi,0.24560737290107604*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.3368682060374899*pi,0.20654640377821876*pi,0.0*pi) q[7],q[12];\nu3(3.6175688272466364*pi,3.3172542129853992*pi,3.2155983501042105*pi) q[0];\nu3(3.424174294374706*pi,2.4371567627518065*pi,1.9136241613377634*pi) q[1];\nu3(3.4355051228283466*pi,0.601244449404438*pi,2.283387517194719*pi) q[2];\nu3(3.69509568569408*pi,2.786460882005774*pi,1.7197736729218747*pi) q[3];\nu3(3.5364061830874034*pi,-0.2479874859805422*pi,0.6070166894819975*pi) q[4];\nu3(3.45655697512328*pi,0.2337581034519538*pi,2.452362692756168*pi) q[5];\nu3(3.928056281429282*pi,3.2600906809083883*pi,0.6269698754499391*pi) q[6];\nu3(3.4574550471390353*pi,2.5779573304153107*pi,1.5145324401356486*pi) q[7];\nu3(3.4687536177999836*pi,0.5824547307228427*pi,1.625071683994703*pi) q[8];\nu3(3.257485546734375*pi,2.921866216334686*pi,1.2954928300138584*pi) q[9];\nu3(3.653982525439732*pi,0.10661113008721157*pi,2.329915293671482*pi) q[11];\nu3(3.5845289791719335*pi,0.003362070481865098*pi,0.5761855134029426*pi) q[12];\nu3(3.6943822125359285*pi,0.41326279171165803*pi,0.6366670843140714*pi) q[13];\nu3(3.7030631667539033*pi,0.2306628845045926*pi,1.4355435616702459*pi) q[14];\nu3(3.3477880543646688*pi,-0.059641115350873686*pi,1.6596126836099532*pi) q[15];\nu3(3.483768012996662*pi,-0.2978918489765532*pi,1.1653736067076506*pi) q[16];\nRxxyyzz(0.43477460132671986*pi,0.2808745773765643*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.36559856030641147*pi,0.2436393753042081*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.42730086158107167*pi,0.28514996289965794*pi,0.17473907102474653*pi) q[4],q[12];\nRxxyyzz(0.4068933874993199*pi,0.24650299982993062*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4105260771618297*pi,0.30463850279301885*pi,3.853758740830509*pi) q[6],q[11];\nRxxyyzz(0.47833053613770005*pi,0.13866158626756597*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.44165390554926987*pi,0.20642550280985605*pi,3.86156161132416*pi) q[9],q[13];\nRxxyyzz(0.4726806778829*pi,0.2437610469075464*pi,0.0*pi) q[14],q[16];\nu3(3.7532926345221904*pi,1.8677575778819007*pi,1.4984772599767444*pi) q[0];\nu3(3.345866500324533*pi,2.8887502226103026*pi,0.9789458980955414*pi) q[1];\nu3(3.061574594852055*pi,2.3805825257629714*pi,1.636664352740462*pi) q[2];\nu3(3.3301477775166273*pi,3.365321191442847*pi,2.2180668796677043*pi) q[4];\nu3(3.6893825064298142*pi,0.7256741724447859*pi,2.1103429958990034*pi) q[5];\nu3(3.612668185091608*pi,0.3976752349755861*pi,2.3301683698518816*pi) q[6];\nu3(3.869641547464353*pi,2.6089717427818706*pi,1.3211741933620549*pi) q[7];\nu3(3.697554769707486*pi,1.384142222949251*pi,1.4802333900989808*pi) q[8];\nu3(3.536125154143991*pi,2.6373470790098836*pi,1.0584835120022889*pi) q[9];\nu3(3.444179172252032*pi,3.4241470545837807*pi,1.0927739491671797*pi) q[10];\nu3(3.772881452124008*pi,0.22678394153997694*pi,0.8057499797356411*pi) q[11];\nu3(3.684916189248107*pi,3.258037938469575*pi,4.453639795364786*pi) q[12];\nu3(3.680388408105589*pi,0.36351370631261914*pi,1.4733087737095862*pi) q[13];\nu3(3.5409046694188735*pi,2.242465723071533*pi,1.5091602633983343*pi) q[14];\nu3(3.908282855177785*pi,3.243641841118417*pi,0.6290246830897659*pi) q[15];\nu3(3.789007089727268*pi,-0.01565115188933952*pi,1.9462809636417053*pi) q[16];\nRxxyyzz(0.40103575097555*pi,0.3344058590261669*pi,3.9392749932584703*pi) q[11],q[0];\nRxxyyzz(0.4006028359742406*pi,0.29944017296425884*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3736657374344202*pi,0.16308494303412824*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.39425514163795583*pi,0.3447697604486448*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.45247357055639004*pi,0.4246375303549153*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4466827016833107*pi,0.26925616545119907*pi,0.152047126385233*pi) q[8],q[15];\nRxxyyzz(0.40175868164405953*pi,0.28856465958724486*pi,3.9275390909542907*pi) q[14],q[10];\nRxxyyzz(0.46785955473570373*pi,0.2839723658773474*pi,0.0*pi) q[13],q[16];\nu3(3.641554487715291*pi,2.864865834883135*pi,0.5342190546971248*pi) q[0];\nu3(3.4329690149762526*pi,-0.21303719835374252*pi,0.8943353162243339*pi) q[1];\nu3(3.899244160702996*pi,3.045840537473565*pi,1.716863069965769*pi) q[2];\nu3(3.7028410122044018*pi,0.6377638328272917*pi,0.925464598740183*pi) q[3];\nu3(3.7232512248009506*pi,2.997991416107244*pi,4.0635750809715105*pi) q[5];\nu3(3.7980378331450604*pi,-0.27714667234079843*pi,4.30010657376776*pi) q[6];\nu3(3.7881818979968775*pi,2.5328868260839705*pi,0.5863049773824086*pi) q[7];\nu3(3.8098207669781043*pi,3.0972220746942467*pi,3.681102480605217*pi) q[8];\nu3(3.669401025090248*pi,0.13591941298665122*pi,4.332288177709534*pi) q[9];\nu3(3.27342957764618*pi,-0.23480667145773904*pi,1.7194077122082412*pi) q[10];\nu3(3.2559814475010507*pi,2.5659672106730986*pi,0.8646538017425014*pi) q[11];\nu3(3.571257991610577*pi,3.1131512614350916*pi,1.0046149526939678*pi) q[12];\nu3(3.476707190921763*pi,3.064095803878383*pi,2.0897161574031724*pi) q[13];\nu3(3.372932115403091*pi,2.9555947386944235*pi,1.7573022580740887*pi) q[14];\nu3(3.4204565822472066*pi,-0.4450762699831311*pi,2.884280490106335*pi) q[15];\nu3(3.534085251544472*pi,3.346334912202842*pi,4.041191408900997*pi) q[16];\nRxxyyzz(0.46064706303348923*pi,0.13525073629084805*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.3751009736835967*pi,0.20801689061341164*pi,0.058548766158590775*pi) q[2],q[11];\nRxxyyzz(0.4170433844985878*pi,0.2671644848232626*pi,3.7725864363853034*pi) q[14],q[3];\nRxxyyzz(0.4560251284217992*pi,0.2938434480139369*pi,3.8322677215209726*pi) q[6],q[5];\nRxxyyzz(0.2952003862495695*pi,0.24511783940127296*pi,3.82324133491929*pi) q[9],q[7];\nu3(3.7324903741275186*pi,2.9805517064024714*pi,4.324022700122469*pi) q[0];\nu3(3.6524010807462783*pi,1.0872681950081855*pi,0.5454376731725512*pi) q[2];\nu3(3.629746761121821*pi,3.465604321855377*pi,1.8776888212249618*pi) q[3];\nu3(3.57839620843762*pi,1.057853910888096*pi,1.9367785968762523*pi) q[4];\nu3(3.306693652255966*pi,3.114018988690669*pi,0.8146557573708657*pi) q[5];\nu3(3.1446670371791914*pi,0.39379065967477755*pi,1.759477371565139*pi) q[6];\nu3(3.1397222702641443*pi,0.756259059197002*pi,1.1976747741709604*pi) q[7];\nu3(3.5525469285873883*pi,0.8895583587274054*pi,0.6260401961280946*pi) q[9];\nu3(3.4978965926119323*pi,-0.32515028228597076*pi,2.9589176606849996*pi) q[11];\nu3(3.1867791154893856*pi,2.9346084688206853*pi,1.8908528235408517*pi) q[14];\nRxxyyzz(0.4432677670834399*pi,0.33339722089331225*pi,0.26565080776502725*pi) q[15],q[0];\nRxxyyzz(0.4608095094965653*pi,0.232589526180508*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.42774889108630054*pi,0.06556560886181828*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.46499158037835897*pi,0.25158358642374623*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.45947913617072966*pi,0.1289199364392699*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.43254383415859987*pi,0.18401564063244222*pi,0.07301324003646112*pi) q[14],q[13];\nu3(3.2551608576158317*pi,3.098065309758728*pi,4.100234969203075*pi) q[0];\nu3(3.389764203518011*pi,-0.4294906816530012*pi,3.911728203395798*pi) q[1];\nu3(3.409193431578253*pi,-0.3985042962542398*pi,0.8098686625422307*pi) q[3];\nu3(3.6487877113118588*pi,-0.3616558213177842*pi,0.6839818018280064*pi) q[4];\nu3(3.2930475329392026*pi,2.538550217598756*pi,0.6537377645496505*pi) q[6];\nu3(3.6846943476857374*pi,2.793414133657693*pi,2.4703210426280098*pi) q[7];\nu3(3.621019295691366*pi,0.002350575908094843*pi,0.8241976123250181*pi) q[9];\nu3(3.5741495026549943*pi,3.2080638853716126*pi,0.6764052178459385*pi) q[10];\nu3(3.4050383893966565*pi,-0.026521390891838192*pi,2.051965835518233*pi) q[12];\nu3(3.72721531159206*pi,3.4834605778560315*pi,3.236292825902807*pi) q[13];\nu3(3.6046516568167757*pi,0.4917271519676074*pi,1.3065202227722268*pi) q[14];\nu3(3.365386547064521*pi,-0.10415544544418898*pi,0.7020901236808718*pi) q[15];\nmeasure q[3] -> c[3];\nRxxyyzz(0.42542097264474726*pi,0.2424841675114875*pi,3.9277250902838716*pi) q[2],q[0];\nRxxyyzz(0.4080138213414237*pi,0.1514224228253982*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.3370829468433598*pi,0.2702312645922098*pi,3.92347616757392*pi) q[4],q[15];\nRxxyyzz(0.40524307497089385*pi,0.32906141578933124*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.37010500256970946*pi,0.25659867964607125*pi,3.938741056428461*pi) q[12],q[8];\nRxxyyzz(0.38785030665775977*pi,0.2592222667065079*pi,3.95572688050557*pi) q[10],q[16];\nu3(3.2067603080566074*pi,2.416506303807653*pi,1.82316827157454*pi) q[0];\nu3(3.7384877235866134*pi,2.0183042059774454*pi,1.0408620434177558*pi) q[1];\nu3(3.8736680761400306*pi,-0.4626657545587584*pi,1.2624967829960676*pi) q[2];\nu3(3.129937033114683*pi,0.5437169165199947*pi,1.1154553365109345*pi) q[4];\nu3(3.1365936279550324*pi,3.484673549026608*pi,0.9436470867887821*pi) q[5];\nu3(3.572807449618284*pi,3.356274559225476*pi,0.642555396481963*pi) q[7];\nu3(3.4642712939942792*pi,3.0246159257780585*pi,1.6118111673207416*pi) q[8];\nu3(3.5674114281146245*pi,-0.1652812827522827*pi,0.9406796158420022*pi) q[9];\nu3(3.512544358121284*pi,2.9834913821561075*pi,1.574198699573413*pi) q[10];\nu3(3.3746521770640983*pi,-0.19688891739899467*pi,1.5211877067312118*pi) q[12];\nu3(3.665983766298934*pi,-0.2689361159885103*pi,4.151739583990006*pi) q[15];\nu3(3.361098886143534*pi,0.09856531150696068*pi,0.5262278192102277*pi) q[16];\nmeasure q[2] -> c[9];\nmeasure q[0] -> c[15];\nRxxyyzz(0.34834957298269936*pi,0.14676283407772006*pi,3.923627178052041*pi) q[1],q[16];\nRxxyyzz(0.39880805226559*pi,0.24152176744680523*pi,3.92821457401055*pi) q[4],q[6];\nRxxyyzz(0.45858403784790247*pi,0.2377202300071134*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.4404079658225796*pi,0.19960609504679896*pi,0.0926561271490365*pi) q[13],q[7];\nRxxyyzz(0.3802691287451597*pi,0.2963166210120342*pi,3.87261412524055*pi) q[8],q[11];\nRxxyyzz(0.28778815240941047*pi,0.25889582579091375*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.422478920863759*pi,0.1625654208790221*pi,3.90376669435937*pi) q[12],q[10];\nu3(1.8418253923156012*pi,0.8327899183130603*pi,4.499287241622872*pi) q[1];\nu3(3.6799786150860525*pi,2.0204116031259445*pi,0.6831682437463851*pi) q[4];\nu3(3.7904548820262836*pi,-0.46151266545762715*pi,1.407761151591361*pi) q[5];\nu3(3.643597766486651*pi,2.324786250169857*pi,2.4188920162884338*pi) q[6];\nu3(3.0396624227605322*pi,1.8497714097392208*pi,0.5860797945495827*pi) q[7];\nu3(3.3945505526098736*pi,0.3052176727732139*pi,1.458919831027704*pi) q[8];\nu3(3.155121864643832*pi,3.272690806506642*pi,0.940906928716366*pi) q[9];\nu3(3.059377498494497*pi,2.4149766591651907*pi,0.5092861814823513*pi) q[10];\nu3(3.4407840300391053*pi,-0.30435001211187274*pi,2.1391950636598875*pi) q[11];\nu3(3.5234236158741807*pi,3.181419234428528*pi,1.8070014861311723*pi) q[12];\nu3(3.646008893043567*pi,2.6366494610624045*pi,4.05793183047826*pi) q[13];\nu3(0.43223866010088174*pi,3.0858245953647883*pi,1.4607354455145785*pi) q[14];\nu3(3.113915501649014*pi,2.3734789448002163*pi,1.8455720067961783*pi) q[15];\nu3(2.3898900852852405*pi,0.48204353691737734*pi,2.204047056518971*pi) q[16];\nmeasure q[12] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[9] -> c[2];\nmeasure q[1] -> c[4];\nmeasure q[4] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[14] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[16] -> c[12];\nmeasure q[5] -> c[13];\nmeasure q[11] -> c[14];\nmeasure q[15] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.235974660427415*pi,2.8192371373189333*pi,3.9734405665777435*pi) q[0];\nu3(3.5623887125419005*pi,-0.4017637812099798*pi,1.4107450282856315*pi) q[1];\nu3(3.485692718276074*pi,3.481151048309057*pi,4.024997069018324*pi) q[2];\nu3(3.641310726133129*pi,-0.2619267601987799*pi,1.8901997263409969*pi) q[3];\nu3(3.5586147638860863*pi,2.4269018280254366*pi,2.2168442825922083*pi) q[4];\nu3(3.918145127613612*pi,2.799259431366336*pi,0.6733000590480098*pi) q[5];\nu3(3.16772499595952*pi,1.6611547385891816*pi,3.7565095543573856*pi) q[6];\nu3(3.454472397573401*pi,0.9288533539774226*pi,3.472759427654836*pi) q[7];\nu3(3.67417039513842*pi,2.954044461967272*pi,0.9755423663068383*pi) q[8];\nu3(3.649542130056739*pi,0.07403189086041895*pi,4.343343260944209*pi) q[9];\nu3(3.2195957459419384*pi,0.6876963679107331*pi,1.0836156565609014*pi) q[10];\nu3(3.9234987060958693*pi,-0.2726407818912885*pi,3.3530183823699433*pi) q[11];\nu3(3.657191147189748*pi,-0.1047801509222061*pi,1.8961185536432894*pi) q[12];\nu3(3.914668407544237*pi,2.7259983820772047*pi,4.447001878181311*pi) q[13];\nu3(3.205911339238186*pi,-0.1705507237621875*pi,4.1611959890044625*pi) q[14];\nu3(3.2089767400358182*pi,-0.22767948341653454*pi,2.468898179492901*pi) q[15];\nu3(3.8325047247299384*pi,1.4027757477861504*pi,1.7164581391478393*pi) q[16];\nRxxyyzz(0.22037977554117827*pi,0.1290099291912512*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4408977858797298*pi,0.3141994451532932*pi,0.15756287359859367*pi) q[1],q[13];\nRxxyyzz(0.32989106406681057*pi,0.12386063055476193*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.34092836568764995*pi,0.11898607820956131*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.2693397842131099*pi,0.21485191762987998*pi,3.93714870585711*pi) q[4],q[15];\nRxxyyzz(0.3498206567596798*pi,0.28735780228701646*pi,3.9422362325974696*pi) q[5],q[9];\nRxxyyzz(0.33877905026321076*pi,0.2792771845130666*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4797922546090909*pi,0.4047405596337266*pi,0.0*pi) q[8],q[10];\nu3(3.11059570153223*pi,2.7394090251199716*pi,1.3312765676915732*pi) q[0];\nu3(3.426607057829598*pi,2.9357752312803447*pi,0.7965989745491507*pi) q[1];\nu3(3.1584661498916438*pi,3.3927984890021214*pi,2.0651670134785887*pi) q[2];\nu3(3.449743315688166*pi,2.8367293001412195*pi,4.477009535883211*pi) q[3];\nu3(3.8376985132861154*pi,-0.12278389828614411*pi,0.5503959603468556*pi) q[4];\nu3(3.658371668466622*pi,0.20411595215494582*pi,1.328423593239046*pi) q[5];\nu3(3.521218626691812*pi,3.0401017000132398*pi,3.994886791640456*pi) q[6];\nu3(3.7431823304218184*pi,0.8322074096454426*pi,0.820869972488333*pi) q[7];\nu3(3.6133529606421892*pi,2.292921441088415*pi,3.7276022781529234*pi) q[8];\nu3(3.3776780218097633*pi,2.136261312113116*pi,1.4488744092283898*pi) q[9];\nu3(3.747370272736805*pi,2.3390760842445957*pi,0.5564793021967954*pi) q[10];\nu3(3.416259995784748*pi,1.0909745537955522*pi,1.8714321209218912*pi) q[11];\nu3(3.7093339021923457*pi,1.2317480695237428*pi,1.645019302228333*pi) q[12];\nu3(3.125695182079145*pi,-0.01698016674268432*pi,3.4569540285958813*pi) q[13];\nu3(3.4038252936781*pi,-0.2756025739532084*pi,4.146498407315908*pi) q[14];\nu3(3.4592574630776527*pi,2.292396823474046*pi,1.860204174112802*pi) q[15];\nRxxyyzz(0.45838019102304983*pi,0.36526797245640497*pi,0.10471579064144798*pi) q[4],q[0];\nRxxyyzz(0.4157042864174302*pi,0.31418279115721043*pi,0.10338721432333003*pi) q[1],q[3];\nRxxyyzz(0.377307171818528*pi,0.19936391569863687*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.38448441805164973*pi,0.22087474800548657*pi,0.14974482858247812*pi) q[5],q[8];\nRxxyyzz(0.3520573166232598*pi,0.24236931200583012*pi,0.1718253397937648*pi) q[14],q[7];\nRxxyyzz(0.23293991530940972*pi,0.05590723459764757*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.30598232792609115*pi,0.2275976777367401*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.4425303769797301*pi,0.1883043458260598*pi,0.10794844777652982*pi) q[12],q[15];\nu3(3.4204435178258805*pi,-0.34937421933255175*pi,3.8733525395161963*pi) q[0];\nu3(3.2481072629449366*pi,3.2034528993509856*pi,0.724987089656046*pi) q[1];\nu3(3.3446384534584466*pi,2.1256796454354956*pi,0.9836990980264477*pi) q[2];\nu3(3.4304662811111712*pi,2.8166134144890984*pi,4.450642801631841*pi) q[3];\nu3(3.3917991770896756*pi,3.0752344849644775*pi,4.119314528914516*pi) q[4];\nu3(3.4356697022654608*pi,3.2621936799365416*pi,1.6176190424206536*pi) q[5];\nu3(3.111710678600142*pi,2.273384254213819*pi,0.5394796342598952*pi) q[7];\nu3(3.652034887749187*pi,-0.011020733571506014*pi,1.3828331869556314*pi) q[8];\nu3(3.7827742979620473*pi,-0.1509711097155888*pi,0.5670061967855691*pi) q[9];\nu3(3.426900542820708*pi,0.324272595340932*pi,1.284641744835065*pi) q[10];\nu3(3.6296250408169737*pi,0.3355935016921143*pi,4.300332041008272*pi) q[11];\nu3(3.5065881171941413*pi,-0.2582707173827206*pi,1.7145911326241225*pi) q[12];\nu3(3.8592334727419524*pi,0.6427649099161483*pi,1.355115068575298*pi) q[13];\nu3(3.7176955203393893*pi,1.938896740464358*pi,2.1064656184439707*pi) q[14];\nu3(3.4955236640093923*pi,1.649726988707132*pi,3.4888969887793864*pi) q[15];\nu3(3.9115381915582725*pi,2.4121924937206174*pi,1.334409466932695*pi) q[16];\nRxxyyzz(0.42197034128097977*pi,0.24304294455964826*pi,0.06925357172389414*pi) q[0],q[8];\nRxxyyzz(0.45250522096081136*pi,0.30540073423159897*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.3918486903174698*pi,0.36471468977528176*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3404025898676012*pi,0.2204419930896241*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.4581632776057295*pi,0.27044464070131546*pi,0.040319267234746305*pi) q[4],q[11];\nRxxyyzz(0.45738778947192016*pi,0.21847095387037102*pi,3.9511404756793205*pi) q[5],q[10];\nRxxyyzz(0.31786534689858986*pi,0.1260400428449131*pi,3.955119918179969*pi) q[6],q[14];\nRxxyyzz(0.34457297374124*pi,0.2725406890866271*pi,3.800213454133159*pi) q[12],q[9];\nu3(3.8664331598852875*pi,-0.25064715608465993*pi,4.42304147111345*pi) q[0];\nu3(3.5641984710376122*pi,2.218275447428904*pi,1.649824923075475*pi) q[1];\nu3(3.924849090416997*pi,2.4300014161139485*pi,4.361704319191444*pi) q[2];\nu3(3.7406858188820156*pi,-0.3095477106093617*pi,3.6640404359962284*pi) q[3];\nu3(3.6336194192230677*pi,0.2759756499162157*pi,3.9858300925126118*pi) q[4];\nu3(3.1016326955609177*pi,0.20483528222048786*pi,1.8715430268541482*pi) q[5];\nu3(3.5075596559849362*pi,1.7597228643967657*pi,1.1437671893553296*pi) q[6];\nu3(3.2859111917819614*pi,1.0662623082812674*pi,0.9319296382260214*pi) q[7];\nu3(3.8081436777981374*pi,3.1253170308971763*pi,3.3555974231692094*pi) q[8];\nu3(3.751760100477788*pi,3.4285984172844235*pi,0.7260693365976216*pi) q[9];\nu3(3.9361904767490397*pi,2.203548376834229*pi,0.7449943772137146*pi) q[10];\nu3(3.5359380629516934*pi,2.561909563979917*pi,4.11447174517113*pi) q[11];\nu3(3.319650044584817*pi,0.5677337927912198*pi,1.4612408753161503*pi) q[12];\nu3(3.459249765902139*pi,2.7750737812811206*pi,4.307065018141331*pi) q[14];\nu3(3.2937255226573585*pi,2.7958975824915218*pi,0.740425698350057*pi) q[15];\nu3(3.7431656857648945*pi,0.18955517398661947*pi,1.9027460688613334*pi) q[16];\nRxxyyzz(0.439344412786559*pi,0.34407274452217074*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.39583515024434535*pi,0.27343194811340776*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.39655504335417957*pi,0.14929470267658584*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.36509870627389945*pi,0.250459692763776*pi,0.04883965140695237*pi) q[7],q[3];\nRxxyyzz(0.3813492624438496*pi,0.160881867080989*pi,3.8638328983385803*pi) q[4],q[13];\nRxxyyzz(0.4060283694858796*pi,0.20626593621343225*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.41811990082362993*pi,0.24302779428783627*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.4493592475652495*pi,0.4088887149093128*pi,0.21308284086457563*pi) q[14],q[15];\nu3(3.6455717723963295*pi,-0.47035421291540025*pi,1.8508856486970369*pi) q[0];\nu3(3.8420292234211106*pi,2.9296136629995493*pi,1.548192850530212*pi) q[1];\nu3(3.2903231502927444*pi,3.1848554413629553*pi,1.1262087370641973*pi) q[2];\nu3(3.7226006192933014*pi,2.5517422202812114*pi,3.754497350348614*pi) q[3];\nu3(3.5398257713810053*pi,0.1568058677705464*pi,0.7117886307438415*pi) q[4];\nu3(3.858454498657364*pi,0.3446805005598582*pi,1.4090623750556868*pi) q[5];\nu3(3.2971338166563573*pi,1.1050055961896112*pi,1.5586380981698427*pi) q[6];\nu3(3.7503179680209313*pi,0.8730193009243821*pi,1.1045747961137797*pi) q[7];\nu3(3.283516350254299*pi,1.9539987888257473*pi,1.1909943496305502*pi) q[8];\nu3(3.793467860035454*pi,0.8023993731473862*pi,3.9136296993681032*pi) q[9];\nu3(3.293816777959669*pi,-0.3380751742393577*pi,0.6004215986974457*pi) q[11];\nu3(3.829494478748096*pi,2.8371266600980647*pi,0.824587485834071*pi) q[12];\nu3(3.2724676283347756*pi,0.00723122164797485*pi,1.345753084868033*pi) q[13];\nu3(3.0985148180553908*pi,2.9961053255157184*pi,3.1263494053338654*pi) q[14];\nu3(3.331156248992902*pi,-0.20401664573238165*pi,3.4178054779066684*pi) q[15];\nu3(3.415110953050928*pi,2.6672573778924766*pi,2.2529833972817297*pi) q[16];\nRxxyyzz(0.4759071344513641*pi,0.2936519946796441*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.32289453078594*pi,0.2450261872022641*pi,0.12086312938196642*pi) q[2],q[9];\nRxxyyzz(0.42316652410081984*pi,0.2590269780491612*pi,3.917266110934751*pi) q[4],q[3];\nRxxyyzz(0.4115246480403496*pi,0.1168361503225015*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.43943758771392183*pi,0.33518923756289176*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.43738400986019965*pi,0.2540485173445397*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.35825658541453687*pi,0.34895365592825645*pi,0.0*pi) q[16],q[10];\nRxxyyzz(0.4020450708121103*pi,0.2687123506933782*pi,3.8532517304927296*pi) q[15],q[11];\nu3(3.6003777689769563*pi,-0.376538445362405*pi,0.6780217224445859*pi) q[0];\nu3(3.1622089971293765*pi,-0.16704112906852164*pi,3.971247529455077*pi) q[1];\nu3(3.804081938224369*pi,2.5669407514317357*pi,1.515907721784013*pi) q[2];\nu3(3.3805634965359825*pi,3.1012435093434227*pi,1.1106506245072827*pi) q[3];\nu3(3.736771476737325*pi,0.06355037372524008*pi,1.471636943136522*pi) q[4];\nu3(3.192301100880318*pi,-0.2422191573411273*pi,3.9087996863660996*pi) q[5];\nu3(3.0763730422100073*pi,3.3765256728929236*pi,1.6633915614727097*pi) q[6];\nu3(3.4819706619222863*pi,3.0855003301459356*pi,1.8512977323650832*pi) q[7];\nu3(3.230988042114058*pi,-0.2494818610458493*pi,0.6931369503798335*pi) q[8];\nu3(3.589930528964279*pi,3.0108985785441673*pi,3.0571434269905797*pi) q[9];\nu3(3.1498512783031893*pi,-0.4442135708098871*pi,1.7790241118122792*pi) q[10];\nu3(3.3967202717816334*pi,0.013935657913198507*pi,1.8248400149449218*pi) q[11];\nu3(3.8755879208192563*pi,1.0809806658873125*pi,1.6396463266909855*pi) q[12];\nu3(3.6398855267284005*pi,3.4732687330514374*pi,3.893459540483587*pi) q[13];\nu3(3.549746515838969*pi,0.6623813705672339*pi,1.0329830077469495*pi) q[15];\nu3(3.0716438176736767*pi,-0.20711982281874253*pi,3.6741971800665008*pi) q[16];\nRxxyyzz(0.40084072389956*pi,0.30144821024862617*pi,3.9575659403805297*pi) q[0],q[9];\nRxxyyzz(0.29407968994518013*pi,0.15556538991191315*pi,3.93584342881951*pi) q[1],q[12];\nRxxyyzz(0.3662577379168296*pi,0.3197358758654758*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.38625397596149424*pi,0.18182969683745753*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.41593543766909213*pi,0.1990887632705074*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.38758091442737974*pi,0.19310771865234067*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4428589964415707*pi,0.041751241410492135*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.28858214982216035*pi,0.2617582348587054*pi,0.0*pi) q[14],q[8];\nu3(3.4487290084299644*pi,2.3643920782542542*pi,2.1012043545013954*pi) q[0];\nu3(3.6840193369041097*pi,-0.46401786059169803*pi,1.089844678034737*pi) q[1];\nu3(3.8271740737872495*pi,0.01384931782664689*pi,0.7216534620956147*pi) q[2];\nu3(3.340747633175361*pi,0.6211133186136959*pi,1.9427074482179678*pi) q[3];\nu3(3.2484102737661313*pi,0.35342757595991137*pi,1.072908451958737*pi) q[5];\nu3(3.411689838985567*pi,3.0776903280335075*pi,0.7641995473835617*pi) q[6];\nu3(3.1433411917053675*pi,0.3170591056267613*pi,0.9302685797317629*pi) q[7];\nu3(3.636328955876329*pi,-0.26051513315314173*pi,1.9879330706346725*pi) q[8];\nu3(3.677239386928181*pi,-0.3635118018008803*pi,1.7784509530595118*pi) q[9];\nu3(3.423261236897003*pi,2.359899530925985*pi,1.3340249538058475*pi) q[10];\nu3(3.5798104840938034*pi,1.0914077626338567*pi,1.0618065337960974*pi) q[11];\nu3(3.658537777862473*pi,2.130499976347332*pi,1.298972523620367*pi) q[12];\nu3(3.690250056102836*pi,0.017864485332281355*pi,4.464095298520924*pi) q[13];\nu3(3.7153483201031907*pi,3.497577352045389*pi,4.145696555504557*pi) q[14];\nu3(3.488704141903979*pi,0.3747434478720636*pi,3.7808540533283566*pi) q[15];\nu3(3.712156755777868*pi,3.452137871405813*pi,0.6158964637575093*pi) q[16];\nRxxyyzz(0.4548078739029134*pi,0.3323157745019369*pi,3.8247279545477118*pi) q[0],q[10];\nRxxyyzz(0.3921518835962132*pi,0.28437690574532803*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.45953433669507054*pi,0.29787534544059685*pi,3.9397374846538598*pi) q[3],q[12];\nRxxyyzz(0.48495918746891964*pi,0.220113116869735*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4570423107417594*pi,0.42867979995418803*pi,3.95584133477922*pi) q[5],q[8];\nRxxyyzz(0.34554342278241024*pi,0.19568207591314257*pi,3.839752541348611*pi) q[7],q[11];\nRxxyyzz(0.3810385365432065*pi,0.1739969521055953*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.3199672431393992*pi,0.24303630908096086*pi,3.8538122476036705*pi) q[14],q[15];\nu3(3.7436337119359937*pi,3.3418868496357383*pi,1.7012957342126493*pi) q[0];\nu3(3.678074824713801*pi,2.9317301854881723*pi,1.3601246382806214*pi) q[1];\nu3(3.6820473694483518*pi,3.3466644193865553*pi,3.7755299530769055*pi) q[2];\nu3(3.668441984400549*pi,0.8791171689678041*pi,1.9923384697602373*pi) q[3];\nu3(3.72225414948642*pi,3.3403136091669285*pi,0.5804352328427376*pi) q[4];\nu3(3.776597366200872*pi,0.21545816200611412*pi,1.8976662970319427*pi) q[5];\nu3(3.3332273279333124*pi,3.4844595846364914*pi,1.117736668646517*pi) q[6];\nu3(3.215037544453996*pi,1.0885114527409805*pi,0.6969505571538888*pi) q[7];\nu3(3.77158240020268*pi,3.2915984938161214*pi,0.7377680675395579*pi) q[8];\nu3(3.7805624410020955*pi,3.1621809320007177*pi,0.6054237611028217*pi) q[9];\nu3(3.9444720142452567*pi,-0.3344134838183952*pi,2.0936093887328053*pi) q[10];\nu3(3.131298917979711*pi,3.3128503010484316*pi,4.129973634076179*pi) q[11];\nu3(3.9554081580910614*pi,0.01996840108841158*pi,1.3889841585688578*pi) q[12];\nu3(3.4022110004375605*pi,3.4027360304475422*pi,1.757577952990879*pi) q[14];\nu3(3.3659820552633857*pi,0.9108462738281782*pi,1.5201574634533757*pi) q[15];\nu3(3.61477721755312*pi,-0.07873652998186448*pi,4.197515137111823*pi) q[16];\nRxxyyzz(0.32870493639659426*pi,0.2813872974608056*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.22130200875503014*pi,0.10818248302442823*pi,0.08521555204770515*pi) q[7],q[3];\nRxxyyzz(0.2785044168870695*pi,0.1998619198026388*pi,3.9432669257973902*pi) q[4],q[14];\nRxxyyzz(0.3461839889701395*pi,0.2353552609953855*pi,0.15610431408734726*pi) q[5],q[15];\nRxxyyzz(0.4323583939168297*pi,0.3396322070734783*pi,0.2563738368503401*pi) q[6],q[12];\nRxxyyzz(0.45479289594448025*pi,0.16334072372604913*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3942357181341399*pi,0.3178239953846052*pi,0.1330012774774039*pi) q[16],q[11];\nu3(3.0922057431172734*pi,3.028881881514309*pi,2.166871833499048*pi) q[1];\nu3(3.3915521813305682*pi,-0.039699060772994954*pi,1.2113921822028595*pi) q[3];\nu3(3.4237990226531747*pi,-0.009680654409567113*pi,1.2134138787992959*pi) q[4];\nu3(3.543426792437514*pi,0.054051212427452366*pi,0.9478494581417554*pi) q[5];\nu3(3.1693205407419227*pi,1.1179618657180894*pi,0.6337091195740381*pi) q[6];\nu3(3.8225212031530336*pi,1.9278560032926526*pi,1.331551535414109*pi) q[7];\nu3(3.2692882448208964*pi,2.50735171813725*pi,0.5960002663346683*pi) q[8];\nu3(3.5536375273262135*pi,2.77926146802226*pi,2.1151687463183806*pi) q[9];\nu3(3.6126202087398993*pi,3.420182029588577*pi,2.2418077594876347*pi) q[11];\nu3(3.2313975639795314*pi,3.4115179954105255*pi,0.7073510041585647*pi) q[12];\nu3(3.2786786284742453*pi,0.8588910442159134*pi,1.6035143955991407*pi) q[13];\nu3(3.585553421293142*pi,3.1101559047974865*pi,2.281913514767563*pi) q[14];\nu3(3.2216467225929626*pi,2.741658915962438*pi,1.0612927777069427*pi) q[15];\nu3(3.1619219485975982*pi,2.3925615915701766*pi,1.192371010245773*pi) q[16];\nRxxyyzz(0.36576944807148937*pi,0.2895969204991359*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4273419805625701*pi,0.2620114372606184*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4265040668384098*pi,0.29903289848987313*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.4390345975266403*pi,0.34713289380925805*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.41551196114306943*pi,0.1541316086040574*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.4027307679909802*pi,0.1679932171121431*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.3932699946135499*pi,0.30631262946490073*pi,0.0539720990156163*pi) q[9],q[15];\nRxxyyzz(0.3929157843352403*pi,0.2302195902558828*pi,0.0*pi) q[13],q[11];\nu3(3.756907291274471*pi,3.386447216448533*pi,0.7430470172696335*pi) q[0];\nu3(3.5703769886517174*pi,0.781095201213047*pi,1.0318192753040671*pi) q[1];\nu3(3.7305549860537637*pi,0.9044239792913884*pi,1.301407914634887*pi) q[2];\nu3(3.749091146038553*pi,-0.03157593180862067*pi,1.073320591692121*pi) q[4];\nu3(3.8804540193027455*pi,1.7423373263788955*pi,1.5938150468324077*pi) q[5];\nu3(3.6658624205070325*pi,3.244152869059066*pi,1.6257599247093981*pi) q[6];\nu3(3.6763501025491037*pi,0.557453039785025*pi,1.1636325536750665*pi) q[7];\nu3(3.4894026510658227*pi,0.00032093641791286487*pi,4.405085758125114*pi) q[8];\nu3(3.781515504340504*pi,2.1555800566037915*pi,4.4635807272577*pi) q[9];\nu3(3.4443564866317518*pi,0.8161981101777398*pi,1.9390970340594427*pi) q[10];\nu3(3.3789340321430164*pi,-0.2893936820779168*pi,1.9887886174960065*pi) q[11];\nu3(3.2439336440707254*pi,2.65648489913728*pi,0.8361245483671558*pi) q[12];\nu3(3.261252404113177*pi,2.662526034198976*pi,2.3337037318213456*pi) q[13];\nu3(3.5150287507162976*pi,3.477665961368775*pi,2.1254387486695743*pi) q[14];\nu3(3.534955056749745*pi,3.3468977784477634*pi,2.203881015524344*pi) q[15];\nu3(3.5309246749428556*pi,-0.2689165280695973*pi,2.112623353490994*pi) q[16];\nRxxyyzz(0.39719188824446905*pi,0.14468949806393658*pi,0.11133816673028098*pi) q[9],q[0];\nRxxyyzz(0.44029463854967954*pi,0.26550419302617123*pi,3.9238665906561105*pi) q[14],q[1];\nRxxyyzz(0.46917438613224327*pi,0.392084215262293*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.37583915909028903*pi,0.18337460938616343*pi,0.05045467392977298*pi) q[4],q[12];\nRxxyyzz(0.34542541643215474*pi,0.23293967568824148*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.35445016473236013*pi,0.25747668661412915*pi,0.07886072970593894*pi) q[6],q[11];\nRxxyyzz(0.30775151488848007*pi,0.16474740601671023*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.40948749346181*pi,0.37237672455635973*pi,0.1888905941735981*pi) q[15],q[13];\nu3(3.133775329343059*pi,0.8439512978377253*pi,0.8469569574160135*pi) q[0];\nu3(3.463936964849602*pi,1.139282676025383*pi,0.8649623177128656*pi) q[1];\nu3(3.377920922437376*pi,3.2232083971932903*pi,3.318716921687587*pi) q[2];\nu3(3.5706339815007246*pi,1.7409808425299245*pi,4.138108766792132*pi) q[4];\nu3(3.4986340233140827*pi,3.2337564467561823*pi,0.7641326747737054*pi) q[5];\nu3(3.1219020162221347*pi,-0.3985128160261786*pi,1.3969703026732976*pi) q[6];\nu3(3.401077621055945*pi,-0.3003453141748571*pi,3.8891893348634676*pi) q[7];\nu3(3.5631452324470168*pi,3.2442050581870214*pi,2.446210721302603*pi) q[8];\nu3(3.9618774001313737*pi,3.4353637460830053*pi,2.0439233835146604*pi) q[9];\nu3(3.8434681833190223*pi,-0.3752710011971197*pi,0.8878977352373612*pi) q[10];\nu3(3.154650016175512*pi,2.431023634434079*pi,3.819843386593429*pi) q[11];\nu3(3.5819855427932916*pi,1.602523298282009*pi,0.514964668330026*pi) q[12];\nu3(3.747935471726357*pi,-0.18661549223113083*pi,1.728752332052251*pi) q[13];\nu3(3.4685546393158573*pi,2.717902565287674*pi,1.7575986327604844*pi) q[14];\nu3(3.402745466491445*pi,0.01285006244499698*pi,0.9076333095715081*pi) q[15];\nu3(3.1721460914903723*pi,3.011850386772681*pi,0.6980702683310438*pi) q[16];\nRxxyyzz(0.32708291617227847*pi,0.1617112189325367*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.3510193754832195*pi,0.26149810332199896*pi,0.0564036997200148*pi) q[9],q[1];\nRxxyyzz(0.44306670114724966*pi,0.3232915563952922*pi,3.7874323095532607*pi) q[14],q[2];\nRxxyyzz(0.3719326999698005*pi,0.322695852493768*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3493598926794999*pi,0.19621730111814717*pi,0.07513850145802259*pi) q[10],q[4];\nRxxyyzz(0.35524141546256516*pi,0.2251989156974068*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.42621378772152996*pi,0.2293564556077361*pi,0.04266899024589246*pi) q[7],q[13];\nRxxyyzz(0.42990073827654796*pi,0.08219426502073279*pi,0.0*pi) q[16],q[11];\nu3(3.367162524361057*pi,-0.1489314843729338*pi,4.057264080954081*pi) q[0];\nu3(3.929616065888741*pi,3.011494317547067*pi,3.7460990382041666*pi) q[1];\nu3(3.5979661389322812*pi,2.329442017958387*pi,1.7410361146226334*pi) q[2];\nu3(3.392468736828688*pi,2.676749319099104*pi,1.8910692439248122*pi) q[3];\nu3(3.665471020944913*pi,3.121206031268802*pi,0.88618289279409*pi) q[4];\nu3(3.7141115919788503*pi,3.3314077807366926*pi,1.6742533165190183*pi) q[6];\nu3(3.182360902096719*pi,-0.023195252854175064*pi,1.1622969385842783*pi) q[7];\nu3(3.6089792809490446*pi,3.0305445849802863*pi,1.0716801885632334*pi) q[8];\nu3(3.869576645717903*pi,0.34380034251299474*pi,1.3849503308365358*pi) q[9];\nu3(3.730373579197459*pi,2.5993416502524087*pi,3.9289166393317085*pi) q[10];\nu3(3.2862352553624063*pi,1.1878822992197318*pi,0.6361858602828311*pi) q[11];\nu3(3.418505602174145*pi,3.1764640852472548*pi,4.309629509818324*pi) q[12];\nu3(3.915221143165143*pi,1.8893116989339989*pi,0.8472451901962496*pi) q[13];\nu3(3.371761969270153*pi,1.9016420466518644*pi,2.4597760245247793*pi) q[14];\nu3(3.594803183393323*pi,1.6784340865441356*pi,1.46445638611008*pi) q[15];\nu3(3.4703082184725993*pi,-0.21727822750699965*pi,2.295323812126477*pi) q[16];\nRxxyyzz(0.43611327459758*pi,0.3574503799431731*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.458490111602991*pi,0.20401347217479504*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4043324566223797*pi,0.16571822735988917*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.40035476970913997*pi,0.3015567833876855*pi,0.07528796768117701*pi) q[4],q[12];\nRxxyyzz(0.45018812002791986*pi,0.3973006542784292*pi,0.22488523727465826*pi) q[9],q[5];\nRxxyyzz(0.3726083711277496*pi,0.2928773867966593*pi,0.236963111381386*pi) q[10],q[6];\nRxxyyzz(0.46472457022094993*pi,0.28503205362244666*pi,0.0*pi) q[14],q[8];\nu3(3.448555564758223*pi,0.6396772126880468*pi,2.305509694963301*pi) q[0];\nu3(3.160008212203013*pi,3.1232057286396633*pi,1.2061706905510765*pi) q[1];\nu3(3.804722412902226*pi,-0.14815949100501574*pi,1.284562944786011*pi) q[2];\nu3(3.56350996926401*pi,2.42638774710004*pi,0.6618583677155844*pi) q[4];\nu3(3.1256334099492373*pi,-0.4106133262964936*pi,3.3635559490136098*pi) q[5];\nu3(3.7743093015235405*pi,-0.45817812004885017*pi,1.3401598595898503*pi) q[6];\nu3(3.104147618516314*pi,3.215925489768244*pi,0.9742045248079374*pi) q[7];\nu3(3.65898369297701*pi,3.0065959159698012*pi,0.8109607574587252*pi) q[8];\nu3(3.716808670246787*pi,2.8337016340748895*pi,4.044840700207509*pi) q[9];\nu3(3.4843159184413186*pi,-0.3096470116096771*pi,2.9174930319391423*pi) q[10];\nu3(3.397305632830537*pi,0.5588468718227675*pi,3.835355923931356*pi) q[12];\nu3(3.5218018113017724*pi,-0.20375278947295572*pi,4.152458148765058*pi) q[13];\nu3(3.418987304783789*pi,-0.15113009035237013*pi,0.5267097356665472*pi) q[14];\nu3(3.7401182357945637*pi,2.828863908083467*pi,4.317220945613034*pi) q[15];\nRxxyyzz(0.40925192346291006*pi,0.253119270792856*pi,3.9019638259679095*pi) q[10],q[0];\nRxxyyzz(0.31097973610068935*pi,0.20022508700380603*pi,3.8766948487519404*pi) q[15],q[1];\nRxxyyzz(0.35431010810640023*pi,0.3266102179268269*pi,0.09201868012361336*pi) q[2],q[11];\nRxxyyzz(0.4492573624172903*pi,0.19586675542299448*pi,0.12591797776200483*pi) q[3],q[9];\nRxxyyzz(0.42725536515686935*pi,0.3829873923522309*pi,0.04445369677186051*pi) q[7],q[4];\nRxxyyzz(0.3473618240351101*pi,0.28178900813543617*pi,0.16878131205750257*pi) q[12],q[6];\nRxxyyzz(0.3922755172266302*pi,0.14896368207716423*pi,3.9193822094078*pi) q[13],q[8];\nRxxyyzz(0.445634459758789*pi,0.1111427855322541*pi,0.0*pi) q[14],q[16];\nu3(3.536575012626499*pi,0.07990211127987323*pi,1.6948500096546075*pi) q[0];\nu3(3.4471823685369127*pi,2.601685922400465*pi,1.754583514789672*pi) q[1];\nu3(3.766779373704729*pi,3.3325903903995395*pi,0.7958594166764715*pi) q[2];\nu3(3.614081146567965*pi,3.3290314673252204*pi,1.5235686445356962*pi) q[3];\nu3(3.522976654587499*pi,0.9139528249693112*pi,0.5723241806589122*pi) q[4];\nu3(3.4219567089277865*pi,-0.3121237365853864*pi,0.7047094053730416*pi) q[6];\nu3(3.1719333474348623*pi,-0.12395682974396005*pi,4.189976263272024*pi) q[7];\nu3(3.664494620722487*pi,-0.3527820481094198*pi,1.869027420797643*pi) q[8];\nu3(3.5373655315056554*pi,0.1598869671490979*pi,1.0957677622138045*pi) q[9];\nu3(3.2698411013921405*pi,3.2689082350102927*pi,2.044158406410599*pi) q[10];\nu3(3.8013653010397728*pi,3.3736746061057064*pi,1.204009579048451*pi) q[11];\nu3(3.243568667067001*pi,-0.1033921658241127*pi,1.3318334802224685*pi) q[12];\nu3(3.6384067089319845*pi,-0.2050814474756616*pi,0.9689086712896193*pi) q[13];\nu3(3.017821510012174*pi,3.1362162334306936*pi,1.5606660604342277*pi) q[14];\nu3(3.485768675883262*pi,-0.3537606034255497*pi,0.990108898696183*pi) q[15];\nu3(3.1964444793506015*pi,0.30998355477106887*pi,4.1281249974058545*pi) q[16];\nRxxyyzz(0.4692310974167003*pi,0.292880279224915*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.47716188162057005*pi,0.17686114368243033*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.26849832281623964*pi,0.10611593796157326*pi,0.06537304738538774*pi) q[9],q[2];\nRxxyyzz(0.40436194162709954*pi,0.22609650228985442*pi,0.04079517877370925*pi) q[14],q[5];\nRxxyyzz(0.4452808162605303*pi,0.20607418499184896*pi,0.08899824841538954*pi) q[11],q[6];\nRxxyyzz(0.4407591032351501*pi,0.28762008574424414*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.33134009690456*pi,0.19890284000077862*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.31374957244962953*pi,0.2631967247182132*pi,3.94214528217778*pi) q[12],q[16];\nu3(3.7979321809674853*pi,-0.17427388726796922*pi,0.8386431423521108*pi) q[0];\nu3(3.7224621436158203*pi,3.4491975999337905*pi,3.652426663630399*pi) q[1];\nu3(3.6101960055132043*pi,0.43966200260614374*pi,4.494911166696723*pi) q[2];\nu3(3.6416342130563155*pi,2.749748625831626*pi,2.376152658480764*pi) q[3];\nu3(3.820733714111959*pi,0.8597732558353315*pi,2.157837708923572*pi) q[4];\nu3(3.2267953602839183*pi,-0.43770562302168736*pi,1.0738858090747154*pi) q[5];\nu3(3.5336252537153126*pi,3.3662999918053167*pi,3.6893576824882466*pi) q[6];\nu3(3.1707815963347703*pi,2.5078845007482062*pi,0.9360308457198899*pi) q[8];\nu3(3.0405678013283906*pi,0.2765911452177008*pi,4.137334194262094*pi) q[9];\nu3(3.6999620390432626*pi,3.463141364943763*pi,4.240258192037986*pi) q[10];\nu3(3.626348113904559*pi,0.2665662374553113*pi,1.9915216890721315*pi) q[11];\nu3(3.729992436923428*pi,3.1422192738807246*pi,0.5584398443273854*pi) q[12];\nu3(3.5663470373192125*pi,3.4767652072382926*pi,0.7954980874675277*pi) q[13];\nu3(3.45040264942512*pi,2.8747697099225666*pi,3.211709292352852*pi) q[14];\nu3(3.6419973922259246*pi,2.4313195952735054*pi,2.0356281890849566*pi) q[15];\nu3(3.468787984228625*pi,2.439763937021092*pi,1.6285911519380072*pi) q[16];\nRxxyyzz(0.3829472663980899*pi,0.1731157398468879*pi,0.06874622975803799*pi) q[7],q[0];\nRxxyyzz(0.3897281119269903*pi,0.14770856296122797*pi,0.09849014984632633*pi) q[10],q[1];\nRxxyyzz(0.4294900510843196*pi,0.2499400365871838*pi,3.951730247484919*pi) q[2],q[5];\nRxxyyzz(0.4635883451328501*pi,0.11306319567265821*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.32360946730424*pi,0.2032949791546852*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4541377850689603*pi,0.4263757307141849*pi,0.08546111956055169*pi) q[8],q[6];\nRxxyyzz(0.38792351933605096*pi,0.18672447234212441*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.3526203582030101*pi,0.23427740074149894*pi,0.0*pi) q[14],q[11];\nu3(3.29536878500182*pi,-0.24330170302553616*pi,4.122223084393866*pi) q[0];\nu3(3.2716948981516776*pi,0.6265636750950891*pi,4.3740230118098005*pi) q[1];\nu3(3.6132992635024035*pi,-0.2834327596055667*pi,2.148942867308218*pi) q[2];\nu3(3.5975105956152493*pi,2.8562548694975494*pi,1.6201517377199066*pi) q[3];\nu3(3.942174275866991*pi,0.013526611758685747*pi,2.1692058233392237*pi) q[4];\nu3(3.6928497738177737*pi,-0.24204316163259965*pi,1.0117358869576742*pi) q[5];\nu3(3.45634161722476*pi,3.1144944495692206*pi,3.3737766204244086*pi) q[6];\nu3(3.430024548846599*pi,0.7430451105873246*pi,3.3542122423360388*pi) q[7];\nu3(3.7642356157951053*pi,2.65196087740006*pi,0.5781099709971239*pi) q[8];\nu3(3.3821653985619697*pi,0.9402348384117154*pi,1.3010465226721433*pi) q[9];\nu3(3.373307868097214*pi,-0.09100538397689556*pi,0.677648931068439*pi) q[10];\nu3(3.6515252358797685*pi,-0.38607818620036916*pi,0.815067525162787*pi) q[11];\nu3(3.1788449894491166*pi,2.3514697914774825*pi,1.5997381172043346*pi) q[13];\nu3(3.152036755969945*pi,2.4895519536501727*pi,2.081200598987219*pi) q[14];\nu3(3.2551508650424945*pi,-0.4224144955491713*pi,1.4528306252840877*pi) q[15];\nu3(3.074856165594208*pi,3.116962038737478*pi,2.2326897865987876*pi) q[16];\nmeasure q[7] -> c[3];\nRxxyyzz(0.3787900317898901*pi,0.23652076076350692*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.23767034908034113*pi,0.09875271369054683*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.37590173837967455*pi,0.20683730919055598*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.36374409408999303*pi,0.26781624164654283*pi,0.19542192135383618*pi) q[4],q[9];\nRxxyyzz(0.4365647578053604*pi,0.41244593826691245*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4323036184691599*pi,0.29984609671692114*pi,0.04271302666229435*pi) q[14],q[8];\nRxxyyzz(0.4013606815046876*pi,0.23579964173293377*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.3873948768635299*pi,0.3082521484434601*pi,0.06250986446001665*pi) q[12],q[11];\nu3(3.7990956986590465*pi,3.1890838182660017*pi,2.236855062761034*pi) q[0];\nu3(3.2248796658537042*pi,-0.28213083425106483*pi,0.7035473438728301*pi) q[1];\nu3(3.3330752763293776*pi,2.537208578617522*pi,1.1656148966057591*pi) q[2];\nu3(3.146676567130736*pi,-0.3961827230454026*pi,1.0162398824169574*pi) q[3];\nu3(3.386266600108696*pi,-0.09656489525092804*pi,1.5810615328462727*pi) q[4];\nu3(3.2112101735312724*pi,2.330701728444956*pi,1.969635059536036*pi) q[5];\nu3(3.3421636783549027*pi,0.9681552511248737*pi,4.3198296375085015*pi) q[6];\nu3(3.879042617865828*pi,2.0030648799938913*pi,4.275459646793449*pi) q[8];\nu3(3.7855475355737327*pi,1.6338756741745106*pi,0.9192208470380381*pi) q[9];\nu3(3.682649666666351*pi,0.29802539481914325*pi,0.5627314100104409*pi) q[10];\nu3(3.3938058406463547*pi,0.7971685371622943*pi,4.050084721977061*pi) q[11];\nu3(3.7670048275831944*pi,0.4493174638168539*pi,3.5268176542022758*pi) q[12];\nu3(3.154660790513819*pi,-0.4586765914725305*pi,0.5267595269832456*pi) q[13];\nu3(3.6757671039592736*pi,2.678450620681539*pi,1.6698213072835544*pi) q[14];\nu3(3.597758904155504*pi,2.1719138138500282*pi,1.3910757070247446*pi) q[15];\nu3(3.6942617850780723*pi,2.9709496369347423*pi,3.294892508573008*pi) q[16];\nmeasure q[4] -> c[12];\nmeasure q[9] -> c[13];\nRxxyyzz(0.40726565359292005*pi,0.31816972686203976*pi,3.9404684634247698*pi) q[15],q[0];\nRxxyyzz(0.40864219327901985*pi,0.3664127134179369*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4352944492924302*pi,0.30697289066205213*pi,0.12975459136102888*pi) q[2],q[5];\nRxxyyzz(0.43427324261072975*pi,0.22618122166538124*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.45561426575262953*pi,0.24796272885108928*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.47420679270608*pi,0.42388974972259774*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4576532337316904*pi,0.342205294068164*pi,0.0*pi) q[10],q[16];\nu3(3.279637502003002*pi,-0.37403059764842506*pi,1.7072151715283237*pi) q[0];\nu3(3.2445070863019074*pi,2.8130789773109077*pi,4.341692451373018*pi) q[1];\nu3(3.921616226194481*pi,2.886224333503891*pi,4.279882536616337*pi) q[2];\nu3(3.3695277824653163*pi,2.3645414999088077*pi,0.7019926478397501*pi) q[3];\nu3(3.59366981717947*pi,3.0222278557871842*pi,4.234314064165039*pi) q[5];\nu3(3.369317680830955*pi,2.685043520082881*pi,0.7118025595529449*pi) q[6];\nu3(3.3105751231778147*pi,0.27864105787595317*pi,1.2178566851195645*pi) q[8];\nu3(3.93181861270415*pi,-0.16801992843901015*pi,0.8527531998539617*pi) q[10];\nu3(3.6551282234691937*pi,3.1302823459015343*pi,0.6755566129043182*pi) q[11];\nu3(3.5989503375858285*pi,3.287053449676036*pi,4.083210588907679*pi) q[12];\nu3(3.4835174231691846*pi,1.5052756893900439*pi,1.855922802956702*pi) q[13];\nu3(3.8980274225675053*pi,2.4995055344655763*pi,3.039098364227736*pi) q[14];\nu3(3.464869576452149*pi,1.300534535372366*pi,1.2135111842281807*pi) q[15];\nu3(3.5593560833787903*pi,-0.06553572195408863*pi,2.1256114888278006*pi) q[16];\nmeasure q[14] -> c[0];\nmeasure q[13] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[3] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[15] -> c[6];\nmeasure q[12] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[0] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[11] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[10] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.451298460937325*pi,-0.11876147173802976*pi,2.0098837662475546*pi) q[0];\nu3(3.797261899019964*pi,-0.3279932777778668*pi,2.577226838364071*pi) q[1];\nu3(3.584526256362397*pi,0.8071847793586278*pi,2.2148170817905988*pi) q[2];\nu3(3.166203505054259*pi,3.0345931046275707*pi,1.7247860961033346*pi) q[3];\nu3(3.6726939437163555*pi,-0.16047881377744333*pi,2.20708843068276*pi) q[4];\nu3(3.1770995272222615*pi,0.8147937212002891*pi,4.253685514641234*pi) q[5];\nu3(3.661546108820658*pi,-0.06479560555397379*pi,1.3511835529907397*pi) q[6];\nu3(3.2686268386394013*pi,3.2182675767272997*pi,4.498287437475755*pi) q[7];\nu3(3.2558063343548516*pi,0.9172603130387729*pi,3.1622141091313196*pi) q[8];\nu3(3.5578937585530515*pi,2.4043132331091948*pi,1.4826175795001522*pi) q[9];\nu3(3.6951259098404057*pi,-0.1304526725396722*pi,0.7939346864490409*pi) q[10];\nu3(3.2304060604814597*pi,0.5560992130908777*pi,1.0416378758389255*pi) q[11];\nu3(3.664773779137219*pi,-0.17650876568449286*pi,1.6056575841479086*pi) q[12];\nu3(3.333135080482597*pi,2.4627185152128575*pi,0.5781239415955439*pi) q[13];\nu3(3.5659431056692035*pi,2.1078648333448724*pi,1.6859206139655885*pi) q[14];\nu3(3.6222250218176364*pi,3.1620701240542295*pi,0.8697167347712664*pi) q[15];\nu3(3.251144673927286*pi,2.103839647644658*pi,4.256912030043415*pi) q[16];\nRxxyyzz(0.4104934515326043*pi,0.0*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4670280894193367*pi,0.2872305466120981*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.45975782730177095*pi,0.183535001426045*pi,0.10587915650571982*pi) q[3],q[12];\nRxxyyzz(0.37551099602041005*pi,0.1381463081874328*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.39847791312694003*pi,0.3379559111627981*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3386040244862172*pi,0.18895921019239126*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4060384248258786*pi,0.13968843019088784*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3868104167020946*pi,0.19720810158611446*pi,0.0*pi) q[11],q[14];\nu3(3.722602606008085*pi,2.0389439299953485*pi,0.7898110118069415*pi) q[1];\nu3(3.3283595887264363*pi,-0.26697961075436394*pi,4.159677451002606*pi) q[2];\nu3(3.9304325655586316*pi,3.075704667866673*pi,4.269692280803157*pi) q[3];\nu3(3.322154807592213*pi,-0.332640557051316*pi,0.7724320414237242*pi) q[4];\nu3(3.2005236311410608*pi,2.8479609004646775*pi,1.6025282535726444*pi) q[5];\nu3(3.4523014169892923*pi,-0.26959972977954916*pi,2.347131686696784*pi) q[6];\nu3(3.363710555529254*pi,1.1104441523040067*pi,2.411331363134693*pi) q[7];\nu3(3.6600261157174163*pi,0.966970126326685*pi,1.4927904659688656*pi) q[8];\nu3(3.497833304711241*pi,-0.34276003795841714*pi,0.93158761330037*pi) q[9];\nu3(3.280808112818735*pi,0.6010630134917143*pi,2.285222430484192*pi) q[10];\nu3(3.262960348451819*pi,2.964630853221249*pi,1.079043920219275*pi) q[11];\nu3(3.620587328750548*pi,-0.15310492863369718*pi,1.7830762854190136*pi) q[12];\nu3(3.3214313271724687*pi,0.03227481272483279*pi,0.7472894128783931*pi) q[13];\nu3(3.6482339496898217*pi,0.6450990072957827*pi,1.6833674271659351*pi) q[14];\nu3(3.9049941411830837*pi,1.8757645955605486*pi,1.653957472147185*pi) q[15];\nu3(3.928350891619973*pi,0.7215071142069527*pi,0.8997391702578084*pi) q[16];\nRxxyyzz(0.3440621808958699*pi,0.2228809798476452*pi,3.897380201627451*pi) q[0],q[15];\nRxxyyzz(0.4190650028759898*pi,0.29072282884667017*pi,0.14251272346487354*pi) q[1],q[14];\nRxxyyzz(0.4228599430127534*pi,0.28001868213637426*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.3514799358523951*pi,0.12186090676802985*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.42406891387418977*pi,0.38467732781758995*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3519633494829994*pi,0.22266279573629788*pi,3.95610981867613*pi) q[16],q[10];\nu3(3.2451830253815004*pi,-0.1982676040725761*pi,0.8340268428613329*pi) q[0];\nu3(3.347635164779457*pi,0.5425052851487524*pi,4.132803770007694*pi) q[1];\nu3(3.712311313337492*pi,3.149721218802937*pi,1.0082063180681535*pi) q[4];\nu3(3.277511988324714*pi,0.7575331062306114*pi,0.993290999083495*pi) q[5];\nu3(3.6965624495369522*pi,3.392545765037193*pi,3.0396420283480374*pi) q[6];\nu3(3.834469304868658*pi,0.9293625568321411*pi,3.2707773324607152*pi) q[8];\nu3(3.8318726812245476*pi,0.0021857073018137774*pi,1.2481258381674225*pi) q[9];\nu3(3.544819327896958*pi,2.247153015875705*pi,2.1565151017730897*pi) q[10];\nu3(3.7469211290413904*pi,-0.48152386882018494*pi,2.2200859184801645*pi) q[11];\nu3(3.1036724072778945*pi,-0.4050533228463614*pi,3.136314408126656*pi) q[14];\nu3(3.3708918651444537*pi,2.450140136832138*pi,2.362922135758522*pi) q[15];\nu3(3.2944699168046414*pi,3.160206376951902*pi,4.129653905510166*pi) q[16];\nRxxyyzz(0.35596187580468985*pi,0.14776762613603367*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.23378157564483992*pi,0.19027144380285277*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.3809182021813502*pi,0.1987703418282498*pi,3.8334371767627005*pi) q[4],q[2];\nRxxyyzz(0.4231633862892994*pi,0.23719405181997477*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.45052728911496936*pi,0.19654726926002256*pi,3.9157217024605195*pi) q[6],q[15];\nRxxyyzz(0.2733224181164196*pi,0.18186266405606766*pi,0.07039521222568368*pi) q[12],q[8];\nRxxyyzz(0.42135339999410976*pi,0.3472662673064589*pi,3.9255913176295802*pi) q[16],q[9];\nRxxyyzz(0.3683776064643996*pi,0.24790894649301037*pi,3.829299918525269*pi) q[10],q[11];\nu3(3.747635480956464*pi,-0.032346939410651754*pi,1.9184780104824408*pi) q[0];\nu3(3.3050569058367376*pi,1.3106678552780244*pi,2.222139144063602*pi) q[1];\nu3(3.379547468141184*pi,3.378321414922907*pi,2.227778260403902*pi) q[2];\nu3(3.0864383074989865*pi,3.2598000129552043*pi,0.7618667713108351*pi) q[3];\nu3(3.3386239002785048*pi,-0.17273038136068397*pi,2.0729746515467076*pi) q[4];\nu3(3.7086560724078654*pi,2.5526453775567552*pi,0.5464100143248272*pi) q[5];\nu3(3.397902895368036*pi,2.271366409115923*pi,0.6667811495468308*pi) q[6];\nu3(3.7205256070827306*pi,2.7059437767870116*pi,0.6947166959451883*pi) q[7];\nu3(3.5575903592277873*pi,-0.12518914636192824*pi,1.4061201594955999*pi) q[8];\nu3(3.5945892959524004*pi,2.9549507047148302*pi,1.9585455140908063*pi) q[9];\nu3(3.8595066074445388*pi,2.333235860734542*pi,0.851698612576774*pi) q[10];\nu3(3.62204894973011*pi,-0.4409586603548821*pi,1.541254107986508*pi) q[11];\nu3(3.407882993734731*pi,-0.13985401548921272*pi,0.9396874378784287*pi) q[12];\nu3(3.2208147411212185*pi,3.0782734441039548*pi,1.1377390443102176*pi) q[14];\nu3(3.512010866794157*pi,0.6337733474006035*pi,2.4111466568961646*pi) q[15];\nu3(3.2150044947995524*pi,0.2657836617077969*pi,0.6877894889449405*pi) q[16];\nRxxyyzz(0.4327427977581598*pi,0.26099003684289146*pi,0.09355124595392983*pi) q[0],q[5];\nRxxyyzz(0.34061670416184947*pi,0.26810573633339274*pi,3.7700131507936394*pi) q[16],q[1];\nRxxyyzz(0.45503190568867974*pi,0.28332700952750706*pi,0.1399403967023527*pi) q[2],q[8];\nRxxyyzz(0.40463411654801995*pi,0.2821136769932038*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.35098198532375957*pi,0.22182553184711296*pi,3.95147076260338*pi) q[4],q[15];\nRxxyyzz(0.38176138444438*pi,0.26731217983946676*pi,3.8869926697609696*pi) q[6],q[13];\nRxxyyzz(0.391120127703962*pi,0.27713964328905877*pi,3.853690156631555*pi) q[7],q[14];\nRxxyyzz(0.3470465680375999*pi,0.08596179746891353*pi,0.0*pi) q[11],q[12];\nu3(3.6667857773421355*pi,2.937509289348263*pi,1.2464290642734994*pi) q[0];\nu3(3.53956357047186*pi,3.480622018535449*pi,1.9751138597355142*pi) q[1];\nu3(3.346546009615677*pi,0.7234033232088513*pi,4.122582246880292*pi) q[2];\nu3(3.252842250870167*pi,3.453696855897169*pi,2.132479461438935*pi) q[3];\nu3(3.126640886218407*pi,3.365291815502223*pi,2.3675405702275394*pi) q[4];\nu3(3.4045445493096174*pi,3.450328905601266*pi,3.6578956432709626*pi) q[5];\nu3(3.7806144280507743*pi,2.677788823828773*pi,0.9075527622287938*pi) q[6];\nu3(3.3583296051444416*pi,3.487292788761575*pi,2.4707306113036984*pi) q[7];\nu3(3.6073050776085624*pi,1.8151840008473608*pi,4.245715308460111*pi) q[8];\nu3(3.766597022687156*pi,2.2895220565971797*pi,2.147983766343474*pi) q[10];\nu3(3.7569712062895197*pi,3.013210953004542*pi,3.782318087301702*pi) q[11];\nu3(3.380121124577861*pi,2.8678693410456395*pi,0.864212280702034*pi) q[12];\nu3(3.533471309169633*pi,0.6129603250805957*pi,1.6715321746142697*pi) q[13];\nu3(3.53849817089374*pi,2.76372970930853*pi,2.1782206827913932*pi) q[14];\nu3(3.0922555107419507*pi,3.370931608976928*pi,3.7200201773817954*pi) q[15];\nu3(3.528810968117754*pi,-0.4153321737452123*pi,0.8778545335240657*pi) q[16];\nRxxyyzz(0.42543285227992*pi,0.24964888246196684*pi,3.83366274042106*pi) q[3],q[0];\nRxxyyzz(0.42796960127228006*pi,0.26788931800304344*pi,3.9349787945784804*pi) q[1],q[14];\nRxxyyzz(0.4147790253768395*pi,0.30873822284897146*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.447277285758962*pi,0.346705735118121*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.3713327130713103*pi,0.2383978191375955*pi,0.15682207437753334*pi) q[5],q[8];\nRxxyyzz(0.38236808744101425*pi,0.17470211626030274*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4661710437290899*pi,0.3023361204933691*pi,0.0*pi) q[16],q[11];\nRxxyyzz(0.37946297519110805*pi,0.30577119593031576*pi,0.0*pi) q[15],q[13];\nu3(3.5768573358923272*pi,3.195053999146479*pi,1.4820135212983807*pi) q[0];\nu3(3.4184197664227014*pi,0.8197529267924595*pi,0.656498970877077*pi) q[1];\nu3(3.4315446560412566*pi,-0.4612026059657648*pi,3.6151807592871723*pi) q[2];\nu3(3.437957615261453*pi,-0.3090965426813912*pi,2.1682526762279615*pi) q[3];\nu3(3.3377199585772113*pi,1.978525645570719*pi,1.8273753231850873*pi) q[4];\nu3(3.47610729967735*pi,3.0372052308555055*pi,1.5025935591223074*pi) q[5];\nu3(3.8346087742977746*pi,3.2672805780982825*pi,1.3469453066907249*pi) q[6];\nu3(3.451069580291378*pi,0.11937872602270361*pi,3.2016082330462377*pi) q[8];\nu3(3.7851396072366206*pi,2.8025153767794935*pi,1.0844054928560016*pi) q[9];\nu3(3.693321217062438*pi,2.1659399312931633*pi,1.8049324114893852*pi) q[10];\nu3(3.5370705180204753*pi,2.828252548176834*pi,4.279840610106941*pi) q[11];\nu3(3.5222711552209347*pi,-0.3489188334213619*pi,1.7356653828120188*pi) q[12];\nu3(3.441643354300859*pi,1.1894442378128884*pi,1.3094551328338686*pi) q[13];\nu3(3.4709955009880376*pi,-0.2737744007771594*pi,2.1612949162363932*pi) q[14];\nu3(3.058746677202154*pi,-0.2956215878396836*pi,2.330867061841695*pi) q[15];\nu3(3.540670055689516*pi,1.759313841275743*pi,1.520633821458305*pi) q[16];\nRxxyyzz(0.4234241125896895*pi,0.1910122317158478*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.44409386419662056*pi,0.3730039866308543*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.48185774801901005*pi,0.33543895982254335*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4262752857847607*pi,0.3834958308646059*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.44910261796705975*pi,0.3562059224717584*pi,0.0439257463455094*pi) q[6],q[15];\nRxxyyzz(0.4188276341137492*pi,0.2568862933776984*pi,0.0501873530187957*pi) q[7],q[10];\nRxxyyzz(0.36678110529048924*pi,0.3186802503580495*pi,0.0*pi) q[9],q[8];\nu3(3.472161645512006*pi,0.304533829711527*pi,1.793092222840989*pi) q[0];\nu3(3.392022469562872*pi,2.9858178065177667*pi,0.7996893175354272*pi) q[2];\nu3(3.687006272476896*pi,2.360891405633887*pi,2.902876064299877*pi) q[3];\nu3(3.6101029974230454*pi,3.3437356272632193*pi,1.2583142091184996*pi) q[4];\nu3(3.7534508679742804*pi,-0.20743912942082327*pi,4.062481708726051*pi) q[5];\nu3(3.707928444071608*pi,1.4825606323182163*pi,4.232897602392282*pi) q[6];\nu3(3.5721610433252877*pi,0.3415064829022474*pi,4.379529424407669*pi) q[7];\nu3(3.432912017578941*pi,-0.09499236167474778*pi,1.49671813970441*pi) q[8];\nu3(3.2096532662930066*pi,0.30482608314616944*pi,4.366234492987902*pi) q[9];\nu3(3.52080877342182*pi,0.3396703497232342*pi,4.2746254065383535*pi) q[10];\nu3(3.491155261796267*pi,0.5008337092495334*pi,0.822141310948862*pi) q[11];\nu3(3.9606658322435804*pi,0.22489668410844887*pi,0.7965402731982075*pi) q[12];\nu3(3.7129994541990534*pi,-0.28979308672584203*pi,0.5603698908143278*pi) q[13];\nu3(3.65913096875426*pi,1.1716443323512689*pi,4.200707276614174*pi) q[15];\nRxxyyzz(0.3175821724812692*pi,0.29110034573530896*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.3605825308605103*pi,0.21982041411195774*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4757241150692799*pi,0.28458351253616976*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.36017289813434994*pi,0.2241969459086688*pi,3.839885589509601*pi) q[5],q[3];\nRxxyyzz(0.4760358884544099*pi,0.28450488503857274*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3971086623597505*pi,0.17622645578112917*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4363720609381103*pi,0.08964994645942126*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.46275087458858*pi,0.38074988388220216*pi,0.0*pi) q[9],q[13];\nu3(3.4394602657919036*pi,3.3127821311366334*pi,0.6723823752147982*pi) q[0];\nu3(3.429011397319486*pi,0.8405122853320075*pi,4.116706940184985*pi) q[1];\nu3(3.428429796143708*pi,3.3609742636067974*pi,2.4835424510238084*pi) q[2];\nu3(3.7130838603772927*pi,1.1029109592873476*pi,1.4385004151600698*pi) q[3];\nu3(3.089013737565267*pi,2.592033802607101*pi,2.3993907911735817*pi) q[4];\nu3(3.7310876397663257*pi,2.3192208006028006*pi,4.263970866266894*pi) q[5];\nu3(3.4606390260491833*pi,-0.20979429535158833*pi,1.5263498454403976*pi) q[6];\nu3(3.3670715649017393*pi,2.683002190247149*pi,0.5373130878464858*pi) q[7];\nu3(3.391062502089998*pi,-0.14056945163672996*pi,1.3907751442490102*pi) q[8];\nu3(3.4453021984321532*pi,2.8578576952788044*pi,1.8202501923626717*pi) q[9];\nu3(3.486822161138194*pi,2.1888367110212887*pi,1.63697453499764*pi) q[10];\nu3(3.235969670323114*pi,0.44057811520393086*pi,0.5237150148944772*pi) q[11];\nu3(3.8293901115927858*pi,1.0531161195778993*pi,1.4850293996382686*pi) q[12];\nu3(3.459650963927057*pi,2.354421950670357*pi,3.8737349613489167*pi) q[13];\nu3(3.946015156980579*pi,-0.04096258199872915*pi,1.722931180451654*pi) q[14];\nu3(3.1649236168148462*pi,3.347370684708438*pi,3.6686958326362102*pi) q[15];\nRxxyyzz(0.2376507471276692*pi,0.20553321740900587*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.28082246649035003*pi,0.2153811409248061*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4526156073326788*pi,0.22557584815691653*pi,3.8071849896449894*pi) q[2],q[6];\nRxxyyzz(0.4481631759518299*pi,0.34273909501143085*pi,3.95330126067773*pi) q[12],q[4];\nRxxyyzz(0.3360776458650899*pi,0.18899267575122458*pi,3.9295435973148205*pi) q[5],q[14];\nRxxyyzz(0.45869427468904966*pi,0.37267368971839304*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.45768398604234023*pi,0.2627656256798359*pi,0.07410680457955535*pi) q[11],q[13];\nRxxyyzz(0.45851096638385996*pi,0.31576435036070016*pi,0.25880753694053915*pi) q[16],q[15];\nu3(3.552923109869583*pi,0.4564986990390376*pi,1.9480590809520872*pi) q[0];\nu3(3.338850495795885*pi,2.880484340029998*pi,1.4782917650745715*pi) q[1];\nu3(3.721034262519292*pi,0.4090229113880033*pi,0.734782367235586*pi) q[2];\nu3(3.371438038775441*pi,2.5259444488190077*pi,1.0548641156897443*pi) q[4];\nu3(3.539382172241762*pi,2.9686349349673007*pi,2.0081087270319147*pi) q[5];\nu3(3.111847351808596*pi,-0.45188506983126264*pi,2.433234725939602*pi) q[6];\nu3(3.4577514324447565*pi,0.710051393482162*pi,3.8579973182774543*pi) q[7];\nu3(3.4115469912793963*pi,0.35456002842123435*pi,1.9692823463142886*pi) q[8];\nu3(3.1688529572400537*pi,0.6422664770902617*pi,4.227889342446155*pi) q[9];\nu3(3.074381751811228*pi,2.395840450400153*pi,1.8288719303278476*pi) q[10];\nu3(3.5578284745378417*pi,3.4691205396874825*pi,4.2873233007937905*pi) q[11];\nu3(3.579292451534904*pi,-0.4806055699778088*pi,1.0650423764551777*pi) q[12];\nu3(3.4300450784080914*pi,3.071244180434053*pi,4.210602517571511*pi) q[13];\nu3(3.5335045789576727*pi,-0.3434653201530984*pi,3.7477898371067058*pi) q[14];\nu3(3.784828039397008*pi,0.09758674663883082*pi,1.5855692868502516*pi) q[15];\nu3(3.4243474474037354*pi,0.5905273020709063*pi,1.2339263068550275*pi) q[16];\nRxxyyzz(0.4587214915100998*pi,0.38451764124677523*pi,3.767728807277111*pi) q[3],q[1];\nRxxyyzz(0.45681108187385994*pi,0.221013072667534*pi,3.929953631703439*pi) q[11],q[2];\nRxxyyzz(0.3851872798668109*pi,0.14264278908990813*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.35689506759185013*pi,0.28778303324834775*pi,3.859510278425591*pi) q[12],q[6];\nRxxyyzz(0.43328425473768994*pi,0.1707654766832143*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.46313926451184695*pi,0.2860362130577202*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.43125620971469025*pi,0.26224228641599134*pi,0.2532592564406732*pi) q[9],q[16];\nRxxyyzz(0.41725576382656016*pi,0.40131270423461773*pi,0.0*pi) q[14],q[15];\nu3(3.695579279647967*pi,2.228679851647771*pi,1.8298030802204686*pi) q[1];\nu3(3.4832963963105357*pi,0.23834398930791867*pi,2.4680945628394495*pi) q[2];\nu3(3.3024238067965586*pi,-0.04893641542000282*pi,1.9874959595806465*pi) q[3];\nu3(3.337775880883914*pi,2.8021658607052*pi,2.255914495178597*pi) q[4];\nu3(3.8391046878539643*pi,2.380328666771197*pi,0.9416886299565717*pi) q[5];\nu3(3.3764924375375833*pi,2.2948596865193167*pi,0.9971598434091943*pi) q[6];\nu3(3.624826173413519*pi,0.6271984446526417*pi,0.552362449394947*pi) q[7];\nu3(3.172701112274517*pi,0.09200796147767143*pi,4.2457039649848936*pi) q[8];\nu3(3.454454788097422*pi,-0.049177127666848675*pi,1.7079762713922502*pi) q[9];\nu3(3.5804388315853255*pi,0.7630099279913516*pi,1.9077845695739748*pi) q[10];\nu3(3.6632654101816136*pi,2.270890898950901*pi,2.1801141774712915*pi) q[11];\nu3(3.1164680451811337*pi,1.995634450643227*pi,0.7143768393662203*pi) q[12];\nu3(3.399453559699092*pi,0.3520867358472979*pi,2.2182618075311615*pi) q[13];\nu3(3.282078794737255*pi,-0.35277708744877867*pi,2.294322549684214*pi) q[14];\nu3(3.613393710695007*pi,2.0305093367369444*pi,4.308222409734006*pi) q[15];\nu3(3.543571998650942*pi,-0.13276065278821553*pi,3.75779942707537*pi) q[16];\nRxxyyzz(0.46657932202516017*pi,0.1047391427948221*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.34226747993126017*pi,0.11077043848568524*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.45112786159324036*pi,0.19362223112889687*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4281167786938598*pi,0.22542089009356125*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4582288021091231*pi,0.26790609144761995*pi,0.045037244748072*pi) q[4],q[6];\nRxxyyzz(0.45687324394149587*pi,0.1824881478304371*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.3615896308706398*pi,0.09445564237269893*pi,0.07309253101793683*pi) q[11],q[8];\nRxxyyzz(0.37654067073822*pi,0.24097900591991103*pi,0.17737007680667002*pi) q[9],q[12];\nu3(3.2483573954338985*pi,-0.2246252139059235*pi,0.5337159121999699*pi) q[0];\nu3(3.2177636866483144*pi,-0.16835377250833117*pi,3.2753901043019455*pi) q[1];\nu3(3.147120233109472*pi,2.3413628900785275*pi,1.3094737511764287*pi) q[2];\nu3(3.4975876669079193*pi,0.8364950947243819*pi,1.044223518702901*pi) q[3];\nu3(3.4984309403372884*pi,2.578251232360345*pi,3.799971090449851*pi) q[4];\nu3(3.9270275437113153*pi,0.2989861761052889*pi,1.908674258578667*pi) q[5];\nu3(3.319461438094829*pi,0.4592926355863275*pi,3.5583417731642824*pi) q[6];\nu3(3.984338767764754*pi,-0.3980432283775871*pi,2.672624741694237*pi) q[8];\nu3(3.511491267958159*pi,-0.4071597852166465*pi,0.5113997170251652*pi) q[9];\nu3(3.348280191584093*pi,2.695209443327415*pi,1.3068209548592535*pi) q[10];\nu3(3.2291666822667775*pi,3.4445813084600916*pi,1.7948629496258897*pi) q[11];\nu3(3.2983650944873175*pi,1.981017566581921*pi,0.5567391380461096*pi) q[12];\nu3(3.585604998438382*pi,1.0318912875311752*pi,1.7478220518712329*pi) q[13];\nu3(3.4518449172702543*pi,1.1945513047783138*pi,1.7843170449086747*pi) q[14];\nu3(3.5581891907757743*pi,2.9113201279881524*pi,1.8097378845357457*pi) q[15];\nu3(3.476333112030815*pi,3.3963660664491897*pi,0.9604822233299403*pi) q[16];\nRxxyyzz(0.4405329596802402*pi,0.3502041431653815*pi,0.08017119373846615*pi) q[11],q[0];\nRxxyyzz(0.4127298747337696*pi,0.297735340572796*pi,0.19357215683262005*pi) q[10],q[1];\nRxxyyzz(0.4254668221436574*pi,0.15056841579411018*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.34670692817766746*pi,0.15383390222561855*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.29957636212851957*pi,0.1429823155513592*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.32763969011333927*pi,0.2709321620674905*pi,0.0*pi) q[15],q[13];\nu3(3.736261450016181*pi,0.05010192229432586*pi,0.9468591995493449*pi) q[0];\nu3(3.7167920526095735*pi,2.3889967917166923*pi,3.7834002903412776*pi) q[1];\nu3(3.2568453999095204*pi,2.686356027104436*pi,1.1552577535557749*pi) q[2];\nu3(3.355534212475925*pi,0.912324711065231*pi,0.990630810354053*pi) q[3];\nu3(3.3008094530911327*pi,-0.2532217434553375*pi,0.5638603473231256*pi) q[7];\nu3(3.2543381309388244*pi,-0.22732456758478636*pi,2.106596686621896*pi) q[9];\nu3(3.588119438588525*pi,2.3765396176268228*pi,0.6751556617726706*pi) q[10];\nu3(3.566837425365156*pi,-0.09133951534592316*pi,4.27560534855348*pi) q[11];\nu3(3.841452154278716*pi,2.4481154016231668*pi,1.3317464127039789*pi) q[12];\nu3(3.715267931051606*pi,2.091170034858477*pi,1.6691679635693433*pi) q[13];\nu3(3.8130571294031252*pi,-0.24048926483612698*pi,1.4611462677504001*pi) q[14];\nu3(3.7737291842708096*pi,3.18239177797549*pi,1.3768131538987216*pi) q[15];\nRxxyyzz(0.4577679916648094*pi,0.41241501339425035*pi,0.05527721125431384*pi) q[0],q[8];\nRxxyyzz(0.3465478280045265*pi,0.16526368738342123*pi,0.058290326792790115*pi) q[2],q[1];\nRxxyyzz(0.45563166207279027*pi,0.3477804987584143*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.3960628624609602*pi,0.28304744754125555*pi,0.12011237508072668*pi) q[4],q[15];\nRxxyyzz(0.4824201188671404*pi,0.4243619465593635*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.39026170587809*pi,0.3193365590356603*pi,0.052631133859603184*pi) q[7],q[13];\nRxxyyzz(0.3386032918331797*pi,0.20361046792027437*pi,0.1252098139353759*pi) q[10],q[14];\nRxxyyzz(0.44335494980994994*pi,0.22601195812603647*pi,0.0*pi) q[16],q[12];\nu3(3.550556690880789*pi,3.3771604581350547*pi,4.061197424685527*pi) q[0];\nu3(3.610305743302391*pi,0.07431507806121374*pi,0.9134429749564837*pi) q[1];\nu3(3.352698175361789*pi,3.2599422153431212*pi,1.2551986013836818*pi) q[2];\nu3(3.4954656175760235*pi,0.11255472066321814*pi,0.5286836031597059*pi) q[3];\nu3(3.5308574325718913*pi,0.12512034550328643*pi,1.106258242857682*pi) q[4];\nu3(3.3411598278577097*pi,2.4639772230375043*pi,2.1902671480590983*pi) q[5];\nu3(3.0675667436975473*pi,2.4273290172897015*pi,1.230862704157259*pi) q[6];\nu3(3.3680468360081233*pi,0.5579054552698146*pi,1.8484981169922887*pi) q[7];\nu3(3.194830549076627*pi,-0.352773341836246*pi,2.3416912126298595*pi) q[8];\nu3(3.528726753675345*pi,2.6700937396133706*pi,1.5660929798800003*pi) q[10];\nu3(3.798160860153161*pi,2.7686280872614693*pi,3.584270674847173*pi) q[11];\nu3(3.7230642626517687*pi,0.06171468928284096*pi,2.3129451909457566*pi) q[12];\nu3(3.5138770152146415*pi,2.60595828883261*pi,4.3182391778065945*pi) q[13];\nu3(3.3861061606868095*pi,3.422687875078112*pi,0.7609284588136668*pi) q[14];\nu3(3.381989702892661*pi,2.673204804956498*pi,3.6514622830315595*pi) q[15];\nu3(3.552991452606157*pi,0.1383960685740837*pi,0.5836342652990842*pi) q[16];\nRxxyyzz(0.42513465355383984*pi,0.3713784621414371*pi,0.15571189867584145*pi) q[10],q[0];\nRxxyyzz(0.4551869274021003*pi,0.28768074588823733*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.4558418381031829*pi,0.33478987652420955*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.3830934241891698*pi,0.2244060439474007*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.33949403907246056*pi,0.20018553104136605*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.46604976783835994*pi,0.3215239337601927*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.3998618382369595*pi,0.27763300867426444*pi,0.16122931998645834*pi) q[11],q[12];\nu3(3.1876096078602805*pi,-0.39754892592393143*pi,2.0611458991035234*pi) q[0];\nu3(3.424881737113009*pi,2.6573388253349357*pi,2.3289770377576593*pi) q[3];\nu3(3.9674634006799714*pi,1.3411234921944721*pi,1.5570286113687224*pi) q[4];\nu3(3.5889929828553027*pi,-0.09860222017504827*pi,4.409110159615921*pi) q[5];\nu3(3.350246399305243*pi,2.4458565121785742*pi,2.290699036450021*pi) q[6];\nu3(3.6715916858450615*pi,1.8458954526174867*pi,1.323158589911368*pi) q[7];\nu3(3.561407394007856*pi,2.74829148463068*pi,1.064980415112545*pi) q[8];\nu3(3.68751240606892*pi,0.9034625805374894*pi,1.053635093583578*pi) q[9];\nu3(3.300076073449903*pi,2.745027131051069*pi,0.6030817105930031*pi) q[10];\nu3(3.197857087694694*pi,0.6625932977083933*pi,4.103813276722541*pi) q[11];\nu3(3.4545577536826646*pi,-0.16971717709346046*pi,1.6977594297593361*pi) q[12];\nu3(3.849509890155871*pi,2.265328568616044*pi,1.0183553177574804*pi) q[14];\nu3(3.4950208487129424*pi,3.3776677495370224*pi,2.149137189187548*pi) q[15];\nu3(3.7863769072678815*pi,1.2888876960686244*pi,1.6069248233627058*pi) q[16];\nRxxyyzz(0.38868797676911016*pi,0.2728266445226436*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.44656783901382024*pi,0.2060320306822053*pi,3.9533151536989806*pi) q[7],q[1];\nRxxyyzz(0.3243428647543594*pi,0.20610858336572635*pi,3.9496523016838605*pi) q[2],q[8];\nRxxyyzz(0.45206602483866043*pi,0.24742859761702302*pi,0.06322151543729383*pi) q[3],q[16];\nRxxyyzz(0.430752425426439*pi,0.18576064183706942*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.3793464531588674*pi,0.2708967819913159*pi,0.06697974199312794*pi) q[5],q[12];\nRxxyyzz(0.44635706385432006*pi,0.299857134536483*pi,3.7647820965537395*pi) q[6],q[9];\nRxxyyzz(0.43908713111992004*pi,0.26527765946821713*pi,0.0*pi) q[10],q[13];\nu3(3.5480148943965655*pi,0.7495673638665326*pi,1.154525544941955*pi) q[0];\nu3(3.656119621001847*pi,2.3291242961072243*pi,2.2193535118633205*pi) q[1];\nu3(3.803338453747288*pi,-0.27363282148975065*pi,2.428616735968897*pi) q[2];\nu3(3.917090587979591*pi,3.3177379541807452*pi,3.4998047239297883*pi) q[3];\nu3(3.3798062846819508*pi,0.09450017378315567*pi,1.1443937061468008*pi) q[4];\nu3(3.412556860440711*pi,0.5050402041608828*pi,3.9174790003093194*pi) q[5];\nu3(3.197840922264896*pi,-0.2460716243967288*pi,0.9175581012991954*pi) q[6];\nu3(3.7792830750871547*pi,0.5560157563020907*pi,0.9405241352559672*pi) q[7];\nu3(3.40804642096364*pi,2.7540955146283492*pi,2.1726673889153267*pi) q[8];\nu3(3.8059633956365584*pi,2.676870229396259*pi,1.9784599335375077*pi) q[9];\nu3(3.7185031435627938*pi,3.0704581682263443*pi,1.5585828963857922*pi) q[10];\nu3(3.3337745170131887*pi,-0.43015236593767714*pi,1.0286131148586835*pi) q[11];\nu3(3.449219206511208*pi,0.7492774167093854*pi,1.1109979209782836*pi) q[12];\nu3(3.824400906017505*pi,-0.012962688873689343*pi,1.3060682650654587*pi) q[13];\nu3(3.3869803157795113*pi,0.5495410427627743*pi,0.9421671230725557*pi) q[15];\nu3(3.1342050320518475*pi,3.271275150490511*pi,1.9020976920934352*pi) q[16];\nRxxyyzz(0.37378793772544944*pi,0.20057462733870152*pi,0.16518222494263354*pi) q[4],q[0];\nRxxyyzz(0.45228210780881006*pi,0.34638970075210596*pi,0.05650956267536467*pi) q[14],q[1];\nRxxyyzz(0.3833077037893827*pi,0.24933394706261158*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4584369903525199*pi,0.15553302152321172*pi,3.9568429144081296*pi) q[3],q[8];\nRxxyyzz(0.3750066972502494*pi,0.12277596545638449*pi,0.054976996540699485*pi) q[9],q[5];\nRxxyyzz(0.2488534376366096*pi,0.18730203221969344*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4742789108778497*pi,0.19939278631406188*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.38394134914165023*pi,0.22757848972955508*pi,0.0*pi) q[16],q[15];\nu3(3.4885945708838104*pi,-0.477988912041476*pi,2.8403095228496498*pi) q[0];\nu3(3.4260143208373246*pi,-0.33318754808572404*pi,3.0238338180315414*pi) q[1];\nu3(3.6151230248306776*pi,2.7241904180304437*pi,0.5513806812016452*pi) q[2];\nu3(3.3714649980129274*pi,1.512505348011326*pi,0.5098601308722017*pi) q[3];\nu3(3.540920038775574*pi,1.7076374924688777*pi,3.4464842612932443*pi) q[4];\nu3(3.437086057830839*pi,0.5254512303223235*pi,1.2160908761822582*pi) q[5];\nu3(3.8679218258492876*pi,0.4502668463457884*pi,0.9806945056390102*pi) q[6];\nu3(3.7171575320999013*pi,0.13604552080585375*pi,0.6681252960612722*pi) q[7];\nu3(3.704311735457163*pi,2.2175261289685295*pi,0.9411424526009693*pi) q[8];\nu3(3.44653171942096*pi,2.4591024162831943*pi,0.5873959574561931*pi) q[9];\nu3(3.0451494017895397*pi,2.3167915568866464*pi,1.5243994011235387*pi) q[10];\nu3(3.9466859543442823*pi,-0.06350975420423044*pi,1.7087631050901424*pi) q[11];\nu3(3.169673424214179*pi,0.4713726664269242*pi,1.4585618282979715*pi) q[13];\nu3(3.2526400949247*pi,-0.4376223898343764*pi,2.806711835251759*pi) q[14];\nu3(3.8207493876661447*pi,3.217564342565316*pi,3.99087927510067*pi) q[15];\nu3(3.1671006706896354*pi,2.2628965710053244*pi,1.1518522986852593*pi) q[16];\nRxxyyzz(0.45258656458367014*pi,0.26657455307358496*pi,3.8057960430531903*pi) q[15],q[0];\nRxxyyzz(0.4661282273997295*pi,0.24999178458733706*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4086666934444796*pi,0.1988372944033846*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.33492725383489974*pi,0.21895416506967047*pi,3.9489055691287103*pi) q[16],q[7];\nRxxyyzz(0.3127901681872496*pi,0.29617500812394826*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4418514107574101*pi,0.38952161226242965*pi,0.07980039361824698*pi) q[10],q[14];\nRxxyyzz(0.40144828381652964*pi,0.11726564127802064*pi,0.0*pi) q[13],q[11];\nu3(3.56084664346941*pi,2.3065299223820372*pi,1.3995752217793376*pi) q[0];\nu3(3.457827959099387*pi,-0.4151898210010796*pi,0.5981028758696303*pi) q[1];\nu3(3.3522635072664015*pi,0.1763684484538618*pi,0.5784978128096966*pi) q[2];\nu3(3.9503429254080267*pi,2.9992018364617885*pi,0.8799618473368178*pi) q[3];\nu3(3.3298748741761397*pi,2.2416366778798955*pi,0.9050508844367533*pi) q[6];\nu3(3.133850002068078*pi,0.79800652577002*pi,0.867092443924504*pi) q[7];\nu3(3.5291669795916767*pi,-0.05343078699212034*pi,0.7632871254502107*pi) q[8];\nu3(3.6349405166664384*pi,-0.4470651740747923*pi,2.2608238832611347*pi) q[10];\nu3(3.394684372198551*pi,2.539438273884652*pi,0.6545057413516925*pi) q[11];\nu3(3.723270132727147*pi,3.012585808983972*pi,2.1182579078392054*pi) q[12];\nu3(3.501129737968865*pi,0.44878705735565283*pi,2.3392654489793046*pi) q[13];\nu3(3.4622278766240564*pi,0.6048436617463433*pi,3.987561995407081*pi) q[14];\nu3(3.4032166123840355*pi,0.3450138420912242*pi,1.125610419277304*pi) q[15];\nu3(3.5673858833568666*pi,3.4826761601263314*pi,3.547996330851702*pi) q[16];\nmeasure q[6] -> c[6];\nRxxyyzz(0.28109670857629976*pi,0.22930517230589498*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.39751879847475113*pi,0.2688139011094659*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3959551207792896*pi,0.15896077747182613*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.32775267635953*pi,0.13897313411605627*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.367087581854891*pi,0.13909371322775987*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4492914492134995*pi,0.15698116636854476*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.3820033102307797*pi,0.21267307106216132*pi,0.11354434942005791*pi) q[9],q[11];\nRxxyyzz(0.41926760440619015*pi,0.3495952213167721*pi,0.0*pi) q[13],q[12];\nu3(1.6723558274769867*pi,-0.020451090637765623*pi,0.8042239385331402*pi) q[0];\nu3(3.133267461475013*pi,-0.0467771649216292*pi,4.008046443629813*pi) q[1];\nu3(3.3504412688359064*pi,2.3409323194725267*pi,0.5159691706216876*pi) q[2];\nu3(0.9659848482572385*pi,0.58386936676852*pi,2.027063303978377*pi) q[3];\nu3(3.384066694487989*pi,-0.4634672871699116*pi,1.7799543376918754*pi) q[4];\nu3(3.1572657189184863*pi,3.466769227897788*pi,0.5543021799604877*pi) q[5];\nu3(3.484019689718896*pi,3.1035636156277784*pi,0.9199018675896222*pi) q[7];\nu3(3.1882972025706002*pi,2.095324439523246*pi,0.646097826818842*pi) q[8];\nu3(3.54275995842948*pi,1.093042249888581*pi,0.9729980349905476*pi) q[9];\nu3(3.674142000667202*pi,0.020221831427461034*pi,1.8580815004825575*pi) q[10];\nu3(3.400518301306576*pi,2.7476230944169324*pi,1.937775086960716*pi) q[11];\nu3(3.6987194497320797*pi,-0.46193767071712566*pi,0.8502496624844431*pi) q[12];\nu3(3.4672614571591964*pi,1.604428401955206*pi,1.6617861950649604*pi) q[13];\nu3(3.598114381548036*pi,1.4092400379442471*pi,1.1604131577360923*pi) q[14];\nu3(3.8960396255073473*pi,-0.19723480752212152*pi,1.230541644894416*pi) q[15];\nu3(0.6592527427845197*pi,0.3401433310854679*pi,2.106067775115159*pi) q[16];\nmeasure q[3] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[13] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[16] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[1] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[11] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[14] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[15] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5896111778713995*pi,-0.23444676017725385*pi,2.3763558543941903*pi) q[0];\nu3(3.3991402485095468*pi,-0.14744481852763436*pi,2.377144810905567*pi) q[1];\nu3(3.7405078480227894*pi,2.740172832494016*pi,4.325824650186269*pi) q[2];\nu3(3.685835683770192*pi,0.5206307839997755*pi,2.203005615348992*pi) q[3];\nu3(3.5175057191861763*pi,-0.06806221075570296*pi,2.0276279214901294*pi) q[4];\nu3(3.3913100307800708*pi,3.3018600747381193*pi,2.4417820516231252*pi) q[5];\nu3(3.299458281918163*pi,0.06280282800022885*pi,0.9683655405623437*pi) q[6];\nu3(3.3104247016826966*pi,-0.2609141110714016*pi,2.485975628716716*pi) q[7];\nu3(3.747329999596399*pi,0.520433940399551*pi,1.3662646920545014*pi) q[8];\nu3(3.3790790996898243*pi,-0.48768503474894487*pi,0.7677873193025602*pi) q[9];\nu3(3.269471855586627*pi,0.194678469608891*pi,2.336247513304369*pi) q[10];\nu3(3.425442861788047*pi,2.0668103179127857*pi,2.92918603233357*pi) q[11];\nu3(3.183439579644889*pi,2.97078988888603*pi,1.4991313686555845*pi) q[12];\nu3(3.4452701421461285*pi,0.8110965426556294*pi,4.005348508614208*pi) q[13];\nu3(3.1624388519615128*pi,-0.40192499051175223*pi,0.9228717945219459*pi) q[14];\nu3(3.665410686603231*pi,3.3541716402907036*pi,3.867052052450056*pi) q[15];\nu3(3.175122311575463*pi,1.918398556224643*pi,2.057028750139782*pi) q[16];\nRxxyyzz(0.44707808752374967*pi,0.2650355011904244*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4454321240559097*pi,0.2455295956777901*pi,3.9133761890677903*pi) q[1],q[12];\nRxxyyzz(0.42429083281990987*pi,0.15717737761715295*pi,3.8817470406989294*pi) q[2],q[13];\nRxxyyzz(0.27437778001951957*pi,0.164297929626827*pi,0.11215491428582691*pi) q[3],q[10];\nRxxyyzz(0.42709793468172685*pi,0.19843409481046193*pi,3.8721676683661226*pi) q[4],q[15];\nRxxyyzz(0.40982714447642987*pi,0.28549889328121925*pi,0.07620150121982822*pi) q[5],q[7];\nRxxyyzz(0.44666670062995006*pi,0.38109424584968377*pi,3.895614127488461*pi) q[6],q[9];\nRxxyyzz(0.37116241680456*pi,0.3013951648298901*pi,0.07812494217627886*pi) q[11],q[14];\nu3(3.8745196346831943*pi,0.28873356681302054*pi,0.6590192159350874*pi) q[0];\nu3(3.7534101665995143*pi,1.2558984010606038*pi,2.3095449839500164*pi) q[1];\nu3(3.415504535813051*pi,0.4475710160437313*pi,1.8789702947267353*pi) q[2];\nu3(3.813540802477097*pi,0.5711753570139824*pi,1.646143497340171*pi) q[3];\nu3(3.5008964945328445*pi,-0.03692373246241659*pi,1.1462390352635836*pi) q[4];\nu3(3.8862881037029893*pi,-0.2276668916591144*pi,3.270921919608509*pi) q[5];\nu3(3.2980085504460024*pi,0.32456357282647963*pi,1.7824535307300358*pi) q[6];\nu3(3.663212306187031*pi,2.2290050947377855*pi,1.0436265751136125*pi) q[7];\nu3(3.519735445653413*pi,-0.3533367268256548*pi,0.8270037171189479*pi) q[8];\nu3(3.3107971732386754*pi,3.217953187907566*pi,3.9740779462639293*pi) q[9];\nu3(3.702214110568463*pi,2.1252000183082234*pi,1.6593616379253595*pi) q[10];\nu3(3.1379152498457756*pi,0.49132709304593025*pi,4.4878556152853335*pi) q[11];\nu3(3.634099547628852*pi,3.220431978293173*pi,0.8872396215442677*pi) q[12];\nu3(3.549773239997795*pi,2.351804956033522*pi,2.224795527976673*pi) q[13];\nu3(3.343619233281757*pi,-0.030008624303475395*pi,3.722536110001583*pi) q[14];\nu3(3.588859517060362*pi,2.9457148403698654*pi,1.7874302550410488*pi) q[15];\nRxxyyzz(0.3340290891581096*pi,0.24094935697931952*pi,3.93313174745839*pi) q[0],q[16];\nRxxyyzz(0.4555714207764101*pi,0.18338063185623643*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4670195629107394*pi,0.39626294263809*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.2881385446215296*pi,0.12531985754265307*pi,0.04133729067678793*pi) q[3],q[11];\nRxxyyzz(0.28341181412258953*pi,0.15654343811828542*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3477507775603802*pi,0.24723049602441138*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.41462344385777933*pi,0.1680412120534628*pi,0.062056942497248906*pi) q[8],q[9];\nu3(3.4512059246914495*pi,0.2761336144513823*pi,1.4187663069676857*pi) q[0];\nu3(3.952907104629784*pi,3.2788952772562703*pi,1.1805313422063972*pi) q[1];\nu3(3.4656486311122867*pi,3.392049677116969*pi,2.11308481951872*pi) q[2];\nu3(3.3746805488926888*pi,2.5656017609252384*pi,1.967091487215565*pi) q[3];\nu3(3.0856494192696955*pi,-0.41618490989291623*pi,0.8022930964580851*pi) q[5];\nu3(3.685653678631442*pi,3.4114664827415693*pi,0.5878204635632893*pi) q[6];\nu3(3.5718470542921716*pi,3.0237124675458844*pi,0.9098909433759985*pi) q[7];\nu3(3.3215744230416537*pi,3.0729025586064767*pi,3.5397460525004054*pi) q[8];\nu3(3.5960079050270255*pi,2.158681668950965*pi,0.9723837971514877*pi) q[9];\nu3(3.4543545355983793*pi,3.3779716863087073*pi,2.039997678829898*pi) q[10];\nu3(3.65839229075444*pi,0.4294262241769531*pi,4.4927986307809515*pi) q[11];\nu3(3.7733344468989753*pi,3.193780784023975*pi,3.126468869941513*pi) q[12];\nu3(3.3543422605086968*pi,2.694320416987549*pi,2.435074825751558*pi) q[14];\nu3(3.469174021079529*pi,-0.0048753555709293295*pi,1.1532098764896452*pi) q[16];\nRxxyyzz(0.4273776388879996*pi,0.319942177739448*pi,0.245332485072911*pi) q[1],q[11];\nRxxyyzz(0.3372573317961599*pi,0.2526897543061841*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.4759758182286067*pi,0.23444642309499764*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.38207280308207936*pi,0.28408682052079987*pi,3.9365421537353407*pi) q[4],q[10];\nRxxyyzz(0.46067775466572025*pi,0.09457688775294848*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.34421729519450006*pi,0.120626357030589*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.2329614701380196*pi,0.15161188961340621*pi,0.0*pi) q[12],q[16];\nRxxyyzz(0.44952480150085966*pi,0.2272933194141873*pi,0.16622087356238777*pi) q[13],q[14];\nu3(3.6830824976479604*pi,0.5243959120194126*pi,4.160731975121968*pi) q[1];\nu3(3.3362645217751172*pi,2.0451035510326654*pi,1.922764825528564*pi) q[2];\nu3(3.609506006529212*pi,3.1055719810943896*pi,0.6050562246940596*pi) q[3];\nu3(3.430904774717962*pi,-0.018343676989069913*pi,1.7018993632141968*pi) q[4];\nu3(3.6363505193686283*pi,0.12448232526803493*pi,0.8034587129446464*pi) q[5];\nu3(3.500516214416723*pi,2.4476422207231554*pi,0.8223723359897614*pi) q[6];\nu3(3.3716889736593703*pi,-0.23210569337755893*pi,1.1965250431818149*pi) q[7];\nu3(3.9083876532976247*pi,-0.07534921605354788*pi,1.4204398979172053*pi) q[8];\nu3(3.19402169601692*pi,2.2712270514408397*pi,1.8072102931940093*pi) q[9];\nu3(3.790570155987408*pi,0.1944203440685871*pi,1.230304111710359*pi) q[10];\nu3(3.402698234682684*pi,0.8266045949286964*pi,4.454688494268066*pi) q[11];\nu3(3.702551671303561*pi,2.966384645273977*pi,0.675246800247616*pi) q[12];\nu3(3.697638850368997*pi,1.655789049388622*pi,0.6410609617013864*pi) q[13];\nu3(3.699331071162276*pi,3.241358312472567*pi,3.625351247223996*pi) q[14];\nu3(3.431676140452053*pi,2.6221381830432446*pi,2.011555165148225*pi) q[15];\nu3(3.4070681995596592*pi,2.895829098125092*pi,0.6913555759271244*pi) q[16];\nRxxyyzz(0.44439303172333844*pi,0.2706667296698859*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4002268586364895*pi,0.308276147062135*pi,3.89734829617909*pi) q[1],q[10];\nRxxyyzz(0.4448648107308402*pi,0.2583853964852782*pi,0.08043627418482543*pi) q[3],q[7];\nRxxyyzz(0.35951421639235026*pi,0.20159106854315922*pi,0.08329058092128072*pi) q[4],q[16];\nRxxyyzz(0.39292505122581955*pi,0.36576627335505896*pi,3.92708522582271*pi) q[5],q[9];\nRxxyyzz(0.38855137336165985*pi,0.2854068117863047*pi,3.911838232363151*pi) q[12],q[8];\nRxxyyzz(0.451921035431579*pi,0.3965592691498341*pi,3.93054762583442*pi) q[11],q[14];\nRxxyyzz(0.42699123432961983*pi,0.09930187034355409*pi,0.0*pi) q[15],q[13];\nu3(3.4842012187224025*pi,2.6615107264342788*pi,2.408649116782656*pi) q[0];\nu3(3.511756316881941*pi,0.5818519385067888*pi,1.7854989797975178*pi) q[1];\nu3(3.683874784513021*pi,0.22149795867220967*pi,3.41879856576841*pi) q[3];\nu3(3.670175136696263*pi,3.4220469632181842*pi,0.8184220074474876*pi) q[4];\nu3(3.8610220260202412*pi,0.7718169698949531*pi,1.3131948533946545*pi) q[5];\nu3(3.720938164538064*pi,1.86250604873414*pi,1.2209317625476301*pi) q[6];\nu3(3.6626214593507327*pi,3.425581068482772*pi,3.1819905427338373*pi) q[7];\nu3(3.356023043309434*pi,-0.2784219690664097*pi,1.2866933028000416*pi) q[8];\nu3(3.5180167188176004*pi,0.9679651974253343*pi,1.667353946072076*pi) q[9];\nu3(3.464685427846073*pi,0.15842567986224654*pi,2.388598449959837*pi) q[10];\nu3(3.543532707512332*pi,0.19192845795031732*pi,0.7887003794455225*pi) q[11];\nu3(3.6409291158230226*pi,2.400506786505699*pi,1.1118189120793356*pi) q[12];\nu3(3.4497422601704115*pi,3.4722546426283025*pi,1.7198356637954255*pi) q[13];\nu3(3.6858949253574345*pi,2.926138602882369*pi,4.4538402797278875*pi) q[14];\nu3(3.5629775414795204*pi,2.256727985774698*pi,1.3516675960166782*pi) q[15];\nu3(3.241036660621928*pi,2.83236381032495*pi,3.891903618731667*pi) q[16];\nRxxyyzz(0.40470306898263975*pi,0.17378323987384725*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.40672470643561043*pi,0.25598242074845995*pi,3.8394280721078804*pi) q[1],q[7];\nRxxyyzz(0.44857643082620957*pi,0.30101377555568676*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4002222018881304*pi,0.31478246869348503*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.43458615519954924*pi,0.25333707926174454*pi,3.9152564726362304*pi) q[6],q[11];\nRxxyyzz(0.43245498505699076*pi,0.3258665435262721*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.42817218609176944*pi,0.2851575401938957*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.3931053054354703*pi,0.09416161319988614*pi,0.0*pi) q[12],q[16];\nu3(3.0549116174928557*pi,-0.3230493520775084*pi,1.7935681180904641*pi) q[0];\nu3(3.29796168796297*pi,2.4736385085789143*pi,0.5550758345143998*pi) q[1];\nu3(3.0538100336697336*pi,0.07278114718013273*pi,1.556901122390701*pi) q[2];\nu3(3.4663971789792676*pi,2.9077875761622467*pi,1.4488782191595138*pi) q[3];\nu3(3.432402343925479*pi,-0.08394149348518437*pi,0.9475931845011576*pi) q[4];\nu3(3.8117194015427334*pi,3.3896491770634904*pi,1.9762307235604557*pi) q[5];\nu3(3.535922865705778*pi,0.02389923068978428*pi,0.5743203011086773*pi) q[6];\nu3(3.2379978314897664*pi,2.2075909417957913*pi,0.8119428155972979*pi) q[7];\nu3(3.3898334093350524*pi,-0.4580602198393211*pi,0.8646818252034258*pi) q[8];\nu3(3.3233293573542615*pi,2.29137104725453*pi,1.554987800889916*pi) q[10];\nu3(3.20425990443038*pi,2.3704704909284717*pi,1.9495983619507153*pi) q[11];\nu3(3.3733213078859987*pi,0.09185695330346932*pi,1.7963031130927445*pi) q[12];\nu3(3.225639212833117*pi,1.3720120681141355*pi,1.4547925271971054*pi) q[13];\nu3(3.4510068474490403*pi,0.0025111415843173113*pi,0.7594590376055836*pi) q[14];\nu3(3.4171571610582907*pi,0.22170314328734297*pi,0.5594826989241412*pi) q[15];\nu3(3.4454591699190953*pi,0.5680336109755493*pi,2.3802115346470676*pi) q[16];\nRxxyyzz(0.4836425681549201*pi,0.20367610708816397*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4060519458438998*pi,0.39191769233611845*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4523590918917303*pi,0.16563618971114313*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3393211980357699*pi,0.1608478291302231*pi,3.9464970824674896*pi) q[3],q[12];\nRxxyyzz(0.46717017761729007*pi,0.2204052230024578*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.27547576239430527*pi,0.20498107664593035*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.32072820168095906*pi,0.2875737112966169*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.39334240825820027*pi,0.27169755635296344*pi,0.09117249900466168*pi) q[16],q[11];\nu3(3.331069794940211*pi,3.242648862172323*pi,0.6486860922313546*pi) q[0];\nu3(3.812318483043676*pi,0.2696035655042097*pi,3.3849358082654346*pi) q[1];\nu3(3.6723731508095736*pi,2.5004950915437822*pi,1.0494861543479734*pi) q[2];\nu3(3.5863660002767994*pi,3.480979906047703*pi,3.0337125789983994*pi) q[3];\nu3(3.9185786501345183*pi,0.6266295832164934*pi,1.75494752518716*pi) q[4];\nu3(3.315048142726013*pi,0.621170270987208*pi,1.8520869488514755*pi) q[5];\nu3(3.342050722349696*pi,3.179490780433725*pi,2.010488082062655*pi) q[6];\nu3(3.731647408792593*pi,1.7310204029010552*pi,0.6586304115200132*pi) q[7];\nu3(3.7527996608518674*pi,-0.2655785336253079*pi,3.9402996884799926*pi) q[8];\nu3(3.77475442816626*pi,0.901889255236421*pi,1.8442246335520571*pi) q[9];\nu3(3.215895754776483*pi,-0.3835351712045042*pi,2.1190583540129837*pi) q[10];\nu3(3.4219692164676747*pi,-0.23293965209560052*pi,3.0889054478557294*pi) q[11];\nu3(3.634518952941951*pi,0.5403403218296217*pi,2.1992921865784956*pi) q[12];\nu3(3.617276836169063*pi,2.2525668951413857*pi,4.156084801448972*pi) q[13];\nu3(3.583704431263476*pi,0.5657195602184348*pi,1.339406614319385*pi) q[14];\nu3(3.421558213684811*pi,-0.3182624858721942*pi,1.7799089948811475*pi) q[16];\nRxxyyzz(0.3959103482189494*pi,0.2964627365666852*pi,0.07490072275695048*pi) q[6],q[0];\nRxxyyzz(0.35796854143583434*pi,0.2029056264071052*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.42312182383244934*pi,0.14373946394009865*pi,0.0832830057369422*pi) q[2],q[10];\nRxxyyzz(0.4164816332765702*pi,0.16886927411103614*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.21193889157931997*pi,0.1763841239876509*pi,0.14782991590877703*pi) q[4],q[7];\nRxxyyzz(0.31315723375202004*pi,0.20746114387646264*pi,3.9264038148950697*pi) q[5],q[14];\nRxxyyzz(0.3723234783899597*pi,0.3472476410102841*pi,0.07645267818800652*pi) q[8],q[11];\nRxxyyzz(0.36620465691074955*pi,0.12420147004273925*pi,3.9390251148486204*pi) q[15],q[9];\nu3(3.6374275210086044*pi,3.0501209329560544*pi,4.026153175285547*pi) q[0];\nu3(3.2640532160827314*pi,2.8548532322883857*pi,1.690415955113966*pi) q[1];\nu3(3.7817332841888263*pi,0.9103018809219807*pi,0.9627270794828723*pi) q[2];\nu3(3.5987046841998924*pi,2.2355813625303758*pi,1.1677083410322462*pi) q[3];\nu3(3.6640407954805254*pi,2.4203966118425493*pi,3.786143872475715*pi) q[4];\nu3(3.441312684814644*pi,2.187069930364659*pi,0.6864451076525937*pi) q[5];\nu3(3.8007261204801335*pi,-0.1278987230618691*pi,2.9791780846156874*pi) q[6];\nu3(3.329911404838065*pi,1.0447287176328954*pi,4.456273504966302*pi) q[7];\nu3(3.517154538487964*pi,2.7393372323851732*pi,4.098495330802008*pi) q[8];\nu3(3.503763877344331*pi,0.5029337267844689*pi,1.3000188542972335*pi) q[9];\nu3(3.362585048525708*pi,2.2000714425505183*pi,4.398858548018183*pi) q[10];\nu3(3.6465397646037183*pi,0.3488397748132587*pi,0.5611315649927228*pi) q[11];\nu3(3.2612613212066695*pi,3.436031719215772*pi,0.6057049226635423*pi) q[12];\nu3(3.6229205138781806*pi,3.1450474874679473*pi,1.5811099187485846*pi) q[14];\nu3(3.508270438340186*pi,0.03730246118957492*pi,0.8839684246777995*pi) q[15];\nu3(3.7055246031998874*pi,2.680485418940851*pi,1.5317922819204357*pi) q[16];\nRxxyyzz(0.4447530864340697*pi,0.1682960357076362*pi,3.9582115716957205*pi) q[0],q[11];\nRxxyyzz(0.4437676611056701*pi,0.20193396660401117*pi,3.94207900750264*pi) q[10],q[1];\nRxxyyzz(0.4751804969923339*pi,0.1999597914211988*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3539873867787299*pi,0.2787257836180128*pi,3.9078595542715604*pi) q[3],q[4];\nRxxyyzz(0.44148978087986007*pi,0.25010007917665694*pi,0.04450016798834695*pi) q[6],q[5];\nRxxyyzz(0.27691365159670006*pi,0.11246548085194696*pi,0.043208555912038094*pi) q[7],q[9];\nRxxyyzz(0.4586196472393498*pi,0.34739441682889405*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.42228227193167994*pi,0.2638023413750332*pi,3.8763262008306096*pi) q[13],q[14];\nu3(3.7192642945723446*pi,3.2678034204196837*pi,1.4999517632987311*pi) q[0];\nu3(3.527192701973436*pi,2.5382351809425754*pi,1.6871187440932804*pi) q[1];\nu3(3.63171090568812*pi,3.0370863368480134*pi,4.165137461079934*pi) q[2];\nu3(3.716267087194703*pi,2.059011087686721*pi,1.3001623256323123*pi) q[3];\nu3(3.370283946786591*pi,2.8209575250925614*pi,0.5857182907741834*pi) q[4];\nu3(3.056077090948559*pi,-0.1681380969173789*pi,2.1499421523911106*pi) q[5];\nu3(3.127832110805407*pi,1.2462623441165719*pi,0.5342708903690375*pi) q[6];\nu3(3.577734931564499*pi,3.3229366408249668*pi,0.7870071396993599*pi) q[7];\nu3(3.324392045109858*pi,2.7858961867731415*pi,2.470010916610935*pi) q[8];\nu3(3.980736544255493*pi,3.194511486703192*pi,0.5052426438083867*pi) q[9];\nu3(3.820828958109073*pi,2.7645647173556593*pi,1.6111238961683059*pi) q[10];\nu3(3.436379576887737*pi,-0.23976146336460902*pi,2.0827093946573916*pi) q[11];\nu3(3.570702219322339*pi,2.3180942787447814*pi,0.9494371899797946*pi) q[13];\nu3(3.3623924079327843*pi,1.1891322878758621*pi,2.1913221837380474*pi) q[14];\nu3(3.339072825947584*pi,0.0411744661192428*pi,0.8806235053885638*pi) q[15];\nu3(3.550921331721463*pi,-0.0013940068256141913*pi,0.5242988611465922*pi) q[16];\nRxxyyzz(0.44914673346436995*pi,0.36167572126804515*pi,3.95426205747164*pi) q[0],q[12];\nRxxyyzz(0.41757951278738903*pi,0.09655849400264316*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.35651001847522995*pi,0.26780121713090965*pi,0.056051674788496264*pi) q[3],q[7];\nRxxyyzz(0.28166567539029774*pi,0.14883361111919413*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.39910559215514974*pi,0.1378646538600209*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.3364270071298198*pi,0.16864044012222346*pi,0.09239602325292973*pi) q[11],q[9];\nRxxyyzz(0.39057806291768943*pi,0.235465302602476*pi,0.18627518821228148*pi) q[13],q[10];\nu3(3.752531019945375*pi,2.865491283483515*pi,1.4104609175053318*pi) q[0];\nu3(3.870130859058818*pi,3.0064789984178777*pi,0.7374344047884795*pi) q[1];\nu3(3.79558180228396*pi,0.5126233918348193*pi,0.8338598985869995*pi) q[3];\nu3(3.317589255137496*pi,3.4117850483820713*pi,0.9331032509012185*pi) q[5];\nu3(3.6320637555542725*pi,0.1145733511882917*pi,1.3294530032192622*pi) q[6];\nu3(3.7866780482680324*pi,0.20917943901103853*pi,1.4010563351373078*pi) q[7];\nu3(3.519209695790725*pi,-0.4351419989750417*pi,3.9525602994982627*pi) q[8];\nu3(3.6604467189182675*pi,-0.48149491328296745*pi,3.038523955616356*pi) q[9];\nu3(3.582492852624354*pi,2.422007307525041*pi,2.630458186228141*pi) q[10];\nu3(3.024531401048413*pi,3.1287857109457713*pi,0.6417645238347266*pi) q[11];\nu3(3.2311944968877158*pi,0.7124437888942448*pi,1.3879617327744815*pi) q[12];\nu3(3.881089287295995*pi,2.726986327002732*pi,0.6043468531433208*pi) q[13];\nu3(3.8230421905796796*pi,0.8308554707803291*pi,1.5557930237809712*pi) q[14];\nu3(3.01658631758383*pi,2.4103249204184176*pi,1.267744284871554*pi) q[15];\nRxxyyzz(0.3209189383020902*pi,0.1654600700332982*pi,0.13184770472639418*pi) q[0],q[10];\nRxxyyzz(0.4127861626291498*pi,0.22090825801360947*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.43348328870424013*pi,0.23090974392653857*pi,3.8632227341543004*pi) q[4],q[9];\nRxxyyzz(0.43446496054095984*pi,0.3873005176675977*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.35791715817041936*pi,0.2712242823413913*pi,0.11316881455705641*pi) q[7],q[14];\nRxxyyzz(0.36603488053225697*pi,0.33050826806354305*pi,0.0*pi) q[11],q[12];\nRxxyyzz(0.3938164418168501*pi,0.350218713927124*pi,0.03985038515684766*pi) q[15],q[13];\nu3(3.5351670338387984*pi,2.33366706910475*pi,4.189351519703598*pi) q[0];\nu3(3.359996481166825*pi,-0.2917774841928168*pi,0.9031194531149498*pi) q[1];\nu3(3.1787098816611197*pi,2.5723624803451086*pi,1.3618377523826568*pi) q[3];\nu3(3.804879040547227*pi,-0.11514369448211792*pi,2.002861295071912*pi) q[4];\nu3(3.484055943006271*pi,-0.1359452285774262*pi,3.12197879754936*pi) q[5];\nu3(3.2804185276618387*pi,0.24635032197562667*pi,3.711067407030013*pi) q[6];\nu3(3.5646541777768213*pi,3.243820763812884*pi,2.4326571073465724*pi) q[7];\nu3(3.4525572688114*pi,1.0896694449893243*pi,2.146085673162379*pi) q[9];\nu3(3.431352359681263*pi,3.1496164163249007*pi,4.322159500438654*pi) q[10];\nu3(3.700341603812323*pi,3.007495561271358*pi,4.119980801166104*pi) q[11];\nu3(3.6333362493501036*pi,2.5260399070578634*pi,2.3240260777305997*pi) q[12];\nu3(3.330022537787098*pi,-0.45919848744245206*pi,1.5646091439724756*pi) q[13];\nu3(3.4645590281795626*pi,0.8083660106086763*pi,4.397035722711783*pi) q[14];\nu3(3.1516068883164117*pi,3.410474197284393*pi,4.4950266069741485*pi) q[15];\nRxxyyzz(0.3992610580810201*pi,0.321621044667614*pi,3.8684524369214106*pi) q[15],q[0];\nRxxyyzz(0.3051354568252602*pi,0.1604910816003382*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4404311430713399*pi,0.22726267247711762*pi,0.14043799263014553*pi) q[6],q[2];\nRxxyyzz(0.4667905614304311*pi,0.3063377738900015*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4245109984818001*pi,0.294432054112729*pi,3.9334148618485103*pi) q[4],q[16];\nRxxyyzz(0.42624345451934953*pi,0.25616044774589586*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.45780711524828066*pi,0.18144150111240542*pi,0.0*pi) q[12],q[10];\nu3(3.227698037958233*pi,0.3142566367834905*pi,2.259903493263804*pi) q[0];\nu3(3.776622489912037*pi,-0.25844059186689416*pi,0.7588255247209288*pi) q[1];\nu3(3.4704050076526474*pi,0.6669077297694781*pi,4.162340972353537*pi) q[2];\nu3(3.481597220918132*pi,-0.4082124991011215*pi,0.7117323206436263*pi) q[3];\nu3(3.672556039832495*pi,2.613047920238637*pi,2.480409874595355*pi) q[4];\nu3(3.9002960828720457*pi,2.0941134205131187*pi,1.055687479332606*pi) q[6];\nu3(3.4758194727681406*pi,-0.19926687213195665*pi,1.2383745678923865*pi) q[8];\nu3(3.529633138008266*pi,0.9364268922767627*pi,0.9053533794730373*pi) q[9];\nu3(3.364183706995122*pi,0.12191757967363293*pi,0.9640081258755826*pi) q[10];\nu3(3.446479269548716*pi,2.6279161018433443*pi,1.5277024918785187*pi) q[11];\nu3(3.50005256721846*pi,0.015466177481904708*pi,4.017687162808373*pi) q[12];\nu3(3.125287682228551*pi,0.12347895088463412*pi,2.3340768494999375*pi) q[13];\nu3(3.568073482832777*pi,-0.3270712049046547*pi,1.776674468611398*pi) q[15];\nu3(3.5934245899266446*pi,1.7054991067687633*pi,2.3716360955726934*pi) q[16];\nRxxyyzz(0.4182520823001431*pi,0.3356248783931213*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.36692117709033434*pi,0.2978178894277833*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4614036858193604*pi,0.32399463611374657*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4425802622380802*pi,0.32466511933506226*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4442521729388299*pi,0.19037596464259818*pi,3.86860033129787*pi) q[5],q[8];\nRxxyyzz(0.3326840538072595*pi,0.18760597381832422*pi,0.04840728371721603*pi) q[6],q[9];\nRxxyyzz(0.37854701206514274*pi,0.24232504863858229*pi,0.0*pi) q[13],q[14];\nRxxyyzz(0.30765230432462937*pi,0.24325994583211497*pi,3.7866726484239503*pi) q[15],q[16];\nu3(3.2957315181477123*pi,-0.11710606369447601*pi,1.005760007240109*pi) q[0];\nu3(3.2194782368791177*pi,0.43253208549202093*pi,0.5794412728522746*pi) q[1];\nu3(3.5448013239598413*pi,3.1921222843139043*pi,2.0079918915700454*pi) q[2];\nu3(3.2267380726225765*pi,3.4867193239549996*pi,2.2307107442673404*pi) q[3];\nu3(3.2655427538477175*pi,0.844355929945334*pi,1.812688275763132*pi) q[4];\nu3(3.236026714667449*pi,0.5484407005834346*pi,2.1997721411765316*pi) q[5];\nu3(3.6092464249144873*pi,1.3613409435072876*pi,0.9695555864381911*pi) q[6];\nu3(3.7915395353096564*pi,3.2056618691878676*pi,0.6427486000524125*pi) q[7];\nu3(3.312691710495697*pi,2.8194932692764683*pi,1.5761175289617908*pi) q[8];\nu3(3.21054205543712*pi,2.324708199441816*pi,1.0294437990189431*pi) q[9];\nu3(3.2928083263720014*pi,0.8778769678894487*pi,1.0802104063956257*pi) q[10];\nu3(3.428188230801319*pi,0.3105044843695981*pi,1.6401638205717932*pi) q[12];\nu3(3.5869614633689255*pi,2.600637170202793*pi,1.4575188477885683*pi) q[13];\nu3(3.413541999740338*pi,0.37242284881118914*pi,2.481594767283646*pi) q[14];\nu3(3.4889129617895103*pi,3.227316693640256*pi,1.1529780244871504*pi) q[15];\nu3(3.6899311922284483*pi,-0.4840777798225302*pi,0.968616374073449*pi) q[16];\nRxxyyzz(0.3898683044901602*pi,0.1282531563409285*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.45577949136854956*pi,0.3621966979403952*pi,0.22091735911601662*pi) q[7],q[3];\nRxxyyzz(0.41337843825101983*pi,0.2537865919772566*pi,0.15251258132207088*pi) q[4],q[12];\nRxxyyzz(0.34882393750436946*pi,0.22898418799913678*pi,3.9440142966452605*pi) q[5],q[9];\nRxxyyzz(0.46831292642897016*pi,0.24795127616994783*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4883425926058198*pi,0.2943642763254566*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.355026833794541*pi,0.22454317204652208*pi,3.7919211216021633*pi) q[13],q[10];\nu3(3.5556583959549553*pi,1.0389390490170265*pi,1.5527518845784871*pi) q[1];\nu3(3.655388305539245*pi,0.17576721010004825*pi,3.4110504832650026*pi) q[3];\nu3(3.235373250911866*pi,0.1803122801277779*pi,1.7935423714869483*pi) q[4];\nu3(3.112815513340276*pi,3.097921199832722*pi,1.321057569893831*pi) q[5];\nu3(3.320231157337692*pi,-0.33146632933715486*pi,1.1189711580615158*pi) q[6];\nu3(3.791926881341907*pi,-0.19417000709255677*pi,0.7227763064901718*pi) q[7];\nu3(3.815604240013034*pi,2.615409883256326*pi,2.07359601893702*pi) q[8];\nu3(3.6734355175536164*pi,-0.05329164872345987*pi,4.157762655555663*pi) q[9];\nu3(3.541454904704036*pi,0.05451785405414*pi,0.6932131738847103*pi) q[10];\nu3(3.881824770476437*pi,0.23853589268815756*pi,0.5035286470729439*pi) q[11];\nu3(3.3630136542286415*pi,2.7240560638666853*pi,0.7084125677405149*pi) q[12];\nu3(3.5178486808015648*pi,3.355076672316811*pi,0.55726056342088*pi) q[13];\nu3(3.510911093624865*pi,-0.48090574295875077*pi,1.1508061124380524*pi) q[15];\nu3(3.55723236848136*pi,-0.4753137060262424*pi,1.4781882048574118*pi) q[16];\nRxxyyzz(0.45493767979118105*pi,0.25511933408498444*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.37707483513462947*pi,0.2998150854941954*pi,3.9382773321140108*pi) q[2],q[9];\nRxxyyzz(0.4374556646656397*pi,0.1682535182316269*pi,0.05705913079534574*pi) q[3],q[11];\nRxxyyzz(0.3746662029491268*pi,0.31158208376798946*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.45189902668187*pi,0.3476506233225136*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3884640806965499*pi,0.24345655355935314*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.4774098505175002*pi,0.3713613408250006*pi,0.0*pi) q[15],q[14];\nu3(3.3837383482232*pi,2.4743888440145017*pi,1.6611193074018185*pi) q[1];\nu3(3.623280500196701*pi,2.975709124850857*pi,1.5110592022389204*pi) q[2];\nu3(3.5194794220740047*pi,-0.01528233434626064*pi,3.171036661261961*pi) q[3];\nu3(3.6121833000243884*pi,0.5311771843706639*pi,0.7567421828227683*pi) q[4];\nu3(3.3998344340335356*pi,2.4135652305206374*pi,1.16868361094541*pi) q[5];\nu3(3.576713595972412*pi,3.1417791924512994*pi,1.200258586921558*pi) q[6];\nu3(3.737253820207272*pi,2.493595356562877*pi,1.2860313657183773*pi) q[7];\nu3(3.6381051082769695*pi,2.987623731762003*pi,4.308932201593427*pi) q[8];\nu3(3.761593649213431*pi,2.3799292099380422*pi,0.8004249041889775*pi) q[9];\nu3(3.778386151459043*pi,-0.39969308891039335*pi,4.036894862382345*pi) q[11];\nu3(3.584405622706739*pi,2.001816473281089*pi,1.5793739810327603*pi) q[12];\nu3(3.4112034786756555*pi,-0.44240533039282703*pi,1.986209523972303*pi) q[14];\nu3(3.2990580703686163*pi,3.223573165314806*pi,2.83480450157911*pi) q[15];\nu3(3.2758305564933545*pi,1.3904140597466825*pi,1.603177329264084*pi) q[16];\nRxxyyzz(0.39317834675443986*pi,0.20244138520627294*pi,0.16709737130920088*pi) q[0],q[16];\nRxxyyzz(0.4329995175285599*pi,0.32572000557692754*pi,0.2303830915665084*pi) q[1],q[2];\nRxxyyzz(0.4356193530017597*pi,0.29194641607886984*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.40950865614486004*pi,0.30619956837698403*pi,0.09979139250244272*pi) q[6],q[5];\nRxxyyzz(0.399567043899029*pi,0.17433436485661657*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.39370731691721966*pi,0.16124533102785452*pi,3.92322596244329*pi) q[13],q[14];\nu3(3.545345522599806*pi,3.0367142089325068*pi,3.1679278656550016*pi) q[0];\nu3(3.720789134573621*pi,0.5990820245642969*pi,0.6923487069715523*pi) q[1];\nu3(3.4168072378840897*pi,3.3662009223376934*pi,1.8103945798938192*pi) q[2];\nu3(3.791790074969007*pi,0.38825367384976417*pi,1.1039694155744444*pi) q[3];\nu3(3.758693852802332*pi,3.4721208106505994*pi,2.7073325613111536*pi) q[5];\nu3(3.8221473878828576*pi,-0.23315328756433917*pi,1.1140763765714985*pi) q[6];\nu3(3.567491701138861*pi,0.3423053366195583*pi,2.233924932683225*pi) q[8];\nu3(3.0656374025033406*pi,3.2296285849710547*pi,1.5700013496563359*pi) q[9];\nu3(3.2300389897945587*pi,-0.10683447348095676*pi,1.2326324365190147*pi) q[12];\nu3(3.5078291287253003*pi,3.468155268224071*pi,1.6515460117072975*pi) q[13];\nu3(3.3317199061738556*pi,2.963499500158247*pi,0.7180396990673921*pi) q[14];\nu3(3.4308827939470987*pi,3.2968602368778033*pi,4.497190067495728*pi) q[16];\nmeasure q[12] -> c[10];\nmeasure q[8] -> c[16];\nRxxyyzz(0.42177692092939*pi,0.21402555215924*pi,3.9148628340666902*pi) q[0],q[5];\nRxxyyzz(0.4564968410022505*pi,0.3559991493915069*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.3926696066787104*pi,0.2535265217674729*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.3474711061478749*pi,0.20367603740904006*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.40144321451621023*pi,0.2199778141294803*pi,0.18166607933394188*pi) q[10],q[9];\nRxxyyzz(0.43447227095446983*pi,0.32867366119379565*pi,0.09626031673455089*pi) q[16],q[11];\nu3(3.8739688142238435*pi,2.9291696487851757*pi,1.4265716742409047*pi) q[0];\nu3(3.852518414895082*pi,3.3929149240300793*pi,1.3585357547528485*pi) q[2];\nu3(3.837178666529426*pi,3.4145338666165728*pi,0.853695647446814*pi) q[3];\nu3(3.567725681700824*pi,3.1301915118971433*pi,4.357778534633882*pi) q[4];\nu3(3.681714802269911*pi,-0.14072317700754355*pi,1.4655051331789615*pi) q[5];\nu3(3.507050996727385*pi,3.4620905814939236*pi,4.125105506516553*pi) q[6];\nu3(3.421211375752531*pi,-0.24504554775215448*pi,0.9688513505987835*pi) q[7];\nu3(3.3744807520030853*pi,0.19016195737062358*pi,3.3213690263023876*pi) q[9];\nu3(3.1907526035504565*pi,2.982597279044779*pi,3.8700209094799822*pi) q[10];\nu3(3.3105075417905976*pi,0.5150694313985023*pi,4.223769745800775*pi) q[11];\nu3(3.1828046964299554*pi,3.2003801492990394*pi,1.1866092046314538*pi) q[15];\nu3(3.3648003688741293*pi,3.210544014204131*pi,1.757434902631722*pi) q[16];\nmeasure q[11] -> c[15];\nRxxyyzz(0.29714081950703*pi,0.21705640336010745*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.42305500958651*pi,0.37113390033293925*pi,3.87523520502978*pi) q[1],q[3];\nRxxyyzz(0.45004464574059*pi,0.3794261694174549*pi,3.83944412925243*pi) q[2],q[5];\nRxxyyzz(0.2685567188295005*pi,0.21473463400211212*pi,0.05899426910902461*pi) q[4],q[7];\nRxxyyzz(0.4512393460814002*pi,0.3143778755698643*pi,0.22896173448125426*pi) q[15],q[9];\nRxxyyzz(0.45905890163751994*pi,0.23983432238869226*pi,0.06861893311697548*pi) q[10],q[14];\nRxxyyzz(0.4306317522588801*pi,0.2844181712672764*pi,0.06125440197913791*pi) q[13],q[16];\nu3(1.638647224096603*pi,0.7450304585382173*pi,0.6164953898713901*pi) q[0];\nu3(3.2365437193770923*pi,0.333187283114889*pi,0.522212863239139*pi) q[1];\nu3(3.5482944104012657*pi,2.4502343906112376*pi,1.7310639778546981*pi) q[2];\nu3(3.7494284921127448*pi,1.27816594005604*pi,0.8334636543313483*pi) q[3];\nu3(1.4545019051807997*pi,-0.08467527277263087*pi,4.056395378448207*pi) q[4];\nu3(3.949212836979764*pi,-0.4050529506564543*pi,4.396611136826152*pi) q[5];\nu3(0.48815431129042286*pi,0.01312250516261948*pi,1.4742407285501367*pi) q[6];\nu3(2.4761745679900686*pi,2.477162273386769*pi,1.2189546258353428*pi) q[7];\nu3(3.1712570617252047*pi,0.6462581087608381*pi,4.259099606997845*pi) q[9];\nu3(3.2759518415539453*pi,1.1470302006401378*pi,3.3085430600095718*pi) q[10];\nu3(3.46942428268175*pi,2.6894144380228475*pi,1.6690118331915955*pi) q[13];\nu3(3.8602477333025886*pi,1.6946227821272268*pi,0.7498177436652531*pi) q[14];\nu3(3.4907488941935556*pi,2.7102274083155846*pi,0.6760004853256313*pi) q[15];\nu3(3.8438935074038034*pi,-0.13427942286134353*pi,4.005703192080896*pi) q[16];\nmeasure q[1] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[15] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[4] -> c[5];\nmeasure q[3] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[16] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[10] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[5] -> c[13];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.306335576190995*pi,0.3392168040212262*pi,1.215362738496334*pi) q[0];\nu3(3.340775958311582*pi,3.28672962111147*pi,1.6907402085834813*pi) q[1];\nu3(3.7771139716075175*pi,-0.2678563697634634*pi,1.0943596139969611*pi) q[2];\nu3(3.4207238325406566*pi,3.425080682953249*pi,0.9538115373138525*pi) q[3];\nu3(3.6379633598229004*pi,-0.48484962190996084*pi,4.348615581324376*pi) q[4];\nu3(3.3800211645992024*pi,-0.08561859065175964*pi,2.259595325807141*pi) q[5];\nu3(3.4706498237720718*pi,0.04158463313923777*pi,2.3158358172660765*pi) q[6];\nu3(3.204067242526154*pi,3.400401468125065*pi,2.78804301368747*pi) q[7];\nu3(3.6379255730435562*pi,0.6548651551106792*pi,4.417758191993176*pi) q[8];\nu3(3.736796260133133*pi,0.24413663374081573*pi,4.194681503182932*pi) q[9];\nu3(3.0277025153891755*pi,0.8528271219780665*pi,3.071179843909771*pi) q[10];\nu3(3.9569102650209547*pi,0.10582654967616012*pi,2.034815889751079*pi) q[11];\nu3(3.8084016887194303*pi,-0.28880151878769944*pi,0.7642078378633431*pi) q[12];\nu3(3.393552224064692*pi,1.2466593032421889*pi,3.724049243897569*pi) q[13];\nu3(3.4381766197652848*pi,1.0984977271990752*pi,2.455485378212142*pi) q[14];\nu3(3.248810209884196*pi,0.07569636168981009*pi,2.404923667736683*pi) q[15];\nu3(3.231395534258274*pi,3.4854791345429104*pi,1.015642482389645*pi) q[16];\nRxxyyzz(0.42918916074484503*pi,0.40161357027541117*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3235654566822096*pi,0.21163752915973655*pi,0.05370038268657673*pi) q[1],q[11];\nRxxyyzz(0.44946134684950945*pi,0.3407521644615662*pi,3.9012701638855902*pi) q[2],q[12];\nRxxyyzz(0.4270502565816398*pi,0.24549037888732506*pi,3.93777888080377*pi) q[3],q[6];\nRxxyyzz(0.36078618096017967*pi,0.2449037340928859*pi,3.86036436179067*pi) q[4],q[13];\nRxxyyzz(0.3482496267752096*pi,0.24724279817041683*pi,0.04265259361551177*pi) q[5],q[14];\nRxxyyzz(0.41543057825772994*pi,0.29323624580318497*pi,0.11715968130058435*pi) q[8],q[15];\nRxxyyzz(0.3319686216438411*pi,0.27518246726059836*pi,0.0*pi) q[9],q[10];\nu3(3.520146140260862*pi,0.30942037835756664*pi,4.317774060755541*pi) q[0];\nu3(3.9447852183930197*pi,0.006468842484786186*pi,0.9821002432656728*pi) q[1];\nu3(3.0377972973087832*pi,0.11763380797966116*pi,1.8384178504865467*pi) q[2];\nu3(3.3904004663480345*pi,-0.2717172672685533*pi,2.1082883072666654*pi) q[3];\nu3(3.4416231617871174*pi,2.475951834543275*pi,0.5152050486914773*pi) q[4];\nu3(3.685818631660396*pi,-0.49456077418205846*pi,2.4466949466178862*pi) q[5];\nu3(3.5405667630737474*pi,1.3135562308645257*pi,0.6435765057992917*pi) q[6];\nu3(3.5726177340821765*pi,0.3757992044236095*pi,1.0552007626761823*pi) q[7];\nu3(3.780710663189092*pi,0.8059325994187883*pi,4.0436197704036765*pi) q[8];\nu3(3.7905987947971083*pi,2.711015154003783*pi,3.3504698356574174*pi) q[9];\nu3(3.699534237089477*pi,2.650093965172923*pi,1.3268549368259175*pi) q[10];\nu3(3.526671718370226*pi,3.0664303242017072*pi,0.6886294172807872*pi) q[11];\nu3(3.608579240859359*pi,-0.04992841506401091*pi,2.0570871441129537*pi) q[12];\nu3(3.49978404248035*pi,-0.3638112493984219*pi,4.022551482687151*pi) q[13];\nu3(3.1842146473525075*pi,0.8503077633167417*pi,4.317563145474409*pi) q[14];\nu3(3.4432663402107058*pi,-0.05686920866564893*pi,1.9868333106269134*pi) q[15];\nRxxyyzz(0.4353687740974194*pi,0.19344506716496745*pi,3.8881872879346293*pi) q[0],q[16];\nRxxyyzz(0.42532569152705046*pi,0.35625075776807513*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.46983472967975004*pi,0.21305146641594608*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.39554905429258036*pi,0.24078610264048994*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.43935270450779995*pi,0.09791797563084528*pi,3.9558624073316206*pi) q[7],q[4];\nRxxyyzz(0.36630877315177024*pi,0.27206299170286974*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.42017309226363975*pi,0.22884326994450443*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.29037421871697555*pi,0.16974132589125102*pi,0.0*pi) q[8],q[9];\nu3(3.565159395705138*pi,-0.4240612887706544*pi,1.803130223831709*pi) q[0];\nu3(3.452848200101058*pi,2.951159221760606*pi,0.7763145143066543*pi) q[1];\nu3(3.2586515851997495*pi,1.9613246428424431*pi,1.0968612887459495*pi) q[2];\nu3(3.126421589880845*pi,2.929898627462954*pi,1.1027687906802939*pi) q[3];\nu3(3.3924436422062607*pi,2.328379805776*pi,1.1040940251462166*pi) q[4];\nu3(3.2407163678898874*pi,1.6042993179155385*pi,0.5037969701527372*pi) q[5];\nu3(3.604329897087761*pi,2.8054926820187385*pi,0.7934592151503864*pi) q[6];\nu3(3.3447041088596667*pi,-0.48145304139278733*pi,1.7107105479127673*pi) q[7];\nu3(3.864175397127223*pi,2.74391383210811*pi,1.7363607221821646*pi) q[8];\nu3(3.550200478495217*pi,2.466161600128003*pi,1.6588862438753067*pi) q[9];\nu3(3.5795736316678965*pi,3.449316081307331*pi,3.6316818797990456*pi) q[10];\nu3(3.6677606957026314*pi,2.744598730141069*pi,2.143084181417818*pi) q[11];\nu3(3.646287887936689*pi,2.6961757926240475*pi,0.6232905383533422*pi) q[13];\nu3(3.570886094782041*pi,3.2977144744260576*pi,3.807721982043697*pi) q[14];\nu3(3.433335696249972*pi,1.9608406371882938*pi,1.319915810092632*pi) q[15];\nu3(3.9393682031584873*pi,2.584498902931412*pi,0.8168487532978683*pi) q[16];\nRxxyyzz(0.43754616135013963*pi,0.34516527439656164*pi,0.08606499478459739*pi) q[0],q[3];\nRxxyyzz(0.42219465912258963*pi,0.19527198610286503*pi,0.08137145246431547*pi) q[13],q[1];\nRxxyyzz(0.4513176058226206*pi,0.2648388058668682*pi,0.05685548651708455*pi) q[2],q[8];\nRxxyyzz(0.30625094648821977*pi,0.2296371308122458*pi,0.10068628688577652*pi) q[7],q[5];\nRxxyyzz(0.4642336275208996*pi,0.3368821380749605*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.34351742619422015*pi,0.28514832918253097*pi,0.11370932861481631*pi) q[9],q[16];\nRxxyyzz(0.45533388293583965*pi,0.307828370611703*pi,3.9580142159142806*pi) q[15],q[10];\nRxxyyzz(0.37387269300421005*pi,0.21655512369905103*pi,3.9505321802627993*pi) q[11],q[14];\nu3(3.195429916857297*pi,0.13438937757117086*pi,0.8333251600277884*pi) q[0];\nu3(3.6659704695062376*pi,0.45121519433515*pi,1.0525549393739015*pi) q[1];\nu3(3.7795620930592846*pi,2.504469011357929*pi,4.284545983266593*pi) q[2];\nu3(3.5103584692622913*pi,1.630765264537854*pi,0.5713918073989848*pi) q[3];\nu3(3.348066803400335*pi,2.5414202506846815*pi,4.042907210903955*pi) q[5];\nu3(3.247434420334041*pi,-0.44216924890651843*pi,4.285428062307803*pi) q[6];\nu3(3.38630115124429*pi,0.5378392349027405*pi,1.9264535465298693*pi) q[7];\nu3(3.3120682551738083*pi,1.7439564745351133*pi,1.706758041127131*pi) q[8];\nu3(3.791092283824666*pi,-0.3441963963548198*pi,0.7548403526385661*pi) q[9];\nu3(3.33007186784645*pi,1.1255671075482376*pi,0.812666971060747*pi) q[10];\nu3(3.7741022572636527*pi,-0.05864038938606192*pi,1.9125240697750256*pi) q[11];\nu3(3.4050029910628803*pi,3.399647249873299*pi,0.6698441655873539*pi) q[12];\nu3(3.934216162082344*pi,2.487086089845822*pi,0.9840180286439372*pi) q[13];\nu3(3.531294260888077*pi,0.12989873219546566*pi,1.1968068313347544*pi) q[14];\nu3(3.5423998357475686*pi,2.193009491667532*pi,2.036691378732647*pi) q[15];\nu3(3.503391971613821*pi,2.3304650083147056*pi,3.973287539763689*pi) q[16];\nRxxyyzz(0.4789514855899101*pi,0.16964094823679832*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4686006523791395*pi,0.06829489304657799*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.39727319693986946*pi,0.185825052403064*pi,3.9303744859499403*pi) q[7],q[2];\nRxxyyzz(0.4104257987464699*pi,0.263077067037365*pi,3.9397217291161297*pi) q[4],q[5];\nRxxyyzz(0.3287060857233798*pi,0.14888490143018995*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.4309010113662498*pi,0.22751836986373764*pi,3.9433909984945306*pi) q[13],q[9];\nRxxyyzz(0.45194239252151963*pi,0.2864228385672493*pi,0.06031448906282535*pi) q[11],q[16];\nRxxyyzz(0.36321577032232005*pi,0.3213594929501564*pi,3.8419140971543406*pi) q[12],q[14];\nu3(3.838659865862799*pi,1.9342260974989092*pi,1.4246320655337048*pi) q[0];\nu3(3.5880342918162036*pi,3.4044154431202864*pi,0.7553543104317457*pi) q[1];\nu3(3.7322946757285957*pi,-0.4032598512341934*pi,1.843305727293994*pi) q[2];\nu3(3.653981654076217*pi,3.038474052118551*pi,4.435141135701867*pi) q[3];\nu3(3.65355375892592*pi,0.633935449012915*pi,0.97046168585549*pi) q[4];\nu3(3.6125425015343704*pi,2.373387398807176*pi,0.7248739614464661*pi) q[5];\nu3(3.3859483912181876*pi,0.5463932421496618*pi,0.6878155062391407*pi) q[6];\nu3(3.690710772585411*pi,-0.3749098468829579*pi,1.124184895822255*pi) q[7];\nu3(3.435985291016914*pi,1.8865989815218578*pi,0.7923351510088228*pi) q[8];\nu3(3.8580842574104603*pi,3.0791185428221537*pi,1.8368336152662859*pi) q[9];\nu3(3.7160552904987987*pi,-0.1965372134525047*pi,3.653399870886509*pi) q[11];\nu3(3.763035393019388*pi,2.718400936541952*pi,1.8892435376541212*pi) q[12];\nu3(3.2044760236574272*pi,-0.11676510062312634*pi,0.7085536951479243*pi) q[13];\nu3(3.6022985635905362*pi,0.8755191067818444*pi,0.613101832616747*pi) q[14];\nu3(3.2566723507547057*pi,-0.027269200457012033*pi,1.1725739411840206*pi) q[15];\nu3(3.5230042038836653*pi,3.3933082469761784*pi,2.108534632483777*pi) q[16];\nRxxyyzz(0.4398463999394702*pi,0.20739481438228502*pi,3.9383908555764098*pi) q[4],q[0];\nRxxyyzz(0.44598924321762634*pi,0.15972274348254167*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.2631308630239696*pi,0.11825534206797383*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4023892889375401*pi,0.18899189515715212*pi,3.91829755239082*pi) q[5],q[3];\nRxxyyzz(0.4628889393950999*pi,0.30178713984372063*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.2726149502498195*pi,0.17720305934955705*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3156608740576409*pi,0.23804902207792478*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4029674769957513*pi,0.23470466922314004*pi,0.0*pi) q[15],q[12];\nu3(3.4139775261618484*pi,-0.36887696810649034*pi,2.2710297129407415*pi) q[0];\nu3(3.8003467126857085*pi,1.3558911089138828*pi,1.5179166161754218*pi) q[1];\nu3(3.4856536392857826*pi,2.397121584143005*pi,1.2989176090153234*pi) q[2];\nu3(3.3978162027018572*pi,2.229333117241114*pi,0.7804130085978325*pi) q[3];\nu3(3.5298056842415906*pi,3.206119911577857*pi,1.0141030821627475*pi) q[4];\nu3(3.7687336708794095*pi,3.022401522256012*pi,0.8452631797791486*pi) q[5];\nu3(3.5480318895296548*pi,0.5999919640371438*pi,1.3604700954269324*pi) q[6];\nu3(3.7046949882614895*pi,-0.04512812295198931*pi,0.9869420798604174*pi) q[7];\nu3(3.221275912903103*pi,1.8069599724386345*pi,1.6193627942091888*pi) q[8];\nu3(3.6705168160963777*pi,-0.14341536138645672*pi,2.053524156823597*pi) q[9];\nu3(3.585171810780314*pi,2.9612587745091625*pi,4.325994620803611*pi) q[10];\nu3(3.2979385265087466*pi,0.99286820680683*pi,1.3488081297497219*pi) q[12];\nu3(3.871112352409564*pi,3.3773387747627748*pi,1.4288200443008148*pi) q[13];\nu3(3.7746154346944865*pi,2.9114872802097693*pi,1.3750167656353254*pi) q[14];\nu3(3.1402070219271248*pi,-0.25586040953963796*pi,0.8678645772615137*pi) q[15];\nu3(3.3194380057775494*pi,-0.4680558689711086*pi,2.4637425862195457*pi) q[16];\nRxxyyzz(0.33347893532665085*pi,0.1974938925221008*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4458591781985101*pi,0.3134777313015286*pi,0.04678459151258157*pi) q[4],q[3];\nRxxyyzz(0.37897234804412694*pi,0.24561009505141895*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.45722062202246017*pi,0.3350435436487951*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3859968962294399*pi,0.31274703989260044*pi,0.10116159179850202*pi) q[7],q[11];\nRxxyyzz(0.42891656784370985*pi,0.28147526647425325*pi,0.14571837420552913*pi) q[8],q[13];\nu3(3.1951147928513017*pi,0.5218616550288868*pi,1.2174131656380154*pi) q[0];\nu3(3.1635325473004237*pi,0.9442397993133145*pi,4.047198793451454*pi) q[3];\nu3(3.5798623842030803*pi,0.49288603305488077*pi,1.2431054969771562*pi) q[4];\nu3(3.3242144690338185*pi,0.5729767220091389*pi,2.155732789573067*pi) q[5];\nu3(3.4769971716356913*pi,-0.449059185007604*pi,0.7714052022796158*pi) q[6];\nu3(3.7749136726486694*pi,0.796099728644426*pi,4.098585757279221*pi) q[7];\nu3(3.8192237154195836*pi,0.4964822291113036*pi,1.4931417802297502*pi) q[8];\nu3(3.9009527564060154*pi,1.2881256556382534*pi,1.6770574686347102*pi) q[9];\nu3(3.6555030982355223*pi,0.36441057827300005*pi,1.4241707885175707*pi) q[10];\nu3(3.6285773315479277*pi,0.3865403608273865*pi,3.466455623118157*pi) q[11];\nu3(3.325856111149654*pi,3.1123011470681288*pi,3.5626824717506813*pi) q[13];\nu3(3.04656072145706*pi,3.1954674706336528*pi,4.275840966567324*pi) q[14];\nRxxyyzz(0.45049365597868035*pi,0.2764757607668961*pi,0.1277971652502497*pi) q[9],q[0];\nRxxyyzz(0.45189857324556965*pi,0.19299353270614267*pi,0.122095885356021*pi) q[4],q[1];\nRxxyyzz(0.4771236363670007*pi,0.16374639121915913*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.40805362687533*pi,0.21456273730168407*pi,0.16985071120746173*pi) q[12],q[5];\nRxxyyzz(0.45055369667527995*pi,0.28014795129200215*pi,0.13739654634402484*pi) q[14],q[6];\nRxxyyzz(0.4699664703587797*pi,0.2848138339720606*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4056750660678601*pi,0.3691944364758357*pi,3.8690170688687804*pi) q[8],q[16];\nRxxyyzz(0.34255313384013586*pi,0.11564371379912786*pi,0.0*pi) q[15],q[10];\nu3(3.1974298277007787*pi,0.5580404906163834*pi,0.7395364711069106*pi) q[0];\nu3(3.782404929193139*pi,3.2106453278885407*pi,3.022015494546639*pi) q[1];\nu3(3.365571372014431*pi,0.08478872241046631*pi,1.081845373052769*pi) q[3];\nu3(3.6190919048638066*pi,-0.04278823208630089*pi,4.415221720047931*pi) q[4];\nu3(3.114508857495195*pi,-0.13465214835468597*pi,0.570615779895307*pi) q[5];\nu3(3.280461161073654*pi,2.1062379761439285*pi,0.9827140585082981*pi) q[6];\nu3(3.717809650779473*pi,-0.43921505799915883*pi,0.9942923704561295*pi) q[7];\nu3(3.492579464477123*pi,2.839137829726413*pi,0.7943388933463611*pi) q[8];\nu3(3.130188953125007*pi,3.28614101429711*pi,0.871440557416886*pi) q[9];\nu3(3.8215721604268915*pi,-0.45956803829918497*pi,1.6398479448538135*pi) q[10];\nu3(3.5609123737821258*pi,0.8135188514621614*pi,1.2133934994666769*pi) q[11];\nu3(3.2604062354667893*pi,0.08724677387925439*pi,3.8620882088392756*pi) q[12];\nu3(3.2328323729949773*pi,-0.48757706244752963*pi,3.6173612691891774*pi) q[13];\nu3(3.5687439512666783*pi,2.0924989988875824*pi,0.985744935565515*pi) q[14];\nu3(3.2685502692451704*pi,0.12034597052843166*pi,0.7365013802509917*pi) q[15];\nu3(3.4579452185262127*pi,0.7206995501215405*pi,2.103717960937638*pi) q[16];\nRxxyyzz(0.4092642407861899*pi,0.10313440025227205*pi,0.05942169662157478*pi) q[3],q[0];\nRxxyyzz(0.4390575495073402*pi,0.30492141292498176*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.4372547094314698*pi,0.25305597989918005*pi,3.887047317169771*pi) q[13],q[2];\nRxxyyzz(0.4215166005973398*pi,0.2280048942645315*pi,3.95498387449737*pi) q[4],q[6];\nRxxyyzz(0.28624904194901957*pi,0.25236168407385695*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4114741690892094*pi,0.386870180392779*pi,0.1888820115096035*pi) q[8],q[14];\nRxxyyzz(0.373281364663547*pi,0.1983737209442734*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.3977525861597995*pi,0.20056026740398103*pi,3.9442947984991505*pi) q[12],q[11];\nu3(3.135567371347329*pi,2.9479542393145843*pi,0.6960475828533682*pi) q[0];\nu3(3.520269600763448*pi,0.35251364101800764*pi,1.7562474873983431*pi) q[1];\nu3(3.498101716926974*pi,1.2206178053452676*pi,0.6526791311878108*pi) q[2];\nu3(3.790116940487749*pi,2.3454929279086962*pi,1.1359593077030041*pi) q[3];\nu3(3.419973525172394*pi,0.5169411828490851*pi,0.7702205593735565*pi) q[4];\nu3(3.2815123344103614*pi,2.741748667898726*pi,1.7615072683099378*pi) q[5];\nu3(3.2225949065213553*pi,0.12520952941370567*pi,1.1900519134722622*pi) q[6];\nu3(3.388997163059414*pi,-0.31102240344813836*pi,0.7827926121160558*pi) q[7];\nu3(3.876320057474353*pi,3.34954924965592*pi,3.8723218414177425*pi) q[8];\nu3(3.178864088981412*pi,2.5560608979620194*pi,2.3473619412441167*pi) q[9];\nu3(3.618408563438587*pi,3.4283200570162453*pi,0.6844984459554699*pi) q[11];\nu3(3.2441865396857263*pi,-0.45572377164016986*pi,1.2149638549344886*pi) q[12];\nu3(3.424188465604435*pi,2.8945307789339294*pi,1.8690994813533952*pi) q[13];\nu3(3.898036596373881*pi,1.9470289193488632*pi,0.6863912652167099*pi) q[14];\nu3(3.851538526326506*pi,0.23289297465834358*pi,4.402990481645666*pi) q[15];\nu3(3.293844471957761*pi,0.9164217377498054*pi,1.5136045932238884*pi) q[16];\nRxxyyzz(0.40988374013795953*pi,0.28707307049722613*pi,3.92723513682449*pi) q[8],q[0];\nRxxyyzz(0.4047093833199098*pi,0.2190296725662112*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.44993378980655946*pi,0.21669416889240398*pi,0.14763964323628886*pi) q[2],q[5];\nRxxyyzz(0.42425606537838423*pi,0.19593867768580242*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.4739461659012094*pi,0.39581019975343423*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.44095046301301005*pi,0.25358250465134*pi,0.07806185158811509*pi) q[13],q[6];\nRxxyyzz(0.4077549783210007*pi,0.30064640337450066*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4407895563955298*pi,0.2984798728731979*pi,0.05890301043475027*pi) q[12],q[10];\nu3(3.504182490686267*pi,2.907269023464112*pi,1.969488821335272*pi) q[0];\nu3(3.1158895675933187*pi,0.5673072068460445*pi,1.2405436686736964*pi) q[1];\nu3(3.6022277825705933*pi,-0.40862134973675523*pi,3.678351438647492*pi) q[2];\nu3(3.3364889413145504*pi,2.7349147201224113*pi,0.6064281462859209*pi) q[3];\nu3(3.390199554930332*pi,0.03663479000783565*pi,4.4667191873421626*pi) q[4];\nu3(3.926149673915116*pi,0.7432649872562147*pi,1.327086184670369*pi) q[5];\nu3(3.6429276942852047*pi,3.323373099258681*pi,3.20148158388709*pi) q[6];\nu3(3.2725830488297056*pi,-0.45331877437956325*pi,1.3354832345421963*pi) q[7];\nu3(3.280227708009158*pi,3.405266655217855*pi,1.052328283154833*pi) q[8];\nu3(3.883477856243806*pi,0.7840448906138127*pi,1.3129658848952008*pi) q[9];\nu3(3.698349546336888*pi,-0.15874488287576305*pi,3.6678158280172157*pi) q[10];\nu3(3.76959765367104*pi,0.07885741438803384*pi,1.9870072991015137*pi) q[11];\nu3(3.563542999683469*pi,3.2699529137928476*pi,4.085002493740708*pi) q[12];\nu3(3.2792624860118122*pi,2.3679972186227536*pi,1.3670485159107706*pi) q[13];\nu3(3.5259339609791565*pi,0.8110788978223817*pi,0.5886581781514666*pi) q[15];\nu3(3.456240753211633*pi,0.4814144105396174*pi,1.9863763742179925*pi) q[16];\nRxxyyzz(0.3267411521451298*pi,0.19269493540527627*pi,0.05289647555115584*pi) q[6],q[0];\nRxxyyzz(0.47597167827628906*pi,0.16554624988603017*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.3937075379300499*pi,0.3105681446169605*pi,0.1620889384334229*pi) q[3],q[10];\nRxxyyzz(0.31156621127838946*pi,0.2704659894461514*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.421222170888344*pi,0.30569467806642425*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.26821198983462974*pi,0.18551540082663198*pi,3.92452343585736*pi) q[8],q[9];\nRxxyyzz(0.42985540313075*pi,0.35320079239729874*pi,0.07296270895588977*pi) q[12],q[11];\nRxxyyzz(0.36780476031342996*pi,0.29581119156479907*pi,0.19811173720123937*pi) q[13],q[14];\nu3(3.6769458453777055*pi,2.1202934851991184*pi,4.3360459171544985*pi) q[0];\nu3(3.5433977964077576*pi,0.7583214916863077*pi,2.0490527806410235*pi) q[1];\nu3(3.3807116494859595*pi,0.9761914536975638*pi,1.9910940964121822*pi) q[2];\nu3(3.213686682673741*pi,2.3924126515758233*pi,4.227188358259566*pi) q[3];\nu3(3.521134992156874*pi,2.1360370589261595*pi,1.9665109429185916*pi) q[4];\nu3(3.371002180205162*pi,0.6497446840484646*pi,1.547514917412449*pi) q[5];\nu3(3.456039730128741*pi,2.782975524718095*pi,0.6384911324195752*pi) q[6];\nu3(3.367323558100946*pi,-0.40243315550745806*pi,1.7318946927666645*pi) q[7];\nu3(3.128377522007467*pi,2.34796887005745*pi,1.1563238290785849*pi) q[8];\nu3(3.601787929069482*pi,2.64979444782705*pi,1.967060693899455*pi) q[9];\nu3(3.1787630090770773*pi,0.8829320358014998*pi,1.028763841269856*pi) q[10];\nu3(3.193854520845557*pi,0.7166990281931473*pi,3.985677170400877*pi) q[11];\nu3(3.5547589546613376*pi,2.0875886350228128*pi,4.374480147801497*pi) q[12];\nu3(3.883807915047652*pi,-0.3172485799164141*pi,1.6444632663612873*pi) q[13];\nu3(3.334597886497651*pi,0.1097593322005308*pi,1.4299638048664824*pi) q[14];\nu3(3.7997065186281365*pi,3.1183315155912*pi,1.0501248106476853*pi) q[16];\nRxxyyzz(0.45174918098471994*pi,0.13777634816834472*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.45885649840866005*pi,0.36350527167486535*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.33128138306552984*pi,0.16520031050695527*pi,0.11875156244626428*pi) q[3],q[5];\nRxxyyzz(0.46135328589128743*pi,0.28635009626366437*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4481535482234092*pi,0.3604007569038803*pi,3.9514002013927705*pi) q[6],q[15];\nRxxyyzz(0.43541646427383973*pi,0.19714021529631223*pi,3.9467584134333293*pi) q[8],q[11];\nRxxyyzz(0.4712252092326802*pi,0.1194897827494179*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3025303775778397*pi,0.2256496536391066*pi,3.9563541948412606*pi) q[12],q[14];\nu3(3.1495975536427046*pi,-0.49951892756267424*pi,3.60080062497282*pi) q[0];\nu3(3.211519506796114*pi,-0.12694906142345097*pi,1.1413716181464926*pi) q[1];\nu3(3.43853980504144*pi,-0.05885507641217408*pi,1.869214576001485*pi) q[2];\nu3(3.481612690937655*pi,0.27487002354885925*pi,0.9222534652212752*pi) q[3];\nu3(3.7418099503823714*pi,0.1995240221171194*pi,0.5309050372706635*pi) q[4];\nu3(3.4139587514745604*pi,-0.0036067137223526613*pi,1.7725699377397865*pi) q[5];\nu3(3.5227802269335022*pi,0.23434195886553955*pi,2.0429117386922684*pi) q[6];\nu3(3.3392599637514224*pi,2.84944247241876*pi,0.685311103879302*pi) q[7];\nu3(3.6762505126313774*pi,-0.37986181623669146*pi,1.9296292330197669*pi) q[8];\nu3(3.7266512871074813*pi,0.21032019387549217*pi,2.077475357057157*pi) q[9];\nu3(3.8063059991338184*pi,3.4874534918589375*pi,1.4645018863389465*pi) q[10];\nu3(3.2319525505523816*pi,1.187974575162922*pi,2.2730595300919467*pi) q[11];\nu3(3.4554639462481633*pi,2.959863512756537*pi,0.7578340494786814*pi) q[12];\nu3(3.846816921832172*pi,0.5852684610407852*pi,0.8393996739732636*pi) q[13];\nu3(3.853176431482605*pi,2.237669161707466*pi,0.9492607540791665*pi) q[14];\nu3(3.7396367920959452*pi,0.3638562236088567*pi,1.69216502168171*pi) q[15];\nRxxyyzz(0.46200462677435983*pi,0.21326713933479025*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.44930670515441995*pi,0.33209007714182937*pi,0.06481052534230225*pi) q[3],q[1];\nRxxyyzz(0.41733868158894005*pi,0.1557058937127903*pi,3.88582153082027*pi) q[16],q[2];\nRxxyyzz(0.36302878455387594*pi,0.21329364997939038*pi,3.872881780997285*pi) q[4],q[10];\nRxxyyzz(0.30744892974519666*pi,0.2714544100955989*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.43207528023622954*pi,0.10772539762342503*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4279604463269502*pi,0.14235038999666694*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.25190979913358014*pi,0.23408767912603956*pi,0.07738160753304779*pi) q[14],q[13];\nu3(3.6396814769303383*pi,0.5439521331886332*pi,0.590510933602743*pi) q[0];\nu3(3.2554179656192677*pi,0.09115019357725596*pi,3.3917306612965104*pi) q[1];\nu3(3.4488946803558176*pi,-0.18207207640836998*pi,0.525586946656345*pi) q[2];\nu3(3.7895177437063587*pi,3.2158058005524763*pi,3.12150170232023*pi) q[3];\nu3(3.710514429950153*pi,3.212657852141114*pi,2.3484695973728926*pi) q[4];\nu3(3.330987261820194*pi,0.21826588122820323*pi,0.638955034951435*pi) q[5];\nu3(3.059866536796145*pi,0.004484696886871475*pi,4.341858322387962*pi) q[6];\nu3(3.822195678059482*pi,0.49616955500014903*pi,1.1171079603424314*pi) q[8];\nu3(3.1878403914776356*pi,2.1443688649380155*pi,1.2495695306643022*pi) q[9];\nu3(3.653548406470205*pi,1.7900757845737436*pi,0.7424274675214066*pi) q[10];\nu3(3.208500929401887*pi,-0.08356092837375251*pi,1.291089043712455*pi) q[11];\nu3(3.6659699447015996*pi,0.662123054130364*pi,1.171768157236332*pi) q[12];\nu3(3.9318006137089627*pi,0.3454466514543263*pi,4.238407050049171*pi) q[13];\nu3(3.4409775712021933*pi,-0.2922411459041593*pi,1.741500532886223*pi) q[14];\nu3(3.2460889806358897*pi,0.09638643414603998*pi,1.7238508247523106*pi) q[15];\nu3(3.3539054811318842*pi,0.908676391786754*pi,1.2140648819426048*pi) q[16];\nRxxyyzz(0.47809513841693996*pi,0.18154328947694343*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4019346670439098*pi,0.18677244359727774*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4239409409770297*pi,0.36038073240144297*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4609004350059803*pi,0.1639273516606662*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4076273330236798*pi,0.19689562311623465*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.2513540062599242*pi,0.18732156977427827*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.24383508948374033*pi,0.14661796706830543*pi,0.0*pi) q[12],q[16];\nu3(3.9465459295785617*pi,0.6874627326137581*pi,2.357183291397489*pi) q[0];\nu3(3.365520899865691*pi,1.0216813672474911*pi,1.887031822080699*pi) q[1];\nu3(3.5477959101575265*pi,3.112041899000411*pi,4.08695681453853*pi) q[2];\nu3(3.5060435550463307*pi,0.6946778765048578*pi,1.161120082708275*pi) q[3];\nu3(3.4820970179506356*pi,0.9197394119191045*pi,2.077957658784938*pi) q[5];\nu3(3.4814228212970333*pi,-0.4193307461677159*pi,0.7499166442815188*pi) q[6];\nu3(3.370185592885986*pi,3.2160198109618885*pi,0.7686153835909133*pi) q[7];\nu3(3.8361565039262775*pi,-0.3306579962994974*pi,1.8621737377291192*pi) q[8];\nu3(3.7778857649020545*pi,0.9018272485370735*pi,1.198740430333314*pi) q[9];\nu3(3.5766870597095233*pi,0.9880383116770881*pi,1.976025899706983*pi) q[10];\nu3(3.5242306122070417*pi,0.7914671336031291*pi,1.9671904308231403*pi) q[11];\nu3(3.5028284040425652*pi,0.8579089085453497*pi,2.1674869965880554*pi) q[12];\nu3(3.2362765400014726*pi,0.8613743803394791*pi,1.4789318977861599*pi) q[13];\nu3(3.436138260660082*pi,0.9227893038936434*pi,1.6524412430252529*pi) q[16];\nRxxyyzz(0.29409752251771704*pi,0.046296737352186756*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.40089321858349*pi,0.14189371541170684*pi,0.09915391447275901*pi) q[9],q[1];\nRxxyyzz(0.42397867985657006*pi,0.18467165791771434*pi,3.9230574036721606*pi) q[5],q[2];\nRxxyyzz(0.4321040884509889*pi,0.19543502529481782*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.42340478806700976*pi,0.34438538212946*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.38162195712867775*pi,0.16044267591344785*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.4537038607715498*pi,0.23028071357349345*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.2659874477543873*pi,0.12603271812813166*pi,0.0*pi) q[11],q[13];\nu3(3.4181268437554944*pi,2.822029374710966*pi,0.8339749871277802*pi) q[0];\nu3(3.7683166212464587*pi,3.309663701694774*pi,1.8889934932093821*pi) q[1];\nu3(3.363862890248507*pi,0.3800478508711159*pi,1.5920422114483963*pi) q[2];\nu3(3.395712616982093*pi,-0.4691408300210522*pi,0.6174111256453467*pi) q[3];\nu3(3.1578750003883*pi,3.45615888533283*pi,1.1002188888427962*pi) q[4];\nu3(3.825268356285904*pi,2.1608835341546024*pi,0.7066047945338298*pi) q[5];\nu3(3.8940972610084*pi,0.7517575695771825*pi,0.6844093993782647*pi) q[6];\nu3(3.474071949717973*pi,0.027920887945074524*pi,2.2692388210291607*pi) q[7];\nu3(3.1516645099119547*pi,0.17086123639772188*pi,2.481600990081687*pi) q[8];\nu3(3.1522340701438627*pi,3.289465347836436*pi,0.5035296987787208*pi) q[9];\nu3(3.3311945817221416*pi,0.5683259123933313*pi,0.6974194653933107*pi) q[11];\nu3(3.3286768081162377*pi,-0.16971363644833043*pi,0.7616483614048164*pi) q[12];\nu3(3.280358402040379*pi,2.0592623453351955*pi,1.7153008290724636*pi) q[13];\nu3(3.244290430260954*pi,-0.41401163616569125*pi,1.2147537928869636*pi) q[14];\nu3(3.655608400365461*pi,1.197378774509116*pi,1.2701903669599668*pi) q[15];\nu3(3.06289546260676*pi,-0.09849018090962347*pi,0.7505336109902365*pi) q[16];\nRxxyyzz(0.38215911367355515*pi,0.15293727285475722*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.25573175336591986*pi,0.21228374359739322*pi,3.83909068859183*pi) q[1],q[15];\nRxxyyzz(0.43436184077470974*pi,0.2697280472265897*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.42549519752846*pi,0.1924147760612742*pi,0.0765193039904968*pi) q[4],q[14];\nRxxyyzz(0.3793927721085989*pi,0.24521478348310316*pi,3.9328862377501306*pi) q[9],q[10];\nRxxyyzz(0.45556086319429967*pi,0.27974880618206316*pi,0.23251381549838052*pi) q[16],q[11];\nu3(3.5069640471962713*pi,2.2362305046853552*pi,0.7776478637124886*pi) q[0];\nu3(3.649679934798365*pi,0.19949511869320136*pi,4.394994565419894*pi) q[1];\nu3(3.6209395243593625*pi,0.9775210700944013*pi,1.9139624421398804*pi) q[3];\nu3(3.71421447570014*pi,-0.3602006977758331*pi,3.9039078778658483*pi) q[4];\nu3(3.504173097909971*pi,-0.16313476423327433*pi,3.8540572137466347*pi) q[8];\nu3(3.668231833355663*pi,2.431935477951191*pi,1.695741612156732*pi) q[9];\nu3(3.23704868707643*pi,3.3341592527272423*pi,1.267969100112445*pi) q[10];\nu3(3.4076157097426933*pi,3.3628417271294095*pi,0.6118790264278069*pi) q[11];\nu3(3.411285575114908*pi,2.3483044579522305*pi,1.3122326028953286*pi) q[13];\nu3(3.551742834942933*pi,1.2045269830512573*pi,0.6169631349601731*pi) q[14];\nu3(3.6109224197812155*pi,3.34232274013038*pi,0.5910291353162336*pi) q[15];\nu3(3.5183806272889573*pi,0.6712943769188975*pi,3.9937037985466874*pi) q[16];\nRxxyyzz(0.33020187265178924*pi,0.15750226407499313*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4272374126300393*pi,0.20992472050001512*pi,0.05224272824488267*pi) q[1],q[14];\nRxxyyzz(0.43004750675792985*pi,0.33158746340306583*pi,0.07424818287571512*pi) q[11],q[2];\nRxxyyzz(0.3765442844756103*pi,0.17020551711864995*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.41015632422521003*pi,0.28331973644597885*pi,3.8308417321004598*pi) q[4],q[8];\nRxxyyzz(0.38354618994405065*pi,0.19843053304540348*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.2840354700716997*pi,0.12981944732499295*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4032241574106595*pi,0.27233479309871195*pi,3.864463865082931*pi) q[12],q[13];\nu3(3.4408794184332665*pi,-0.3049675395346891*pi,0.9800306759386037*pi) q[0];\nu3(3.546590070844062*pi,-0.36963212953696567*pi,0.5995758411926565*pi) q[1];\nu3(3.1833814215322063*pi,3.078865307546124*pi,1.2453870540004408*pi) q[2];\nu3(3.754904916467003*pi,-0.32532016164008765*pi,0.5460829324295249*pi) q[3];\nu3(3.5103926871601985*pi,2.663245760248939*pi,1.9323448974207313*pi) q[4];\nu3(3.248868331687219*pi,2.8297811716408536*pi,2.0389107258887975*pi) q[5];\nu3(3.4226252844861635*pi,3.1331524298790594*pi,0.5909376462524942*pi) q[6];\nu3(3.2599500555897296*pi,-0.06141909302176096*pi,1.6835436174081577*pi) q[7];\nu3(3.5826172844855475*pi,0.4468933133589803*pi,1.11627379541113*pi) q[8];\nu3(3.5275651218326476*pi,2.2234184201606797*pi,1.216926020358322*pi) q[9];\nu3(3.828752275507173*pi,-0.07027182454253866*pi,4.020988779892964*pi) q[10];\nu3(3.9480098636056806*pi,-0.11332673954579336*pi,1.1043580932122479*pi) q[11];\nu3(3.1372322854421073*pi,-0.29474836987267883*pi,1.4905736193945343*pi) q[12];\nu3(3.2711067003790566*pi,2.2304684915921*pi,1.8023103952003272*pi) q[13];\nu3(3.248383338235225*pi,0.003474927339158107*pi,1.2429187195310651*pi) q[14];\nu3(3.2678815832186343*pi,3.1560098839908433*pi,1.2394804591427562*pi) q[16];\nmeasure q[3] -> c[8];\nRxxyyzz(0.4769950806342108*pi,0.28429281378318805*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3721845561069004*pi,0.26890852971343837*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.44360192058003*pi,0.34907606992826423*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3720870882740801*pi,0.24740426756524592*pi,3.8708674724570398*pi) q[4],q[11];\nRxxyyzz(0.42746048704117984*pi,0.3443788561877492*pi,0.05831773080255683*pi) q[16],q[5];\nRxxyyzz(0.35458636552976985*pi,0.0*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.43013989744535586*pi,0.2561424612439285*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4451276388970994*pi,0.31268543964201534*pi,3.876488452233371*pi) q[13],q[15];\nu3(3.3859012703314226*pi,1.4712039637384708*pi,4.029325694789899*pi) q[0];\nu3(3.210446653136848*pi,0.4225370858998849*pi,2.2779666517622092*pi) q[1];\nu3(3.508153862201435*pi,-0.2901638514305159*pi,2.3183230832006925*pi) q[2];\nu3(3.2699335010127117*pi,-0.10176139548402219*pi,2.4008033526724835*pi) q[4];\nu3(3.1889136080184453*pi,2.9518863971949543*pi,1.8354106859526065*pi) q[5];\nu3(0.27872083050473995*pi,-0.18193548274083704*pi,1.7637591629286251*pi) q[6];\nu3(3.220585968708549*pi,1.9757787342963393*pi,1.8213451245451482*pi) q[7];\nu3(3.619337242115972*pi,3.2862529464027475*pi,0.698255724236303*pi) q[8];\nu3(3.2239859741116237*pi,-0.18844433623415358*pi,4.135773483623094*pi) q[9];\nu3(3.6555164622220744*pi,0.1512035365273674*pi,2.0824635674261227*pi) q[10];\nu3(3.3962653333888655*pi,0.2539886907903822*pi,1.1137010577327577*pi) q[11];\nu3(3.0803354254804938*pi,0.6309102526395409*pi,4.1627570770384175*pi) q[12];\nu3(3.5403865446121388*pi,2.243098401766142*pi,0.9821465780273542*pi) q[13];\nu3(3.2732208783143646*pi,2.8075011405715395*pi,0.6931412001589541*pi) q[14];\nu3(3.6915550718213974*pi,0.2569603165071763*pi,1.3180686968194815*pi) q[15];\nu3(3.4463642588955454*pi,-0.4288121975390542*pi,3.1227352353716586*pi) q[16];\nmeasure q[16] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[10] -> c[7];\nmeasure q[7] -> c[9];\nmeasure q[14] -> c[10];\nmeasure q[6] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[15] -> c[14];\nmeasure q[11] -> c[15];\nmeasure q[2] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6499566903912513*pi,2.6609678547968127*pi,4.0475564611574*pi) q[0];\nu3(3.5091324128521144*pi,-0.25055290559050447*pi,1.6644042853756913*pi) q[1];\nu3(3.107173791532526*pi,-0.1054839886608635*pi,1.501712367431041*pi) q[2];\nu3(3.6409194341096325*pi,3.329340022137737*pi,4.039651854437983*pi) q[3];\nu3(3.380828814501558*pi,2.4094954870644765*pi,4.33159044247104*pi) q[4];\nu3(3.5572884700415655*pi,3.477273188226179*pi,2.2051599119461365*pi) q[5];\nu3(3.717893074425758*pi,3.3167049837780076*pi,3.8959166898023145*pi) q[6];\nu3(3.9166102330333943*pi,3.195449362242768*pi,0.8895136069784961*pi) q[7];\nu3(3.681610718018463*pi,-0.4412429172038041*pi,1.021693258971216*pi) q[8];\nu3(3.4470300649376515*pi,-0.15026395644675228*pi,3.5540399652383927*pi) q[9];\nu3(3.521599162554776*pi,0.04730009734923346*pi,3.7611171380379456*pi) q[10];\nu3(3.477105878400293*pi,2.4150779620862357*pi,1.8532696216732336*pi) q[11];\nu3(3.8451330019031507*pi,0.9414217154409217*pi,0.8612848509574189*pi) q[12];\nu3(3.5263609377872718*pi,3.2458200687509873*pi,2.4097273892203734*pi) q[13];\nu3(3.477136161370297*pi,0.05990472471486685*pi,4.2693800124807115*pi) q[14];\nu3(3.3142503316170924*pi,2.439369270592559*pi,2.224878523284264*pi) q[15];\nu3(3.940056836439897*pi,2.4001171739335487*pi,1.5557759915372757*pi) q[16];\nRxxyyzz(0.40354194108381947*pi,0.25475445690635135*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4585499386815597*pi,0.3745163437577057*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.4180323287042498*pi,0.27692755621939846*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3998292194055698*pi,0.09929784743697134*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.42500694283467944*pi,0.09501123364388875*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.3831031617960895*pi,0.25814935747874884*pi,0.05691206881012209*pi) q[7],q[16];\nRxxyyzz(0.3698898162012402*pi,0.15463085219053263*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.45881344333463014*pi,0.2863755752924572*pi,0.09688513557644061*pi) q[12],q[14];\nu3(3.4267252139611886*pi,3.4589465007247737*pi,0.9270893082855443*pi) q[0];\nu3(3.125929503082711*pi,0.0034433623258502966*pi,3.901668154835188*pi) q[1];\nu3(3.1810886429064245*pi,2.5216674266845485*pi,2.018067535815494*pi) q[2];\nu3(3.7451511319875537*pi,-0.26244456912699204*pi,0.7434614328845883*pi) q[4];\nu3(3.903993950070735*pi,2.4033530607507925*pi,1.5469722720886403*pi) q[5];\nu3(3.665223382129006*pi,-0.41940351474942733*pi,1.279681518061356*pi) q[6];\nu3(3.245069580125049*pi,2.886696206560663*pi,1.8784980980603683*pi) q[7];\nu3(3.717237288936793*pi,3.410980185353054*pi,0.5476082150456976*pi) q[8];\nu3(3.613075194108988*pi,2.100415083544164*pi,1.9585480529367318*pi) q[9];\nu3(3.7797784062355504*pi,-0.4621442925428462*pi,1.292440478096394*pi) q[10];\nu3(3.084347285018105*pi,3.311768730522638*pi,1.8176337340346085*pi) q[11];\nu3(3.6944495398560453*pi,2.2349810274958877*pi,4.255672344939358*pi) q[12];\nu3(3.9175478199693248*pi,3.3921052540797008*pi,3.9516648102923835*pi) q[13];\nu3(3.496569161416647*pi,3.277639284691113*pi,3.8654914547721355*pi) q[14];\nu3(3.7414681528161426*pi,2.858450963156428*pi,4.495198352086279*pi) q[15];\nu3(3.307672972246118*pi,0.3732895684971935*pi,1.4689323355259765*pi) q[16];\nRxxyyzz(0.3415957658079095*pi,0.2075405723435042*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4113745897039801*pi,0.26160296292218144*pi,0.17444125099522112*pi) q[15],q[2];\nRxxyyzz(0.40009644212147977*pi,0.1717545764720469*pi,0.09654546901828776*pi) q[3],q[12];\nRxxyyzz(0.40743546458035884*pi,0.28905387813530137*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.38657069859571974*pi,0.2372428356437082*pi,3.85105768908352*pi) q[9],q[5];\nRxxyyzz(0.43735952910734*pi,0.21702684715020393*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.48153343229162016*pi,0.23667935583160038*pi,0.0*pi) q[10],q[11];\nu3(3.8401441274403783*pi,2.9422705728103473*pi,2.126868559600528*pi) q[0];\nu3(3.452444557278464*pi,2.389840060464048*pi,1.113450561629024*pi) q[1];\nu3(3.6233995294208095*pi,0.897659061723421*pi,0.9095646957744088*pi) q[2];\nu3(3.672824139469884*pi,-0.2881926664808866*pi,4.149004608245006*pi) q[3];\nu3(3.397028300340118*pi,0.2842426861874888*pi,1.8125025784990445*pi) q[4];\nu3(3.3970461076928973*pi,3.484474010767797*pi,1.3449526450989482*pi) q[5];\nu3(3.201711959262529*pi,2.571558452453723*pi,1.7472744341769402*pi) q[6];\nu3(3.5214235192949186*pi,-0.36696885991997874*pi,1.2969593192710112*pi) q[8];\nu3(3.445207351204459*pi,2.306762087561962*pi,2.4144542420464785*pi) q[9];\nu3(3.3995251943006144*pi,0.8914062606146864*pi,2.4398705518384713*pi) q[10];\nu3(3.5797764284006703*pi,-0.198010733849442*pi,1.68735181864344*pi) q[11];\nu3(3.2959714362989425*pi,1.0572231243486976*pi,0.8417870447924672*pi) q[12];\nu3(3.5821223088105434*pi,2.803882216821472*pi,1.6710938360033243*pi) q[13];\nu3(3.8560254839781942*pi,0.5891451695249568*pi,2.9043294262060124*pi) q[15];\nRxxyyzz(0.35352448648615015*pi,0.24837299409795577*pi,3.8672353722945516*pi) q[0],q[10];\nRxxyyzz(0.4398702663262595*pi,0.3476610706996423*pi,0.16358673177622185*pi) q[1],q[9];\nRxxyyzz(0.38690383302242004*pi,0.08394845387263494*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.44624449417023027*pi,0.20104152584927634*pi,0.17554935409788955*pi) q[14],q[5];\nRxxyyzz(0.3725335164278275*pi,0.22855134734687366*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4474018681920898*pi,0.32253127700208006*pi,3.819859262716511*pi) q[8],q[7];\nRxxyyzz(0.2807195966870498*pi,0.16160289411314388*pi,0.0*pi) q[11],q[15];\nu3(3.2733032068840706*pi,-0.20686746926064714*pi,0.6865503876296093*pi) q[0];\nu3(3.6131394542668382*pi,0.10628734470646861*pi,3.4068450387840037*pi) q[1];\nu3(3.196806116281686*pi,0.35009316863921847*pi,0.9145012630831933*pi) q[2];\nu3(3.2407409676719183*pi,-0.14475593479146392*pi,1.175002897844635*pi) q[3];\nu3(3.511593651427484*pi,3.309021757352905*pi,1.3089403030480593*pi) q[5];\nu3(3.579483153656*pi,3.2722720562118*pi,0.7027791287939191*pi) q[6];\nu3(3.387845389741222*pi,2.4579323558397674*pi,1.3864656772081503*pi) q[7];\nu3(3.831335241090958*pi,3.0427091018111434*pi,2.1481321230122186*pi) q[8];\nu3(3.1074318686877187*pi,-0.48551586182464207*pi,3.8770785217263533*pi) q[9];\nu3(3.474134116538533*pi,2.9953606617000204*pi,2.4154160212915627*pi) q[10];\nu3(3.106576878956187*pi,2.1450593072670205*pi,1.926870979455542*pi) q[11];\nu3(3.349319992858201*pi,3.326528082078493*pi,3.803452226021329*pi) q[14];\nu3(3.4759481492488695*pi,0.21458378737044248*pi,4.482282223070847*pi) q[15];\nu3(3.4755301046260545*pi,2.520070153819971*pi,2.0051250420200533*pi) q[16];\nRxxyyzz(0.40006219315002994*pi,0.17103967976800144*pi,0.05348633449723186*pi) q[1],q[3];\nRxxyyzz(0.4552743090401189*pi,0.2183040201865589*pi,3.9400679408411805*pi) q[16],q[2];\nRxxyyzz(0.3917384159175803*pi,0.2722136185234927*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.2846380368178093*pi,0.09429796541302349*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.44352148381985995*pi,0.33810242077855257*pi,0.27846717656340925*pi) q[11],q[8];\nRxxyyzz(0.4144842739524005*pi,0.21449930768750614*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.4737357760850601*pi,0.22026910936870536*pi,0.0*pi) q[15],q[14];\nu3(3.5269547787452686*pi,0.6131796332756245*pi,4.320263532585518*pi) q[1];\nu3(3.434524801213904*pi,1.4711621873124163*pi,1.439449397160498*pi) q[2];\nu3(3.3605965003927647*pi,2.5160773318029817*pi,1.0963890346089964*pi) q[3];\nu3(3.7207985919027253*pi,0.09721957075946452*pi,1.0535803757874724*pi) q[4];\nu3(3.4094804603935875*pi,1.604488058782168*pi,1.4369597908570397*pi) q[5];\nu3(3.086795697043234*pi,3.1269683899854854*pi,2.2752623665430054*pi) q[7];\nu3(3.514508785076145*pi,2.642006143322164*pi,4.403159501126812*pi) q[8];\nu3(3.5497558226602224*pi,3.4360366210917994*pi,0.9116466806155437*pi) q[9];\nu3(3.3975033201501863*pi,-0.2498546556251613*pi,0.78745939865769*pi) q[11];\nu3(3.389586844295736*pi,-0.034534183626562076*pi,2.356422009547929*pi) q[12];\nu3(3.5955537097792973*pi,1.9061142469856769*pi,1.6091135450591254*pi) q[13];\nu3(3.1676403960145754*pi,0.34567018016431716*pi,1.149493829284221*pi) q[14];\nu3(3.3004839298680935*pi,-0.12536278930073513*pi,2.4430729473039277*pi) q[15];\nu3(3.6047608558081885*pi,3.4561391734684066*pi,1.702379157542759*pi) q[16];\nRxxyyzz(0.3592156667469818*pi,0.10290098234266787*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.46041653767288926*pi,0.38747918439370543*pi,3.878486399374851*pi) q[1],q[9];\nRxxyyzz(0.4597177168682496*pi,0.169749038774464*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4223373807845898*pi,0.31595621015576647*pi,0.3034947151695384*pi) q[4],q[14];\nRxxyyzz(0.37532343601353213*pi,0.16491476686029083*pi,0.051162148487621635*pi) q[5],q[6];\nRxxyyzz(0.42745623474814126*pi,0.3042984455629209*pi,0.20752377388963117*pi) q[7],q[12];\nRxxyyzz(0.4766941211017104*pi,0.15719252452814036*pi,0.0*pi) q[15],q[13];\nu3(3.3164755437466007*pi,3.402157747121413*pi,4.298261416022562*pi) q[0];\nu3(3.845646350000657*pi,2.2707122115725795*pi,1.4969823783215985*pi) q[1];\nu3(3.572552337097954*pi,3.4447162397748206*pi,1.0391962782610686*pi) q[3];\nu3(3.687475807445475*pi,0.030761745759513293*pi,1.4433633318056864*pi) q[4];\nu3(3.0839836209442053*pi,2.356605956363253*pi,0.8258446904543935*pi) q[5];\nu3(3.282919929964076*pi,3.4033684297115743*pi,1.1698714886486514*pi) q[6];\nu3(3.3422971516217763*pi,3.1111448215220734*pi,1.1810315936653235*pi) q[7];\nu3(3.2685522742602284*pi,3.018705617253977*pi,1.7089580425067155*pi) q[9];\nu3(3.52003380069468*pi,3.1863578602173757*pi,0.5799678537135042*pi) q[10];\nu3(3.403733350581188*pi,2.7593976117676884*pi,2.2116911360582705*pi) q[11];\nu3(3.56973160211897*pi,0.1658683738157466*pi,3.374554440468734*pi) q[12];\nu3(3.423827587945815*pi,2.386277957018546*pi,2.2169844131318954*pi) q[13];\nu3(3.3973855641802126*pi,1.6870742599926722*pi,0.95397924119045*pi) q[14];\nu3(3.4242346156037966*pi,0.31550170985024506*pi,1.0713993224549776*pi) q[15];\nRxxyyzz(0.42991481476652016*pi,0.38404293722132055*pi,3.9359740615151306*pi) q[0],q[13];\nRxxyyzz(0.4305615056507599*pi,0.2523505596809852*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.33875276262986975*pi,0.1559124620030179*pi,0.047212120159272786*pi) q[15],q[2];\nRxxyyzz(0.4399123187336501*pi,0.354673830716294*pi,0.20076054437114751*pi) q[3],q[14];\nRxxyyzz(0.23086461057483354*pi,0.15551929375701956*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.44255818645014994*pi,0.29377792011129295*pi,3.92918643880639*pi) q[10],q[16];\nu3(3.5823131017893948*pi,-0.4161357371960882*pi,2.2557806019157507*pi) q[0];\nu3(3.1060910280411926*pi,-0.26018334073737154*pi,2.409296559122684*pi) q[1];\nu3(3.840441846075143*pi,0.3655457847294915*pi,4.37677869289689*pi) q[2];\nu3(3.532130957893114*pi,3.1781699430612957*pi,4.032112386080302*pi) q[3];\nu3(3.469369484373881*pi,2.433309483327548*pi,1.0647799639802862*pi) q[4];\nu3(3.54147443805822*pi,3.2351905306644917*pi,3.8095047399711293*pi) q[8];\nu3(3.6485943921070385*pi,2.8507622917459003*pi,2.201154218696829*pi) q[9];\nu3(3.452976529485122*pi,2.847921133646313*pi,1.3324717274163556*pi) q[10];\nu3(3.7746375928131513*pi,2.7187860129488666*pi,1.361888579140424*pi) q[13];\nu3(3.2357818261727043*pi,2.243945487051026*pi,4.237770585118861*pi) q[14];\nu3(3.4918372104236126*pi,-0.05518354125906938*pi,2.2648392006798375*pi) q[15];\nu3(3.6346915255478387*pi,2.0185464776592705*pi,0.8303239838891159*pi) q[16];\nRxxyyzz(0.45013433144389986*pi,0.1492242045346495*pi,3.9039425184193597*pi) q[0],q[4];\nRxxyyzz(0.45366421516770306*pi,0.3695524541367212*pi,3.949931169321488*pi) q[1],q[13];\nRxxyyzz(0.28263377360684805*pi,0.24968792463638156*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.39335797981201026*pi,0.21231186921580503*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4152012508393401*pi,0.36710049430655145*pi,3.92330945068133*pi) q[7],q[14];\nRxxyyzz(0.47079585347434005*pi,0.06399837487083293*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.4251010620674299*pi,0.304398571233504*pi,0.16037764654682077*pi) q[16],q[12];\nu3(3.661158774036075*pi,3.008978763639352*pi,1.404336574936988*pi) q[0];\nu3(3.292053026744438*pi,0.17118900045221053*pi,1.2305416151133544*pi) q[1];\nu3(3.4379497436073208*pi,0.733842886516658*pi,1.2258752603492298*pi) q[2];\nu3(3.6873230453037533*pi,0.5136430585315654*pi,2.0345855167062865*pi) q[3];\nu3(3.1773812703346236*pi,0.5720393410416893*pi,2.021661001079031*pi) q[4];\nu3(3.2613945925191956*pi,1.535357263600769*pi,1.5147374707381647*pi) q[7];\nu3(3.705813302667786*pi,0.4447142308945822*pi,4.275961074314432*pi) q[8];\nu3(3.1445243520018082*pi,0.704697198761365*pi,0.9220129842936426*pi) q[10];\nu3(3.717602301917295*pi,3.4792313460458475*pi,0.926780806461301*pi) q[11];\nu3(3.710712674581184*pi,3.260970786124362*pi,3.00298963320929*pi) q[12];\nu3(3.765481780234329*pi,3.3313920946520055*pi,1.8665150649146467*pi) q[13];\nu3(3.3391865754724757*pi,0.5569453676793121*pi,2.2008315287566145*pi) q[14];\nu3(3.2157157613337084*pi,-0.1632917908894852*pi,0.8514740407631147*pi) q[15];\nu3(3.4624415072450434*pi,2.984575616571053*pi,0.7437107505191369*pi) q[16];\nRxxyyzz(0.43464891247687015*pi,0.27871399362475996*pi,3.9116098321094395*pi) q[10],q[2];\nRxxyyzz(0.46350882442398*pi,0.11143396798188121*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4639047109837394*pi,0.34179081247756804*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.416580632325659*pi,0.3357618683831838*pi,3.9378492828169507*pi) q[9],q[12];\nRxxyyzz(0.39167655724924*pi,0.3468692384172834*pi,0.04113384585333563*pi) q[11],q[14];\nRxxyyzz(0.4329061249255899*pi,0.2644377856651153*pi,0.055296249722111314*pi) q[15],q[16];\nu3(3.3836949305499076*pi,3.4138971990414055*pi,1.8906509483204568*pi) q[2];\nu3(3.151001905832145*pi,0.5105210786806782*pi,1.5551102866500894*pi) q[3];\nu3(3.6059809511811056*pi,0.8109838223966688*pi,1.6422742274891349*pi) q[5];\nu3(3.653922963257189*pi,2.626057461889574*pi,2.0514145084005424*pi) q[7];\nu3(3.6019880562552062*pi,0.5738475366107993*pi,1.2381667028324845*pi) q[8];\nu3(3.299466526138722*pi,2.4644279599391066*pi,0.5438857704516749*pi) q[9];\nu3(3.1993124842546714*pi,1.3063287347398957*pi,2.461934827118342*pi) q[10];\nu3(3.6970418677136436*pi,0.34668821299840713*pi,3.5675212046134295*pi) q[11];\nu3(3.467904449921161*pi,1.4299280292684236*pi,2.329377517892424*pi) q[12];\nu3(3.3915949728201644*pi,3.3931468352018004*pi,1.4612143530036612*pi) q[14];\nu3(3.525714516677069*pi,0.14726154244416034*pi,3.2903796922628716*pi) q[15];\nu3(3.543749893763408*pi,2.707072662813718*pi,1.6857381046049027*pi) q[16];\nRxxyyzz(0.4493604656063602*pi,0.22697373130066922*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.45527099866300846*pi,0.2903827960536879*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4845430665212799*pi,0.30805790247896137*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3684957359184899*pi,0.33104358146966495*pi,3.9195319127108004*pi) q[15],q[6];\nRxxyyzz(0.3917152396351504*pi,0.1956844337301984*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.39268408531372956*pi,0.3512612358836819*pi,3.94983674815279*pi) q[9],q[14];\nRxxyyzz(0.3227034335307395*pi,0.23591037782838953*pi,0.0*pi) q[11],q[12];\nu3(3.5919459265367584*pi,2.065204613381699*pi,1.4335752497668417*pi) q[2];\nu3(3.2788145004637106*pi,-0.11731624987881561*pi,0.7651518929911472*pi) q[3];\nu3(3.4788413789056825*pi,-0.3821225410963702*pi,0.6861038124336226*pi) q[4];\nu3(3.5328288775655383*pi,2.203489856034765*pi,0.864921707497776*pi) q[5];\nu3(3.4347357001141527*pi,0.8159291108811884*pi,2.2574433872725566*pi) q[6];\nu3(3.388054791803785*pi,2.3257597819919718*pi,1.6956903670436372*pi) q[7];\nu3(3.7389004850319223*pi,0.34157521989271744*pi,2.4347635852287848*pi) q[8];\nu3(3.3361875055061168*pi,0.28812019160496816*pi,1.2887682352743681*pi) q[9];\nu3(3.630517119273755*pi,3.0088438398423425*pi,1.6631903116437845*pi) q[10];\nu3(3.680952636805694*pi,2.6951904204568367*pi,1.0255595377434186*pi) q[11];\nu3(3.7248328761140947*pi,3.4500769841748293*pi,2.2024299797504074*pi) q[12];\nu3(3.1867978474780547*pi,3.179300500188933*pi,2.057867061972532*pi) q[14];\nu3(3.7468633179771214*pi,3.166568133066063*pi,0.8006670647311482*pi) q[15];\nu3(3.428471855373792*pi,2.8689507587389143*pi,2.33508440135474*pi) q[16];\nRxxyyzz(0.43080694946229026*pi,0.3420808942888489*pi,0.23673965711946998*pi) q[0],q[10];\nRxxyyzz(0.2517356748990101*pi,0.08896626131869789*pi,3.93826345681439*pi) q[2],q[6];\nRxxyyzz(0.4086408801768092*pi,0.34269143004806885*pi,3.8452395017677894*pi) q[3],q[14];\nRxxyyzz(0.467580250908901*pi,0.23571022059530933*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.3344783418386399*pi,0.2041743204325126*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.34035726767238983*pi,0.25298070609339307*pi,3.88727199052449*pi) q[7],q[13];\nRxxyyzz(0.37793908865900905*pi,0.31326933099866633*pi,3.94879561838348*pi) q[8],q[11];\nRxxyyzz(0.43247423267565077*pi,0.2460909148486634*pi,0.0*pi) q[12],q[9];\nu3(3.535723157954437*pi,3.4029626870802328*pi,0.5489284905642258*pi) q[0];\nu3(3.528595435774242*pi,0.14675203956739213*pi,0.6099322709076471*pi) q[2];\nu3(3.587676395683646*pi,3.27086514498739*pi,1.1552639284485287*pi) q[3];\nu3(3.531335011278972*pi,1.8459299802315003*pi,1.5299889225931096*pi) q[4];\nu3(3.511740276536046*pi,0.4659756521861703*pi,1.366735454000866*pi) q[5];\nu3(3.3624676125598625*pi,2.091178797213863*pi,1.065889183833823*pi) q[6];\nu3(3.579695403264157*pi,2.4406524063225348*pi,1.321114502783929*pi) q[7];\nu3(3.5498138675382527*pi,-0.05373082807280005*pi,1.9767526026919509*pi) q[8];\nu3(3.4580180049550964*pi,0.47874416235605*pi,0.9987716656458414*pi) q[9];\nu3(3.626646176293922*pi,1.046418302558802*pi,1.323020255277906*pi) q[10];\nu3(3.223889316296032*pi,1.6022461662158758*pi,1.575878306260555*pi) q[11];\nu3(3.2298468645618397*pi,0.2084377265052163*pi,0.5240074686602044*pi) q[12];\nu3(3.365864226594416*pi,3.0424592020988768*pi,4.304764390302266*pi) q[13];\nu3(3.717231977163615*pi,3.128203181645338*pi,1.833842232157433*pi) q[14];\nu3(3.3875726927848753*pi,2.9878840464575376*pi,1.6492327006862402*pi) q[15];\nu3(3.178435477776701*pi,3.168954049354718*pi,2.0346237260460898*pi) q[16];\nRxxyyzz(0.45399033033549036*pi,0.16907887532969204*pi,0.0391172992855252*pi) q[0],q[14];\nRxxyyzz(0.3092075597843498*pi,0.2074181811385536*pi,3.88398955531712*pi) q[1],q[2];\nRxxyyzz(0.43477430290925956*pi,0.2643816693575822*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.33115958648532484*pi,0.12343544501289294*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.4144689603655801*pi,0.24057503145712034*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.3638797887530797*pi,0.2919846543248569*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.44811612308365933*pi,0.18762974089034035*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.44808152380718974*pi,0.14456080414939299*pi,3.9459246900187104*pi) q[13],q[16];\nu3(3.589332276327021*pi,0.18333345544418422*pi,0.9650216959122849*pi) q[0];\nu3(3.829521971735776*pi,2.3244905584910156*pi,4.2100146883427625*pi) q[1];\nu3(3.5903629107562125*pi,0.4897077737868242*pi,0.7932607986252832*pi) q[2];\nu3(3.370322077383729*pi,-0.07019321538921042*pi,0.9694281552793322*pi) q[3];\nu3(3.563937546695575*pi,2.5276045635415336*pi,2.287455929090502*pi) q[5];\nu3(3.8153134610089103*pi,2.3280814904310914*pi,0.8024695719148796*pi) q[6];\nu3(3.33018427576928*pi,1.1752474237819417*pi,1.5330020946923817*pi) q[7];\nu3(3.7698549614780457*pi,0.6670316306605208*pi,2.2489019867499835*pi) q[8];\nu3(3.6565972232765978*pi,-0.48944538728261056*pi,0.5697933796223369*pi) q[9];\nu3(3.335554033918567*pi,2.7540123410546844*pi,1.456040544120462*pi) q[10];\nu3(3.230066471795575*pi,0.09312838232980636*pi,2.3937795350584388*pi) q[11];\nu3(3.596082676664837*pi,1.3705883304716653*pi,1.384174852508019*pi) q[12];\nu3(3.444382582547458*pi,0.5474966774433752*pi,2.11979132671597*pi) q[13];\nu3(3.802443055330013*pi,-0.17105915331210697*pi,2.012351074505149*pi) q[14];\nu3(3.7079005954787574*pi,0.27482588071437775*pi,0.5537835206532877*pi) q[15];\nu3(3.405979659706656*pi,3.405969323441953*pi,0.6829071828853821*pi) q[16];\nRxxyyzz(0.3805478332455098*pi,0.2399502312992433*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3730047660448593*pi,0.35468375170755495*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.3732688001953003*pi,0.25315307722910263*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.39887071840828014*pi,0.31363053020076*pi,3.8839372722925796*pi) q[3],q[6];\nRxxyyzz(0.37995225074917954*pi,0.2895492487916789*pi,0.06186018551999162*pi) q[12],q[4];\nRxxyyzz(0.42628747879026985*pi,0.21598433804513112*pi,0.04452075406705893*pi) q[10],q[7];\nRxxyyzz(0.34357745766589953*pi,0.2925266478173745*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.4059974417587504*pi,0.18155428360829717*pi,0.0*pi) q[11],q[15];\nu3(3.360220862733518*pi,0.49449260067778833*pi,2.3336305448757964*pi) q[0];\nu3(3.778343295962325*pi,0.7094260577189919*pi,0.8992490266426804*pi) q[1];\nu3(3.785212986274569*pi,0.10485047615911225*pi,4.402148543063326*pi) q[2];\nu3(3.3568246302730618*pi,-0.12634158645934696*pi,1.280866955617439*pi) q[3];\nu3(3.660013617707081*pi,0.8706570342772175*pi,0.8295944398132096*pi) q[4];\nu3(3.399554025142619*pi,2.582117915444224*pi,1.469435042926885*pi) q[5];\nu3(3.6228019630310633*pi,0.8390761048082329*pi,1.0784123294833448*pi) q[6];\nu3(3.370861906472903*pi,1.9455277779477598*pi,4.215509654936291*pi) q[7];\nu3(3.7597417088491256*pi,-0.3369546519415416*pi,2.9644892190279304*pi) q[9];\nu3(3.285785276136468*pi,3.3878581997499153*pi,3.1444792968740978*pi) q[10];\nu3(3.3905783555077456*pi,3.1517850172905684*pi,1.1558665745453627*pi) q[11];\nu3(3.158259724144867*pi,2.7026230808874905*pi,1.3334628081653648*pi) q[12];\nu3(3.5612961834346426*pi,2.783902463213973*pi,2.297341051031852*pi) q[13];\nu3(3.496907261131948*pi,3.0385880945431394*pi,2.265469581787257*pi) q[14];\nu3(3.70517056094717*pi,3.0566929640560367*pi,4.427715322943774*pi) q[15];\nu3(3.683139958449873*pi,-0.11908652033651157*pi,2.197600003683364*pi) q[16];\nRxxyyzz(0.43851413269918016*pi,0.3683314992527671*pi,0.06894013537232446*pi) q[0],q[2];\nRxxyyzz(0.3879369706001695*pi,0.1936692306272919*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.4173563046806201*pi,0.23443733938689515*pi,0.11759745331277714*pi) q[4],q[9];\nRxxyyzz(0.45734503764290946*pi,0.303859722927482*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.2992215535205798*pi,0.2160880375439902*pi,0.08772615210625112*pi) q[15],q[6];\nRxxyyzz(0.37703130789136013*pi,0.35777989247058*pi,0.1377252959229829*pi) q[11],q[7];\nRxxyyzz(0.43181665239254974*pi,0.31455178448529747*pi,3.8254167396112795*pi) q[12],q[8];\nRxxyyzz(0.36792096340405017*pi,0.21600336906894393*pi,3.9436195179581985*pi) q[16],q[13];\nu3(3.882141182960288*pi,-0.41248850212036986*pi,0.7217256235725173*pi) q[0];\nu3(3.4552692144939634*pi,1.8976549496085182*pi,1.5215411354500121*pi) q[1];\nu3(3.6398939907474572*pi,-0.42656599340726314*pi,3.803667508446985*pi) q[2];\nu3(3.233688976067223*pi,2.6766586655228095*pi,1.1570358617965566*pi) q[3];\nu3(3.4988829753751602*pi,2.215422865533591*pi,0.7716643551540091*pi) q[4];\nu3(3.527599760922693*pi,-0.2319679434332964*pi,0.7061230598078447*pi) q[5];\nu3(3.7027464050845738*pi,3.322031973541033*pi,1.4928571322479685*pi) q[6];\nu3(3.6987365182315717*pi,2.498569892680942*pi,0.8548286013534097*pi) q[7];\nu3(3.3857716606414696*pi,0.10228541727706397*pi,1.55722135291099*pi) q[8];\nu3(3.3267938749329504*pi,3.339709127434463*pi,1.3931715396929854*pi) q[9];\nu3(3.538617995723458*pi,2.9093828812658113*pi,4.232866677764385*pi) q[11];\nu3(3.4236523975518516*pi,1.4109626566663565*pi,2.481215582167786*pi) q[12];\nu3(3.2881328704111845*pi,2.367784981664032*pi,0.6418301043609587*pi) q[13];\nu3(3.1912034602916726*pi,3.324234232871525*pi,3.94293435020748*pi) q[14];\nu3(3.814040149402406*pi,0.00676494000982375*pi,0.554323014452172*pi) q[15];\nu3(3.5618468069563987*pi,0.6700944064505778*pi,2.3004622339086285*pi) q[16];\nRxxyyzz(0.46476274810272933*pi,0.27488638937142484*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.44261916680383023*pi,0.31395597073488074*pi,0.14356272567040534*pi) q[1],q[15];\nRxxyyzz(0.40468900144711994*pi,0.2213871790337353*pi,0.05487598966553603*pi) q[2],q[8];\nRxxyyzz(0.43881344986892945*pi,0.21252436347482018*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3779323450430595*pi,0.13839626461525267*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.43729113787233953*pi,0.3187850193976271*pi,0.106067111203778*pi) q[5],q[7];\nRxxyyzz(0.4111054452009099*pi,0.16433722234215908*pi,0.0805372742602139*pi) q[6],q[9];\nRxxyyzz(0.3846394369318099*pi,0.27858933885989545*pi,0.156500987651174*pi) q[11],q[14];\nu3(3.694312956877749*pi,3.317908083550337*pi,1.52906277611314*pi) q[0];\nu3(3.6169652101216023*pi,0.7985788957630948*pi,0.5118434764566765*pi) q[1];\nu3(3.4509550632700057*pi,-0.013797028006798995*pi,1.4033664852851022*pi) q[2];\nu3(3.7176189373754918*pi,3.4677578168496956*pi,1.2849880645537546*pi) q[3];\nu3(3.6823878908180903*pi,3.1119589310094278*pi,4.261960547216326*pi) q[4];\nu3(3.1544775402860292*pi,0.6064108205427241*pi,4.346309536351363*pi) q[5];\nu3(3.25451793139345*pi,0.7338272785450375*pi,1.6268632948395374*pi) q[6];\nu3(3.601710963316529*pi,2.5719301348386763*pi,3.4694779720560502*pi) q[7];\nu3(3.3029227730781208*pi,2.4413937297407147*pi,0.7412573233423627*pi) q[8];\nu3(3.880337417085318*pi,0.2606395792414269*pi,3.98800345898466*pi) q[9];\nu3(3.4447999106471405*pi,-0.44651444877038415*pi,1.231468995807997*pi) q[10];\nu3(3.254796685624805*pi,-0.3657946981297077*pi,3.5088067803331793*pi) q[11];\nu3(3.215183868637439*pi,-0.34096346151055024*pi,1.3060506192687242*pi) q[12];\nu3(3.473640292041418*pi,0.03616969908745471*pi,0.8530544303386841*pi) q[14];\nu3(3.305058334128952*pi,0.17357580427501185*pi,3.4025045106756022*pi) q[15];\nu3(3.5522992173221253*pi,-0.30825496580090217*pi,0.8661245085238627*pi) q[16];\nRxxyyzz(0.47218638089028353*pi,0.2760743590982512*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.4431583619105599*pi,0.16186660668038044*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.3640605428926702*pi,0.09214300376836193*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4399852204813205*pi,0.3224568621820414*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3240213342007596*pi,0.1879018811670311*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.40340571676042*pi,0.21866992389187842*pi,0.07804870297440485*pi) q[15],q[7];\nRxxyyzz(0.45773331236173054*pi,0.17298607641817687*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.4597424597901002*pi,0.3022235704963042*pi,0.0*pi) q[16],q[9];\nu3(3.6634292684193737*pi,2.101195448129619*pi,1.601492776033985*pi) q[0];\nu3(3.143578792420511*pi,2.3460693670069626*pi,1.7796913952098279*pi) q[1];\nu3(3.5169039036751553*pi,3.1095806326949162*pi,0.652654960167981*pi) q[2];\nu3(3.442428224481085*pi,3.044654318552497*pi,1.3578433015015194*pi) q[3];\nu3(3.3066612660632053*pi,-0.0763133723318905*pi,3.1186669044395905*pi) q[4];\nu3(3.396016426393486*pi,2.204922857576448*pi,2.082109804136029*pi) q[5];\nu3(3.6404902392519705*pi,3.1718677160279674*pi,2.1455751031309402*pi) q[6];\nu3(3.2751859243504384*pi,2.42179168662057*pi,0.7817045985969353*pi) q[7];\nu3(3.7991253985974143*pi,0.41502491755147874*pi,4.033946068506383*pi) q[8];\nu3(3.3021244877334843*pi,3.2862322697617126*pi,2.4985686248471035*pi) q[9];\nu3(3.3797399276656237*pi,3.3974793013705327*pi,4.213453240771882*pi) q[11];\nu3(3.286853701268308*pi,0.661568565176561*pi,0.8048736425145995*pi) q[12];\nu3(3.491467554663396*pi,2.715382772969969*pi,2.2536006978876477*pi) q[13];\nu3(3.1626392347424934*pi,-0.07054685741984884*pi,0.5471381073691957*pi) q[14];\nu3(3.887453853428932*pi,-0.15007292129869987*pi,1.6500299804067962*pi) q[15];\nu3(3.461801321419992*pi,3.0702049636239206*pi,1.6219550156521754*pi) q[16];\nRxxyyzz(0.45432048031776967*pi,0.11535902074569031*pi,3.954045227624551*pi) q[0],q[2];\nRxxyyzz(0.4022197943404197*pi,0.2784734778610752*pi,0.06205204170517099*pi) q[1],q[7];\nRxxyyzz(0.4826986007426364*pi,0.26731880390197826*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3401048494769393*pi,0.13850008740902986*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4357341382880944*pi,0.2911974056257014*pi,0.07203012438300194*pi) q[16],q[5];\nRxxyyzz(0.45433420917326994*pi,0.2510085359381522*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.42983446714546*pi,0.29919418503630507*pi,0.1124067267574255*pi) q[10],q[14];\nRxxyyzz(0.33574802269033965*pi,0.20127167616962893*pi,3.9425993426357007*pi) q[15],q[12];\nu3(3.532575523986114*pi,0.6459445823076009*pi,1.275848496950653*pi) q[0];\nu3(3.282467471996909*pi,-0.3346029130750878*pi,3.187798303673294*pi) q[1];\nu3(3.6350025847783787*pi,3.321318577686138*pi,1.6935354955395767*pi) q[2];\nu3(3.698201824593438*pi,3.202618719002296*pi,0.9211656612696415*pi) q[3];\nu3(3.7849963776756703*pi,-0.4988204230108824*pi,0.7637799295574533*pi) q[4];\nu3(3.5279974787590773*pi,1.1793007697266273*pi,3.317962863564812*pi) q[5];\nu3(3.5354521713798617*pi,-0.4946430008025712*pi,0.8114192409758698*pi) q[6];\nu3(3.159669911364853*pi,2.9943163798677412*pi,0.7849263458939884*pi) q[7];\nu3(3.860386366823982*pi,2.952168793280431*pi,1.3374602396402624*pi) q[8];\nu3(3.5333312104111325*pi,-0.0016293939813870617*pi,0.9354152329610557*pi) q[9];\nu3(3.3952958460796485*pi,2.220101025939795*pi,3.853053475252829*pi) q[10];\nu3(3.725616518137569*pi,2.966633492274217*pi,0.5383659683425184*pi) q[12];\nu3(3.472864107465843*pi,3.461286683732284*pi,1.1425694044385453*pi) q[13];\nu3(3.421936953367692*pi,2.129071993919001*pi,1.6626133703041754*pi) q[14];\nu3(3.8193100621874563*pi,-0.3743154067036992*pi,0.8359411373668938*pi) q[15];\nu3(3.8154881619415613*pi,1.4806418556237873*pi,0.9239724071296298*pi) q[16];\nmeasure q[16] -> c[0];\nmeasure q[9] -> c[4];\nmeasure q[5] -> c[9];\nRxxyyzz(0.43238979903094354*pi,0.23703108312267152*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.40380264596430004*pi,0.3394263872120662*pi,0.09552003393045629*pi) q[1],q[10];\nRxxyyzz(0.40905354870576915*pi,0.07190070174634888*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.3363478998773893*pi,0.2169949987904758*pi,0.061818576363167566*pi) q[3],q[14];\nRxxyyzz(0.38455720174798025*pi,0.2690406746405914*pi,0.14181254639367546*pi) q[6],q[7];\nRxxyyzz(0.43114858843609005*pi,0.3096524775330822*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.38780505495199996*pi,0.23814660922791653*pi,3.95886325187254*pi) q[11],q[13];\nu3(3.358315919734821*pi,0.2602738246540395*pi,1.0515368036551795*pi) q[0];\nu3(3.5534652401316817*pi,2.313830239299366*pi,0.9392503105893859*pi) q[1];\nu3(3.768602315390176*pi,-0.4289214110750943*pi,1.6600292659593134*pi) q[2];\nu3(1.3167677125248267*pi,0.4584044089592152*pi,0.8889665420211716*pi) q[3];\nu3(3.369426448856422*pi,-0.41833454113677737*pi,0.8256126339591634*pi) q[4];\nu3(3.1210919068045717*pi,-0.3200131964377*pi,3.0351155265525147*pi) q[6];\nu3(3.348985785476676*pi,-0.15613207380257377*pi,4.250824282867518*pi) q[7];\nu3(3.8083307147509586*pi,-0.3839764256827245*pi,2.498802129226142*pi) q[8];\nu3(3.49059004492327*pi,0.23065363544490936*pi,4.073558196881913*pi) q[10];\nu3(3.1153691385716633*pi,0.34366461968994777*pi,2.363119244987233*pi) q[11];\nu3(3.4235059447222036*pi,2.9496510124351145*pi,1.6122386484932196*pi) q[12];\nu3(3.1974361004583813*pi,-0.1420610947504386*pi,2.2248349505553344*pi) q[13];\nu3(2.515841333208879*pi,0.7683100727479495*pi,0.6274476602810982*pi) q[14];\nu3(3.510292914344209*pi,0.10572366467951966*pi,4.177002517630941*pi) q[15];\nmeasure q[1] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[6] -> c[5];\nmeasure q[15] -> c[6];\nmeasure q[2] -> c[7];\nmeasure q[11] -> c[8];\nmeasure q[10] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[8] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[4] -> c[14];\nmeasure q[7] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.3713106252693823*pi,2.3599280982147413*pi,0.8677933235952713*pi) q[0];\nu3(3.3960090280643502*pi,2.3821449230129845*pi,3.2833319298051973*pi) q[1];\nu3(3.685142614939966*pi,2.378342477160754*pi,3.491147602465543*pi) q[2];\nu3(3.6604360898871278*pi,2.3452872563189664*pi,1.7814736510791214*pi) q[3];\nu3(3.953227176697308*pi,3.0941562086742325*pi,2.1828079029011804*pi) q[4];\nu3(3.27274343064116*pi,0.8788931407920457*pi,0.6763156261818042*pi) q[5];\nu3(3.525581349414381*pi,2.78255194805351*pi,2.26755032860027*pi) q[6];\nu3(3.652220933612142*pi,3.1134924251772818*pi,1.3926051158885264*pi) q[7];\nu3(3.689103384534834*pi,3.258942173329787*pi,1.0186801092987627*pi) q[8];\nu3(3.867285606226735*pi,0.7138242442468112*pi,3.578737446161001*pi) q[9];\nu3(3.19188717601377*pi,3.3175194293667083*pi,0.8936676871243079*pi) q[10];\nu3(3.678145504524735*pi,0.341981613123165*pi,1.4045650006274586*pi) q[11];\nu3(3.61284801013758*pi,-0.48344100892889086*pi,0.6640129894774368*pi) q[12];\nu3(3.371388320127637*pi,-0.41115009177506434*pi,1.4158574643487016*pi) q[13];\nu3(3.7085011185070575*pi,0.24200875176410575*pi,3.3945911384286522*pi) q[14];\nu3(3.1344678380484803*pi,0.05950866341373051*pi,0.7761935135065569*pi) q[15];\nu3(3.4937861244196906*pi,0.03594015900151515*pi,0.9754710431461928*pi) q[16];\nRxxyyzz(0.4112199983814495*pi,0.2604171773140811*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.45578135182727947*pi,0.2813452186298601*pi,3.9010031400150496*pi) q[1],q[8];\nRxxyyzz(0.39587676636277*pi,0.33410653529898227*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.3788140636508809*pi,0.09830709828578421*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.47917160424466987*pi,0.33032946634420246*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.44673766638072*pi,0.15991056010495308*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.38001839183257946*pi,0.3088400511256628*pi,3.8385845058136603*pi) q[7],q[15];\nRxxyyzz(0.37812061361896*pi,0.29392205551453715*pi,0.10330408895719104*pi) q[9],q[14];\nu3(3.525185036700617*pi,0.4349228153805328*pi,1.6392637466222144*pi) q[0];\nu3(3.193172320338646*pi,3.223896452700966*pi,2.268159817229285*pi) q[1];\nu3(3.3401336249195634*pi,0.1843582673504316*pi,4.322855750632402*pi) q[2];\nu3(3.595514426088895*pi,-0.39774090581866994*pi,0.9907404483279848*pi) q[3];\nu3(3.465958936442441*pi,-0.10086909127928834*pi,1.2165205431319248*pi) q[5];\nu3(3.1502912398484955*pi,-0.35139295816251426*pi,0.6921440854161056*pi) q[6];\nu3(3.0696002951980583*pi,2.456987081003141*pi,1.8032981028502928*pi) q[7];\nu3(3.692672154413016*pi,0.4161426004728642*pi,0.9895169297612174*pi) q[8];\nu3(3.3096785469275876*pi,3.2930056418772917*pi,1.8119360379742218*pi) q[9];\nu3(3.3467503077142564*pi,3.4536758108648637*pi,0.6678049392447211*pi) q[10];\nu3(3.160142117532711*pi,2.63219613954492*pi,0.5835330893750008*pi) q[11];\nu3(3.760887394837638*pi,-0.048584850914956124*pi,1.2287506218595108*pi) q[12];\nu3(3.844926042923727*pi,0.43095189846681914*pi,4.324504727573287*pi) q[13];\nu3(3.5078189587927677*pi,3.3976614418697975*pi,3.839249640523027*pi) q[14];\nu3(3.807027748229295*pi,1.9491241889402544*pi,2.2835423893916422*pi) q[15];\nu3(3.4025038348718772*pi,-0.46699620136449826*pi,1.7844924854492499*pi) q[16];\nRxxyyzz(0.4208436700382501*pi,0.31514886103190554*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.30467287802783183*pi,0.154221449250315*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3945303678222696*pi,0.18775971996269494*pi,0.09708000795321128*pi) q[2],q[15];\nRxxyyzz(0.41211447980817983*pi,0.28036831096227305*pi,0.0526275414207849*pi) q[3],q[16];\nRxxyyzz(0.48527040001602006*pi,0.27928645142868114*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.3817178314659101*pi,0.20638901261994802*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4276602941969298*pi,0.07014346610840921*pi,0.04769193258795181*pi) q[11],q[6];\nRxxyyzz(0.2943665160741601*pi,0.20100901935717985*pi,0.07596184570604159*pi) q[7],q[10];\nu3(3.8178328128481627*pi,2.7632865903709343*pi,2.297751021875584*pi) q[0];\nu3(3.2132590031316832*pi,2.2220618616875853*pi,1.284991897616991*pi) q[1];\nu3(3.674746911637892*pi,-0.3543560903075439*pi,1.045301107462027*pi) q[2];\nu3(3.421824017452959*pi,3.191720632272313*pi,3.9022039958900967*pi) q[3];\nu3(3.307873657511167*pi,-0.24657042147345576*pi,1.5463643700479206*pi) q[4];\nu3(3.7814117124517352*pi,3.4900161282053266*pi,0.5259363641261299*pi) q[5];\nu3(3.534341597945617*pi,-0.11702259653898944*pi,0.912401626714733*pi) q[6];\nu3(3.3132522535821614*pi,0.15898148290284508*pi,0.9656371367527669*pi) q[7];\nu3(3.6165719164955026*pi,0.3082013406178935*pi,1.03232787994382*pi) q[9];\nu3(3.2410327777161756*pi,3.3352925479299937*pi,3.30633653559453*pi) q[10];\nu3(3.8465930019602985*pi,0.049612592754574525*pi,3.114168199280739*pi) q[11];\nu3(3.8562564489910947*pi,0.060411486015942484*pi,1.4801857482639216*pi) q[12];\nu3(3.5420315624832375*pi,3.094355309034054*pi,0.9341313582677322*pi) q[13];\nu3(3.3998374596605294*pi,3.2324829182327113*pi,2.294298825086985*pi) q[14];\nu3(3.848736203324054*pi,3.493065534990887*pi,3.9067023454903804*pi) q[15];\nu3(3.2241955043421973*pi,0.6181554197787229*pi,4.4473079992570685*pi) q[16];\nRxxyyzz(0.4225860028625492*pi,0.1326643515823821*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4271352298618494*pi,0.21701675766043893*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.45441426394280937*pi,0.282712802305123*pi,3.85437437577787*pi) q[3],q[12];\nRxxyyzz(0.4418075809849995*pi,0.40178997387099424*pi,0.08595669002149275*pi) q[13],q[4];\nRxxyyzz(0.3848931073181001*pi,0.24337231956485816*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.38600152445937475*pi,0.3014506720066309*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4211112326643106*pi,0.22609318179550564*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.4431076015874638*pi,0.29810219088290235*pi,0.09976886766956741*pi) q[11],q[14];\nu3(3.521944080736852*pi,0.22787003184340193*pi,4.259513639108858*pi) q[0];\nu3(3.6337488138654175*pi,0.06736490649996385*pi,1.1198030967322077*pi) q[2];\nu3(3.2617343989358134*pi,3.2709762121646957*pi,1.4037871808392275*pi) q[3];\nu3(3.840455174187333*pi,3.186314918081495*pi,0.5370021064149004*pi) q[4];\nu3(3.2999037438123753*pi,2.98219309472295*pi,2.4904796464523207*pi) q[5];\nu3(3.4429882394322515*pi,-0.1522666043650422*pi,1.8689755862650241*pi) q[6];\nu3(3.536966410223003*pi,2.0118966514406584*pi,1.1947889678546182*pi) q[7];\nu3(3.7233882017324547*pi,-0.4256731676587364*pi,0.5286298177099373*pi) q[8];\nu3(3.891232599349502*pi,-0.4275399642091797*pi,1.3245048044399086*pi) q[9];\nu3(3.249923759936864*pi,0.3897660266648655*pi,1.6083421305757373*pi) q[10];\nu3(3.402480121622241*pi,-0.4880195439713205*pi,3.116435731641525*pi) q[11];\nu3(3.4677813565593127*pi,2.821337241779653*pi,1.433703965496016*pi) q[12];\nu3(3.794592087238385*pi,3.3999695449446206*pi,0.827177816915444*pi) q[13];\nu3(3.944461799203679*pi,0.3654767706185382*pi,3.526272983055411*pi) q[14];\nu3(3.467099209614604*pi,0.512057782803484*pi,0.6738824322514209*pi) q[15];\nu3(3.6195318271284096*pi,-0.4575801727842316*pi,2.195517679734957*pi) q[16];\nRxxyyzz(0.4594539108322898*pi,0.17963279410908461*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4348635293155797*pi,0.2373401334757841*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.46556534343957956*pi,0.3170217356124847*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4202902034135487*pi,0.27071845324646204*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.43645010120132*pi,0.37596418255699016*pi,0.09218727788772352*pi) q[9],q[16];\nRxxyyzz(0.4727519491139699*pi,0.0872610319191286*pi,0.0*pi) q[13],q[10];\nu3(3.4136327420571715*pi,0.4216415518225154*pi,0.8479451810211616*pi) q[1];\nu3(3.535371748100583*pi,2.9279102943120243*pi,0.765400725106339*pi) q[2];\nu3(3.8286064561101143*pi,0.05277958326455967*pi,0.6727148141152295*pi) q[3];\nu3(3.496615421093475*pi,2.9108669709214547*pi,0.8447041898061247*pi) q[4];\nu3(3.460813080030671*pi,3.3683656779685314*pi,2.333478410962452*pi) q[6];\nu3(3.8797709294910976*pi,2.286006729536012*pi,1.351387447884247*pi) q[7];\nu3(3.79995741311912*pi,0.5155687958800894*pi,2.2790234589653195*pi) q[8];\nu3(3.1848419673177224*pi,3.3021052066776866*pi,1.0096175507144198*pi) q[9];\nu3(3.2820506167135015*pi,2.7716629004367546*pi,1.499613449776006*pi) q[10];\nu3(3.267006436994719*pi,3.329950209224145*pi,1.0780853322039599*pi) q[13];\nu3(3.600389521129866*pi,2.716333832690356*pi,0.6194043379287805*pi) q[15];\nu3(3.2098289112587475*pi,-0.24286102668694598*pi,0.7435627576310433*pi) q[16];\nRxxyyzz(0.40820212219950947*pi,0.23700521075162184*pi,3.93035969411567*pi) q[0],q[1];\nRxxyyzz(0.42623313957453013*pi,0.25713942061310235*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.37263069323166936*pi,0.12792056755259998*pi,3.956823180173929*pi) q[3],q[9];\nRxxyyzz(0.3881140919299284*pi,0.2542555228590777*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.44506841867178015*pi,0.21353221038062606*pi,3.96004476688689*pi) q[6],q[14];\nRxxyyzz(0.3939186729519496*pi,0.32722455914730375*pi,3.9436723803257294*pi) q[7],q[12];\nRxxyyzz(0.4776987976518906*pi,0.2986223780757673*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.3407005259219895*pi,0.1159042628349618*pi,3.91110218710155*pi) q[13],q[16];\nu3(3.306911529084288*pi,-0.33974213373159456*pi,0.721279396604467*pi) q[0];\nu3(3.5142394003130644*pi,-0.06686474380350182*pi,0.8176456147589501*pi) q[1];\nu3(3.401358752167123*pi,3.4653062649572366*pi,1.2406816551976179*pi) q[2];\nu3(3.628366850285296*pi,1.9029444817361982*pi,0.5150592814179422*pi) q[3];\nu3(3.3967792879887653*pi,-0.13744402011221862*pi,1.4552405138819466*pi) q[4];\nu3(3.3860516797031033*pi,2.5253044829585614*pi,0.7738069780723773*pi) q[5];\nu3(3.5088910420140547*pi,2.9916090963151145*pi,0.6708093391788212*pi) q[6];\nu3(3.6372390827023335*pi,0.37078332629782673*pi,2.1538361128996915*pi) q[7];\nu3(3.338847868867044*pi,1.7151055443355783*pi,1.4105543569554917*pi) q[8];\nu3(3.7781777863276504*pi,-0.369710943372475*pi,1.2395565486493985*pi) q[9];\nu3(3.4429357341028766*pi,0.10421060638150148*pi,1.205579985339606*pi) q[10];\nu3(3.0888442050749916*pi,2.6375909248249982*pi,1.6074432056676367*pi) q[12];\nu3(3.117063344622828*pi,0.07889817192234716*pi,2.0080613281861823*pi) q[13];\nu3(3.4231907774679655*pi,3.1523421825372493*pi,0.7181402736643046*pi) q[14];\nu3(3.1512159631842853*pi,2.85292233456444*pi,0.6411593598028462*pi) q[15];\nu3(3.4760312012384413*pi,2.403996126551295*pi,1.8521419502374301*pi) q[16];\nRxxyyzz(0.37605266075067934*pi,0.2709867369835832*pi,3.88173807357159*pi) q[0],q[8];\nRxxyyzz(0.40986488817643923*pi,0.1944222628029442*pi,3.883695949704281*pi) q[2],q[11];\nRxxyyzz(0.3719603446235897*pi,0.22257659736721186*pi,3.874359769159099*pi) q[4],q[3];\nRxxyyzz(0.43019365040102026*pi,0.3023159780176768*pi,3.86705837915595*pi) q[5],q[9];\nRxxyyzz(0.3479934578997295*pi,0.32328404869128624*pi,3.9353120007907005*pi) q[6],q[12];\nRxxyyzz(0.3988513588061696*pi,0.30861354763110266*pi,0.05379575132549308*pi) q[15],q[7];\nRxxyyzz(0.40895225382718003*pi,0.2868879798917554*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.3997991826954302*pi,0.2559075245500079*pi,3.8590556486751204*pi) q[13],q[14];\nu3(3.9811303676282543*pi,3.1840237670566807*pi,1.36757734067832*pi) q[0];\nu3(3.2241622464374995*pi,2.851804451941757*pi,1.0592675026295355*pi) q[2];\nu3(3.533127537861123*pi,2.52139904168953*pi,0.6102627692308422*pi) q[3];\nu3(3.4313185402749364*pi,3.1280984476532603*pi,1.017789327031167*pi) q[4];\nu3(3.295816780030486*pi,0.16553968852936607*pi,0.6150444244671918*pi) q[5];\nu3(3.840530010838231*pi,3.347138650091954*pi,2.409405968436092*pi) q[6];\nu3(3.2671452211722274*pi,2.6526346549022386*pi,1.52078530406791*pi) q[7];\nu3(3.437202597048632*pi,2.4618492715631057*pi,0.7146908216489054*pi) q[8];\nu3(3.531088401085329*pi,2.1217167243641475*pi,0.6662332599926795*pi) q[9];\nu3(3.3362325743738457*pi,-0.08887461099345872*pi,0.8885692551049752*pi) q[10];\nu3(3.2564954285294236*pi,1.8507805068978955*pi,0.6659547828338876*pi) q[11];\nu3(3.6984051929416264*pi,-0.2247956989913069*pi,1.5872688113206255*pi) q[12];\nu3(3.5983653953703842*pi,0.9488400780517598*pi,1.0081778473725276*pi) q[13];\nu3(3.504908530069065*pi,-0.017360620679726546*pi,1.117915303705132*pi) q[14];\nu3(3.645690199460284*pi,3.086031259268041*pi,3.034678960403096*pi) q[15];\nu3(3.5762379331753893*pi,2.636419095856051*pi,0.7628215860019149*pi) q[16];\nRxxyyzz(0.45433936058199287*pi,0.1609289341675888*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.32268755054944*pi,0.2130707898265891*pi,0.10268858317233764*pi) q[12],q[1];\nRxxyyzz(0.42459614493608977*pi,0.285670679200841*pi,3.9240663501914295*pi) q[2],q[16];\nRxxyyzz(0.38864471802098244*pi,0.2920451644631288*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.43111993516860997*pi,0.32522051360053617*pi,3.7641660234758803*pi) q[11],q[7];\nRxxyyzz(0.44302153188089993*pi,0.3182701169531277*pi,3.8979234306107298*pi) q[8],q[14];\nRxxyyzz(0.4500045465597501*pi,0.13049411480150752*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.3491778421767594*pi,0.15005018593207797*pi,0.0*pi) q[15],q[10];\nu3(3.624908156292257*pi,0.9468540534956373*pi,1.0199142110968933*pi) q[0];\nu3(3.574772282521026*pi,0.8496223590494814*pi,1.0450460879858268*pi) q[1];\nu3(3.8720463658830266*pi,2.0884209714294744*pi,2.407986842660701*pi) q[2];\nu3(3.8752748798265366*pi,3.285008486871979*pi,4.102670294654488*pi) q[3];\nu3(3.4312125749704734*pi,3.289960011097493*pi,3.8414006330516437*pi) q[4];\nu3(3.2620973983567962*pi,2.3989062530319187*pi,2.2904434021040645*pi) q[6];\nu3(3.4885233663204307*pi,1.0297352388692467*pi,0.7547503247378295*pi) q[7];\nu3(3.4561090459020045*pi,-0.36570969353154714*pi,1.0381812987607406*pi) q[8];\nu3(3.2036145110864003*pi,2.587502410014733*pi,2.1231993772174356*pi) q[9];\nu3(3.681675996974252*pi,3.0371488558080695*pi,1.7880820113914477*pi) q[10];\nu3(3.436712816893321*pi,0.15933142037811332*pi,1.3033975428154223*pi) q[11];\nu3(3.3766643835464984*pi,3.0538960726120465*pi,1.0995055061394947*pi) q[12];\nu3(3.4046415858218264*pi,0.44774746073318894*pi,1.1646832987349809*pi) q[13];\nu3(3.551664923594047*pi,0.34430642443717463*pi,2.0712726707499556*pi) q[14];\nu3(3.7491372608601394*pi,0.7557502849605666*pi,0.6292562199617611*pi) q[15];\nu3(3.291102689355445*pi,3.424447626726777*pi,1.8956194542910216*pi) q[16];\nRxxyyzz(0.46345354984292975*pi,0.18792352831867998*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4505054259736134*pi,0.18414154175392028*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.45154895780438936*pi,0.272375472475999*pi,0.12034283323025054*pi) q[2],q[6];\nRxxyyzz(0.1677336546878394*pi,0.14131584589997337*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.45403284360319074*pi,0.2952675229010384*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.35246500994862007*pi,0.25982206668893104*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4641906822963745*pi,0.09512031872098536*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.48659652658663133*pi,0.16908262550661668*pi,0.0*pi) q[13],q[12];\nu3(3.2173164134479793*pi,0.14657228274126632*pi,4.378497043719431*pi) q[0];\nu3(3.7339811269840006*pi,2.752916772252261*pi,1.8204400411564494*pi) q[1];\nu3(3.9543721685145488*pi,-0.34477926818083116*pi,4.2242314230467475*pi) q[2];\nu3(3.8351311397132406*pi,-0.11771345751594875*pi,2.3300026404616427*pi) q[3];\nu3(3.708214719184345*pi,2.684486422422633*pi,0.677597167410037*pi) q[4];\nu3(3.649905282397893*pi,0.181187460487794*pi,1.1816876875935578*pi) q[6];\nu3(3.7428311056011108*pi,2.5017960923265505*pi,2.020697219875425*pi) q[7];\nu3(3.7482106248331686*pi,2.804164348119342*pi,2.3635545121228345*pi) q[8];\nu3(3.413870694450459*pi,1.1429504926739742*pi,1.7064528480625798*pi) q[9];\nu3(3.663023008834662*pi,-0.34049433631030046*pi,4.491351458474442*pi) q[10];\nu3(3.274316458008804*pi,2.436024194631794*pi,1.43112432464239*pi) q[11];\nu3(3.2742004594993444*pi,3.436219257854341*pi,1.8647267201412026*pi) q[12];\nu3(3.6599732748568004*pi,3.0494241784141174*pi,0.9048578479371221*pi) q[13];\nu3(3.1782110258330465*pi,0.40021671287207683*pi,4.438949476915173*pi) q[14];\nu3(3.5653657761208892*pi,-0.4676671785146644*pi,2.259242801164546*pi) q[15];\nu3(3.3560855481191356*pi,3.081976965694357*pi,0.7302595891814296*pi) q[16];\nRxxyyzz(0.46140282331833926*pi,0.23114830355311433*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.42921425666232915*pi,0.38601096295980813*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4689573508441498*pi,0.21783382801060314*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.46255126852911*pi,0.3946561682757662*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.34932103740425036*pi,0.07715204795044706*pi,0.04662872930309625*pi) q[5],q[10];\nRxxyyzz(0.42089480665613*pi,0.17410838748937074*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4374731154954583*pi,0.41309758731730517*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3394157526840603*pi,0.17988584496527826*pi,0.10957814364255114*pi) q[9],q[14];\nu3(3.29654158053776*pi,2.963708047246679*pi,0.7049775537313223*pi) q[0];\nu3(3.4405554655353043*pi,3.116067557697013*pi,1.5126081804857772*pi) q[1];\nu3(3.5498212513103597*pi,1.0020093222069102*pi,1.1436415675371254*pi) q[2];\nu3(3.41009299798832*pi,-0.3212008911767308*pi,1.0798732933629518*pi) q[3];\nu3(3.7664853172248427*pi,3.387982089772173*pi,1.1112312532403235*pi) q[4];\nu3(3.615926180433944*pi,0.32382831716407967*pi,3.923790837989932*pi) q[5];\nu3(3.4172426281910333*pi,0.35142915448877377*pi,4.238801848566077*pi) q[6];\nu3(3.4558997685087025*pi,-0.13022080424561078*pi,0.6334228215510311*pi) q[7];\nu3(3.2746182666061197*pi,0.5856584604989705*pi,0.6436484889544959*pi) q[8];\nu3(3.6542164504323984*pi,0.2824980510577464*pi,1.1711969307891925*pi) q[9];\nu3(3.71183982265349*pi,-0.017852456318559473*pi,4.159198208924901*pi) q[10];\nu3(3.9163051980201793*pi,-0.41280290615857596*pi,2.644573907531836*pi) q[12];\nu3(3.7338857789817523*pi,0.9316441820458632*pi,4.475040686085361*pi) q[13];\nu3(3.5925420758894724*pi,-0.05637014969190768*pi,1.3374504470849664*pi) q[14];\nu3(3.1551298786185726*pi,0.5229635847838907*pi,1.4278038547232585*pi) q[15];\nu3(3.263301787939282*pi,2.6405989994047454*pi,2.239544028565585*pi) q[16];\nRxxyyzz(0.39698688532703963*pi,0.12478383757498*pi,0.0926134668052345*pi) q[14],q[0];\nRxxyyzz(0.4597452155845603*pi,0.28035204261402147*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.3726457343997697*pi,0.1289926487880884*pi,0.05683600659549811*pi) q[9],q[2];\nRxxyyzz(0.44959816337927094*pi,0.37381209966970724*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.4166036016511097*pi,0.3266506783550527*pi,0.051075533933861175*pi) q[4],q[7];\nRxxyyzz(0.48799103601930593*pi,0.23163317302575348*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.44384954759644824*pi,0.0*pi,0.0*pi) q[12],q[6];\nu3(3.774059488480779*pi,-0.019183158688450552*pi,3.5294306765908057*pi) q[0];\nu3(3.2284532584540866*pi,2.6362526024600053*pi,1.4377086562159525*pi) q[1];\nu3(3.351276630558134*pi,-0.30390206308247325*pi,1.7572151592554963*pi) q[2];\nu3(3.0687801679862896*pi,3.4109027707136015*pi,2.01413817524638*pi) q[3];\nu3(3.1538468969001316*pi,3.0122287352011003*pi,0.9571759771404225*pi) q[4];\nu3(3.3082320797310043*pi,3.4603752311442673*pi,0.9099451879069502*pi) q[5];\nu3(3.6289613307442745*pi,-0.11436701547865336*pi,0.8650366519209769*pi) q[6];\nu3(3.519521306508499*pi,1.9932751107784332*pi,4.148698373190886*pi) q[7];\nu3(3.83627298026449*pi,-0.10218103595998895*pi,3.8643818476426657*pi) q[9];\nu3(3.4403788972744476*pi,1.0404367123872866*pi,1.2917561005883489*pi) q[10];\nu3(3.609951632795039*pi,-0.11176031209219267*pi,0.9234536874268325*pi) q[11];\nu3(3.21748155193135*pi,2.1529330565702205*pi,1.078373717694006*pi) q[12];\nu3(3.3329371892145754*pi,3.036588415176244*pi,3.28618735188878*pi) q[14];\nu3(3.5319600547298746*pi,2.5796105085720202*pi,2.3626909201257673*pi) q[16];\nRxxyyzz(0.45737897612044043*pi,0.29154589150757104*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.4341648568570298*pi,0.21670098985016104*pi,0.05489215781451103*pi) q[3],q[1];\nRxxyyzz(0.3337695304223498*pi,0.09324997290974368*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.3180769485039315*pi,0.26213824720634715*pi,3.90022435466018*pi) q[4],q[16];\nRxxyyzz(0.31649115109228*pi,0.26444839616163573*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.442507622529259*pi,0.1638873433702931*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4254933383971705*pi,0.19377222763024637*pi,0.0*pi) q[15],q[14];\nu3(3.7630965289546148*pi,3.2790704964539064*pi,0.9364816358420414*pi) q[0];\nu3(3.6298213525920335*pi,1.7609371894559631*pi,0.6830715560134932*pi) q[1];\nu3(3.6343232716304055*pi,2.6804829582337817*pi,1.710504508240096*pi) q[2];\nu3(3.5139648744980745*pi,0.18596239094171008*pi,3.2468700123898957*pi) q[3];\nu3(3.4795888632556107*pi,2.9956545902165246*pi,1.7790702444330007*pi) q[4];\nu3(3.3296463160736818*pi,1.694161842015808*pi,1.5237363762328768*pi) q[5];\nu3(3.099723173330282*pi,2.7795858324937637*pi,2.343364063636657*pi) q[7];\nu3(3.601427700899567*pi,2.280652107652207*pi,0.916710801507977*pi) q[9];\nu3(3.6223398644252547*pi,-0.21091944944966123*pi,0.7262968682563381*pi) q[10];\nu3(3.6644852575009614*pi,2.9248735312990553*pi,1.997144468979629*pi) q[11];\nu3(3.425528257265341*pi,2.8387325773728853*pi,1.3940398811624344*pi) q[13];\nu3(3.521377038797115*pi,-0.4308855535576749*pi,3.6107903155086882*pi) q[14];\nu3(3.640436758295506*pi,-0.3378672564546092*pi,2.200321324509411*pi) q[15];\nu3(3.0645873870447637*pi,2.527518721975286*pi,0.8593552600841994*pi) q[16];\nRxxyyzz(0.43867172385059*pi,0.33655821824692234*pi,0.08041237758705888*pi) q[12],q[0];\nRxxyyzz(0.43650858441283946*pi,0.17404321508560944*pi,3.8862094687238695*pi) q[1],q[10];\nRxxyyzz(0.4248164317699299*pi,0.10045765249460674*pi,0.051095572520471866*pi) q[2],q[14];\nRxxyyzz(0.47287736825443993*pi,0.2349765654547965*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.3997306054683102*pi,0.2715369852963887*pi,0.03959936406768863*pi) q[8],q[5];\nRxxyyzz(0.42777260917452953*pi,0.23039542740427532*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.36429421870165996*pi,0.29895488071335435*pi,0.13888715655605433*pi) q[13],q[7];\nu3(3.150643197690248*pi,2.821564622604043*pi,3.4635720971715456*pi) q[0];\nu3(3.6089407031984693*pi,2.265032891629053*pi,1.9451572755110633*pi) q[1];\nu3(3.285267990150141*pi,0.832105163903609*pi,0.7405117386001958*pi) q[2];\nu3(3.6844937687851984*pi,-0.49065454206306414*pi,1.6435134353746519*pi) q[3];\nu3(3.6962127696511335*pi,2.572768649682967*pi,3.542996504476459*pi) q[5];\nu3(3.3692885463256403*pi,3.420842289553165*pi,1.6760425816247373*pi) q[6];\nu3(3.0809429541374005*pi,1.0831409253074842*pi,0.5392450006681365*pi) q[7];\nu3(3.46544994588976*pi,2.5933638485459793*pi,4.129502191569281*pi) q[8];\nu3(3.695988931593102*pi,0.6673076729258063*pi,2.324420660088744*pi) q[10];\nu3(3.801773364907022*pi,1.9841276073424967*pi,0.5728726232096816*pi) q[12];\nu3(3.2051293007241317*pi,3.220786205244581*pi,1.7791009935292137*pi) q[13];\nu3(3.693505912036603*pi,0.6883301539622841*pi,0.9152848624117664*pi) q[14];\nu3(3.7055479309367976*pi,2.4241374658005115*pi,2.2932483533651897*pi) q[15];\nu3(3.679564721805596*pi,-0.40588029789709446*pi,3.955856117891296*pi) q[16];\nRxxyyzz(0.43410584818661935*pi,0.37424508907852094*pi,3.9020188856106306*pi) q[15],q[0];\nRxxyyzz(0.3876431466306095*pi,0.341510064547788*pi,3.786803097534099*pi) q[2],q[1];\nRxxyyzz(0.3789065740356802*pi,0.13041683419395622*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.48247232846703003*pi,0.2647041352961401*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4218802128694495*pi,0.07976939844420984*pi,3.9413516529523207*pi) q[8],q[9];\nRxxyyzz(0.3743309339545401*pi,0.20451977739969207*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.4775686963577108*pi,0.19318677323026034*pi,0.0*pi) q[11],q[13];\nu3(3.8480266383649893*pi,0.20174373624878594*pi,1.9749911671260163*pi) q[0];\nu3(3.671814711549491*pi,3.023782042963126*pi,1.701839602956666*pi) q[1];\nu3(3.7061915338422513*pi,3.1462904705419126*pi,1.3346328575933066*pi) q[2];\nu3(3.613724914206622*pi,0.07762584623130164*pi,1.0315743710923675*pi) q[3];\nu3(3.335202707824517*pi,-0.05267496635316493*pi,0.8616382209904709*pi) q[4];\nu3(3.7391011135359147*pi,0.2418135205394869*pi,0.7906758988806137*pi) q[7];\nu3(3.953586596311656*pi,-0.4499967923208167*pi,2.0611621961256477*pi) q[8];\nu3(3.447378857303044*pi,-0.444668993289105*pi,1.6233093910064722*pi) q[9];\nu3(3.0701608988275813*pi,0.7020311916368864*pi,0.7803814151749703*pi) q[10];\nu3(3.3726478629499876*pi,0.2591457963473017*pi,4.3398569047101905*pi) q[11];\nu3(3.6038621928871244*pi,2.997054656045347*pi,1.5151658082641914*pi) q[12];\nu3(3.445888917356814*pi,2.1673824712363925*pi,1.4582540301454388*pi) q[13];\nu3(3.423030492626853*pi,0.36590893739113683*pi,1.3930874514360116*pi) q[14];\nu3(3.7193588788357506*pi,-0.4430479120256584*pi,4.238045016271681*pi) q[15];\nRxxyyzz(0.4485692656759297*pi,0.409605279979024*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4474815688359994*pi,0.20227482292536*pi,3.9460293769904204*pi) q[16],q[1];\nRxxyyzz(0.38190241466294034*pi,0.24470439525097598*pi,0.17401756688813796*pi) q[2],q[14];\nRxxyyzz(0.3388178546078501*pi,0.2054518401791815*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.46225173124864993*pi,0.2200615682436835*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4595718505726998*pi,0.14317403834259856*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.45798497987956976*pi,0.14988632617039596*pi,3.95002653221583*pi) q[10],q[11];\nRxxyyzz(0.4740682264882343*pi,0.29964977731132036*pi,0.0*pi) q[13],q[12];\nu3(3.1302021815307937*pi,0.14523387877374627*pi,3.478673814944111*pi) q[0];\nu3(3.4746476452851165*pi,1.9515980176495669*pi,2.2728493922584496*pi) q[1];\nu3(3.2517916725087517*pi,-0.49718864173850597*pi,0.5980207671653822*pi) q[2];\nu3(3.5150309144058003*pi,2.935693334072501*pi,0.9938800556313216*pi) q[3];\nu3(3.5460752055710625*pi,0.5990769793842627*pi,1.6542119719437975*pi) q[5];\nu3(3.4246045771677975*pi,3.289336237000581*pi,2.8793079768703325*pi) q[6];\nu3(3.253672139853276*pi,0.872069510835177*pi,2.0890715229757024*pi) q[7];\nu3(3.4484737563912775*pi,-0.3953056728406118*pi,1.226482155069569*pi) q[8];\nu3(3.6375803378206513*pi,3.032998130347113*pi,0.9917080669402312*pi) q[9];\nu3(3.72795008997183*pi,3.197445749379333*pi,1.0421966808449523*pi) q[10];\nu3(3.8495445047018277*pi,0.2587051839456218*pi,0.7215716685380453*pi) q[11];\nu3(3.39688933021821*pi,0.21447707950376493*pi,4.413325871690028*pi) q[12];\nu3(3.281431811953636*pi,0.7889667903916122*pi,1.0655846283737573*pi) q[13];\nu3(3.3000005064433955*pi,3.3691392579898833*pi,1.4675783420403832*pi) q[14];\nu3(3.238326349059594*pi,0.12910454755308198*pi,0.7698359476005959*pi) q[15];\nu3(3.7256335858569662*pi,-0.08647753558665161*pi,1.5087073751651077*pi) q[16];\nRxxyyzz(0.4492029050157794*pi,0.20106409262665625*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4438310731932803*pi,0.30661992363786394*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.35229900797195235*pi,0.1320162821156302*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.45523233335879*pi,0.3290180288382968*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.4525215232644296*pi,0.2565756090251332*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.44986168864781007*pi,0.3593224878867169*pi,0.16673533726816897*pi) q[8],q[5];\nRxxyyzz(0.45494888179085957*pi,0.31553361776088995*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.39132897823798996*pi,0.10952177335350044*pi,0.0*pi) q[9],q[11];\nu3(3.5456161225932887*pi,-0.47012805077372505*pi,1.5451835369879665*pi) q[0];\nu3(3.4990899870172703*pi,0.2882440681723386*pi,0.5386242676333222*pi) q[1];\nu3(3.5043990006967514*pi,2.3589322533187795*pi,1.3511211001004741*pi) q[2];\nu3(3.2647302271239784*pi,3.3456880638847326*pi,2.0545125147585965*pi) q[3];\nu3(3.404078276179557*pi,-0.13369454702557992*pi,1.0381194258906543*pi) q[4];\nu3(3.322236596629492*pi,2.6084139736042533*pi,1.4962662749744142*pi) q[5];\nu3(3.1263032881550696*pi,2.8945880123203667*pi,2.4812206327597504*pi) q[6];\nu3(3.502592957255557*pi,0.41721715783141633*pi,1.0686778117286075*pi) q[8];\nu3(3.6535950960927055*pi,2.018005200219212*pi,1.4823879941638243*pi) q[9];\nu3(3.373311287683205*pi,-0.13298365839644638*pi,1.7117052595029405*pi) q[10];\nu3(3.459979650064843*pi,1.3922086911320117*pi,2.381743903652317*pi) q[11];\nu3(3.2791597805807706*pi,2.719973220200261*pi,2.329378939288881*pi) q[12];\nu3(3.535361279462555*pi,0.6115597827368435*pi,2.0479795695236733*pi) q[13];\nu3(3.0601529817502997*pi,3.1959137082995257*pi,0.9989345972261526*pi) q[14];\nu3(3.755654223352768*pi,-0.08380497944382004*pi,1.6727896026615892*pi) q[15];\nu3(3.510789961073912*pi,-0.20082182999990905*pi,1.3895585742605094*pi) q[16];\nRxxyyzz(0.43470568162992956*pi,0.3473420917836787*pi,0.2227238792981474*pi) q[13],q[0];\nRxxyyzz(0.3393499108494892*pi,0.238163748564876*pi,3.891129336520491*pi) q[1],q[4];\nRxxyyzz(0.4388606716382798*pi,0.051140468843770326*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.39603948822506974*pi,0.28160388408801307*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.36469294215739984*pi,0.21903186784732312*pi,3.9556136614303012*pi) q[7],q[5];\nRxxyyzz(0.3940279352345205*pi,0.2126262628111394*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4338132210634802*pi,0.20206333569912083*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3475146462255099*pi,0.19885378874296933*pi,3.925575812348841*pi) q[12],q[11];\nu3(3.713608199078739*pi,-0.11515224897209575*pi,0.5789944130927189*pi) q[0];\nu3(3.5095833734545425*pi,0.9463364225999178*pi,0.8879422019791632*pi) q[1];\nu3(3.3998213298204853*pi,0.4697322622694292*pi,1.0865855441749037*pi) q[2];\nu3(3.36089209860823*pi,-0.46373615068649787*pi,0.6202104561752494*pi) q[3];\nu3(3.1531172973410175*pi,-0.2618632216003575*pi,2.2196593312973834*pi) q[4];\nu3(3.351970119454771*pi,3.304369235645512*pi,2.277186322433314*pi) q[5];\nu3(3.2399291971745603*pi,0.27437804584314285*pi,2.36277143689456*pi) q[6];\nu3(3.6050904663153576*pi,0.6455586902933572*pi,0.9083726420870293*pi) q[7];\nu3(3.5547731392007536*pi,-0.2291782659010213*pi,1.555349203655454*pi) q[9];\nu3(3.5663095688547393*pi,1.1952966252563806*pi,1.2739867715399502*pi) q[10];\nu3(3.9037359325187775*pi,-0.13580144088228008*pi,1.4026024386214604*pi) q[11];\nu3(3.087833801851718*pi,1.0935152395805436*pi,1.2388174956224491*pi) q[12];\nu3(3.2273846016448524*pi,3.2141469691153954*pi,3.8271291996316856*pi) q[13];\nu3(3.8133542362717487*pi,-0.47665761806777396*pi,0.7075025993270718*pi) q[14];\nu3(3.861466670072969*pi,0.004194205218668756*pi,1.0105000831684872*pi) q[15];\nu3(3.4095927623479705*pi,3.3184746908091585*pi,0.7958031917301271*pi) q[16];\nmeasure q[9] -> c[4];\nRxxyyzz(0.44284534540743004*pi,0.29174079695454946*pi,3.8996463658327194*pi) q[7],q[0];\nRxxyyzz(0.4364383829250401*pi,0.263165601169876*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.4360940617769802*pi,0.301338893208004*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.3574511337431098*pi,0.1807574401457246*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4363236975328695*pi,0.3888155308119533*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3805517645576597*pi,0.18094991202444943*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.42948727982207535*pi,0.26582677361846696*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3641850822436207*pi,0.30917351416912897*pi,0.0*pi) q[15],q[14];\nu3(3.6969317815534115*pi,0.9751062336114429*pi,0.6899234175725968*pi) q[0];\nu3(3.5496523467410706*pi,1.0401924226710568*pi,1.4638758531743128*pi) q[1];\nu3(3.2544556166397074*pi,-0.3170858532831202*pi,0.7668102952501807*pi) q[2];\nu3(0.3878716678938981*pi,0.4582984345521437*pi,1.115814047611194*pi) q[3];\nu3(3.38711059444688*pi,2.7747131810008216*pi,4.344721969470897*pi) q[4];\nu3(3.424615488798044*pi,0.3340012077707806*pi,1.452813190823795*pi) q[5];\nu3(3.827633797118784*pi,2.915290333834567*pi,2.466182387744526*pi) q[6];\nu3(3.493105839632837*pi,3.1798669135300557*pi,1.9635722338918944*pi) q[7];\nu3(3.878232317095992*pi,0.21247759566234514*pi,1.8069994529501905*pi) q[8];\nu3(3.5629104281028976*pi,1.2820515162935333*pi,1.1528291386340546*pi) q[10];\nu3(3.4401976284989986*pi,0.006518068768293972*pi,2.4736183471199213*pi) q[11];\nu3(3.5392880669754674*pi,-0.3006518194733401*pi,0.5433696899139868*pi) q[12];\nu3(3.8270315791222953*pi,0.9056277684756147*pi,1.2371735771714318*pi) q[13];\nu3(3.1881752317484238*pi,2.173096229441014*pi,0.7025613447362894*pi) q[14];\nu3(3.4547473120478256*pi,0.2584498556519721*pi,1.3315075412267967*pi) q[15];\nu3(3.534246997849769*pi,2.000887615500351*pi,0.6960002794366114*pi) q[16];\nmeasure q[1] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[13] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[14] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[4] -> c[7];\nmeasure q[15] -> c[8];\nmeasure q[8] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[6] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[0] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[2] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.70805057185555*pi,3.4460149700790996*pi,3.727023643075197*pi) q[0];\nu3(3.451168420398587*pi,0.7921685956401017*pi,4.443789833066262*pi) q[1];\nu3(3.4581889324562054*pi,3.0623597190386054*pi,2.416790012793985*pi) q[2];\nu3(3.7364693404050815*pi,-0.35492100008008953*pi,0.8486540762473885*pi) q[3];\nu3(3.85263986799942*pi,3.304732124141834*pi,2.467117198751094*pi) q[4];\nu3(3.4508755410230636*pi,-0.043334493398530016*pi,0.9154466302223323*pi) q[5];\nu3(3.2794091845283924*pi,0.5946065991835483*pi,1.335274710271869*pi) q[6];\nu3(3.5964750094073157*pi,2.8347632329603853*pi,2.2347348047550186*pi) q[7];\nu3(3.381884349688935*pi,3.2984844012272925*pi,4.258752552065654*pi) q[8];\nu3(3.91109931533059*pi,-0.13787456283037758*pi,4.319440233674641*pi) q[9];\nu3(3.7986671006065142*pi,0.3542228705374083*pi,1.0517841059452069*pi) q[10];\nu3(3.667786371709041*pi,0.5955764401500889*pi,4.4709343600341835*pi) q[11];\nu3(3.590273246719321*pi,-0.2528801465661292*pi,4.38001790255004*pi) q[12];\nu3(3.5884830937100616*pi,3.2252361294776164*pi,3.9219610237068148*pi) q[13];\nu3(3.4824199102110325*pi,-0.26986462966542996*pi,2.115791161696123*pi) q[14];\nu3(3.2401387215861166*pi,2.702054888684139*pi,1.7126909144322737*pi) q[15];\nu3(3.3371283886387184*pi,3.388710395058152*pi,4.221229963476544*pi) q[16];\nRxxyyzz(0.4296823184641295*pi,0.18026910330174625*pi,3.9602137415048198*pi) q[0],q[13];\nRxxyyzz(0.4428867835923599*pi,0.19031128052572843*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.47612697548345373*pi,0.2316655072750866*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.2822970146937699*pi,0.10700207668427275*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.37504162245742145*pi,0.2228709824767363*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.40746066533681*pi,0.3404513654899133*pi,3.9563597900361405*pi) q[5],q[8];\nRxxyyzz(0.33750100655326964*pi,0.21327356858566215*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.40312589178066993*pi,0.336037469611278*pi,0.0*pi) q[9],q[15];\nu3(3.5999930904999378*pi,-0.015842677963514462*pi,1.2879503035101485*pi) q[0];\nu3(3.627844160598339*pi,3.449012061236671*pi,1.7768205612639514*pi) q[1];\nu3(3.697040416004754*pi,3.304654184942571*pi,0.8229498059661131*pi) q[2];\nu3(3.289290740484196*pi,0.14977714448049817*pi,1.4364164470750698*pi) q[3];\nu3(3.910501987814899*pi,0.8465144600668646*pi,1.0303385411125394*pi) q[4];\nu3(3.083559349352817*pi,3.4969104028724987*pi,1.2877749108671797*pi) q[5];\nu3(3.4925209957888663*pi,-0.005256519874366927*pi,3.7670024150095442*pi) q[6];\nu3(3.4804779202975604*pi,3.4021604662426936*pi,1.7015031097267648*pi) q[7];\nu3(3.65235998356922*pi,3.369036259792435*pi,1.5692385388127539*pi) q[8];\nu3(3.4204707684369304*pi,0.5478656060681901*pi,1.0802175594747092*pi) q[9];\nu3(3.3477327031522144*pi,0.4806261193114286*pi,0.7063999496010901*pi) q[10];\nu3(3.356401806553385*pi,-0.22871201719928025*pi,0.8537199570664549*pi) q[11];\nu3(3.494395537441315*pi,3.043594644399197*pi,2.2673088336990572*pi) q[12];\nu3(3.718110927570738*pi,2.226240561464457*pi,2.0831673225041234*pi) q[13];\nu3(3.634867075915554*pi,0.24850774070337156*pi,1.9962037320057686*pi) q[15];\nu3(3.2157074107445327*pi,0.46081375425843796*pi,0.693754631635168*pi) q[16];\nRxxyyzz(0.36761340638423556*pi,0.16523677964167938*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3826920941021998*pi,0.299256763572652*pi,0.10691929758482009*pi) q[1],q[5];\nRxxyyzz(0.4567875979355094*pi,0.34326662822866383*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4210210839641998*pi,0.15764191783757295*pi,0.06141511271520951*pi) q[6],q[15];\nRxxyyzz(0.47179145545326084*pi,0.23272605741884966*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.37256059752175763*pi,0.30850711080849735*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.44726356319212013*pi,0.21225456075017218*pi,0.07854809042579915*pi) q[12],q[16];\nu3(3.6471152599798473*pi,-0.4841785610148415*pi,1.2491406390201831*pi) q[0];\nu3(3.4879387850152708*pi,0.06080360255537354*pi,4.191841308524966*pi) q[1];\nu3(3.6544895310849164*pi,3.2846532417153766*pi,2.4623244060224048*pi) q[2];\nu3(3.488262491369468*pi,0.4405601781873414*pi,1.5573578984404028*pi) q[3];\nu3(3.396245772691451*pi,0.2789603076020435*pi,3.344293996545913*pi) q[5];\nu3(3.5408670562532762*pi,1.2197128847093524*pi,0.7129566085402963*pi) q[6];\nu3(3.387527760703971*pi,2.6879100897082346*pi,0.6258438190456584*pi) q[8];\nu3(3.685165133443663*pi,2.6916533164246146*pi,1.1509217771181945*pi) q[9];\nu3(3.569273687599827*pi,-0.23538712953443164*pi,4.068342110966845*pi) q[10];\nu3(3.3449561426892833*pi,3.4019050571458327*pi,3.387976196125137*pi) q[12];\nu3(3.331794152106778*pi,0.7042042137684146*pi,1.6597951301282996*pi) q[13];\nu3(3.426071512469261*pi,0.5115239029606518*pi,2.358972888024943*pi) q[14];\nu3(3.3436533683531815*pi,1.0429824033255395*pi,0.5638056355795668*pi) q[15];\nu3(3.6373173048419547*pi,0.4003177487453018*pi,0.7802416276124424*pi) q[16];\nRxxyyzz(0.42587242265707015*pi,0.09867883235697283*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.41021570712883915*pi,0.09636000890814993*pi,3.9415817216463904*pi) q[2],q[6];\nRxxyyzz(0.40725590351599994*pi,0.21415822691765007*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.39285212331988006*pi,0.350977783383839*pi,3.82824656213623*pi) q[5],q[16];\nRxxyyzz(0.3963366492145002*pi,0.13781480454169778*pi,0.058239892273116704*pi) q[7],q[13];\nRxxyyzz(0.2803221219991477*pi,0.1297176926865613*pi,3.932214471330943*pi) q[11],q[8];\nRxxyyzz(0.43069180293670023*pi,0.2878703044026775*pi,0.05946276770355364*pi) q[14],q[12];\nu3(3.2494928852318656*pi,3.476106680670787*pi,1.0481840801719522*pi) q[1];\nu3(3.7445804248173444*pi,2.5962098291552187*pi,2.47064018862084*pi) q[2];\nu3(3.655860066683114*pi,-0.47678776891798935*pi,4.03918182609441*pi) q[3];\nu3(3.1319374379814757*pi,1.1693733165726283*pi,1.4726878224298905*pi) q[4];\nu3(3.499482248519246*pi,-0.30039557245113*pi,1.3940525100987458*pi) q[5];\nu3(3.62658570111599*pi,3.494105090763091*pi,1.4041072837323747*pi) q[6];\nu3(3.6838964710641733*pi,2.9257833260193875*pi,4.278885261958592*pi) q[7];\nu3(3.6722855992876267*pi,-0.03424841673427331*pi,0.6412429385390253*pi) q[8];\nu3(3.501645301368044*pi,1.2549555925321045*pi,0.7909034017427589*pi) q[11];\nu3(3.947315572814849*pi,-0.12285792098230597*pi,3.292933033556147*pi) q[12];\nu3(3.585990990180757*pi,0.2809850597508462*pi,1.2813433158514398*pi) q[13];\nu3(3.3423732246797333*pi,0.2133647291306061*pi,4.121101596004541*pi) q[14];\nu3(3.6011124830073484*pi,-0.0646757286431901*pi,2.4670431302868367*pi) q[15];\nu3(3.600169975559832*pi,1.792721844386251*pi,0.8168522197504684*pi) q[16];\nRxxyyzz(0.39897417403208013*pi,0.24495216341915327*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.3439821422305191*pi,0.3150487360591461*pi,3.9046311094269495*pi) q[1],q[9];\nRxxyyzz(0.4647324783802027*pi,0.275280313082533*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.3228660793430702*pi,0.23103710388426324*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.35325979907186916*pi,0.2706324795400139*pi,3.87599204265147*pi) q[6],q[16];\nRxxyyzz(0.42611002772917983*pi,0.3263526834415028*pi,0.17506518941311805*pi) q[7],q[12];\nRxxyyzz(0.3736715997864103*pi,0.26324809643254676*pi,0.0*pi) q[13],q[10];\nu3(3.3319709940932127*pi,3.392426778608862*pi,0.6105887748478654*pi) q[0];\nu3(3.669058825953902*pi,0.6264583721211789*pi,1.2860091509286178*pi) q[1];\nu3(3.566452841965009*pi,3.115113736152397*pi,4.401139475701545*pi) q[2];\nu3(3.7395385553334464*pi,0.5429307031444155*pi,1.338796718465448*pi) q[3];\nu3(3.662154953804055*pi,2.2507606610264994*pi,0.5509798660123475*pi) q[4];\nu3(3.337310873074835*pi,0.10382669459314087*pi,4.30285389356103*pi) q[5];\nu3(3.673618434570124*pi,2.971760758146401*pi,2.105588324666205*pi) q[6];\nu3(3.771046811759534*pi,3.2210766748492308*pi,3.4701332443305524*pi) q[7];\nu3(3.568007059421332*pi,2.9346588786491816*pi,1.098475931927692*pi) q[9];\nu3(3.1586657389047925*pi,0.9956848720192952*pi,1.9825904037198314*pi) q[10];\nu3(3.0777777014324554*pi,2.982318563810679*pi,3.3562647722047823*pi) q[12];\nu3(3.760644959162592*pi,-0.4649575606052358*pi,0.9975646057899892*pi) q[13];\nu3(3.5066782913616605*pi,-0.06699414790514346*pi,2.142926292197479*pi) q[14];\nu3(3.6103383915552434*pi,-0.2678422626513318*pi,0.9110076551308111*pi) q[16];\nRxxyyzz(0.4315780302919095*pi,0.21614926634029308*pi,3.88609778999715*pi) q[2],q[0];\nRxxyyzz(0.4046324975027492*pi,0.24371306627931227*pi,0.04185246209969131*pi) q[1],q[16];\nRxxyyzz(0.3182073843117098*pi,0.22788654117377405*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.40487749536021084*pi,0.29561976129656925*pi,0.061407321959195786*pi) q[4],q[9];\nRxxyyzz(0.3774141571291669*pi,0.2553662097420579*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.38858211003188003*pi,0.19351381283201463*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4768246233829895*pi,0.3072190277191107*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.43768807370480955*pi,0.33252318671250464*pi,3.914441273265661*pi) q[14],q[10];\nu3(3.473057200533309*pi,1.155720680025826*pi,2.3601516379971463*pi) q[0];\nu3(3.7858753160746152*pi,0.7041104757068926*pi,4.446319357123235*pi) q[1];\nu3(3.441766410280576*pi,-0.42859279263923394*pi,1.8123473692436392*pi) q[2];\nu3(3.475517545522915*pi,3.3694771903686784*pi,0.9712746490203844*pi) q[3];\nu3(3.431548714722373*pi,3.0654868149300483*pi,1.1543444523104838*pi) q[4];\nu3(3.9080547823542835*pi,-0.34323836961834775*pi,1.318570780656637*pi) q[5];\nu3(3.672774656582213*pi,0.5109686448386166*pi,1.3383685116553776*pi) q[6];\nu3(3.4734630383324596*pi,0.4013216461366581*pi,1.2697657519722236*pi) q[7];\nu3(3.2710308784509046*pi,0.28848521896486845*pi,4.336653400617235*pi) q[8];\nu3(3.4134418489003777*pi,3.3499264610827173*pi,1.2069748850199202*pi) q[9];\nu3(3.729338229938909*pi,-0.4522120809787525*pi,1.1635409307814237*pi) q[10];\nu3(3.5035773835552755*pi,3.3211813577519727*pi,1.8859959873604484*pi) q[11];\nu3(3.329257282108962*pi,0.7099065470874515*pi,0.8216430569358448*pi) q[12];\nu3(3.677207001076596*pi,-0.4983264557024255*pi,3.60986372004731*pi) q[13];\nu3(3.3110135550107356*pi,1.6744935426548468*pi,2.3636475457882673*pi) q[14];\nu3(3.289969916234291*pi,-0.3921670849785288*pi,2.6509894843983832*pi) q[16];\nRxxyyzz(0.41058936331730955*pi,0.25751346940363234*pi,3.9593211441388796*pi) q[7],q[0];\nRxxyyzz(0.35214238779489004*pi,0.1575392369244355*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.44916048021949967*pi,0.35119264400048666*pi,0.0633433095001903*pi) q[2],q[4];\nRxxyyzz(0.3881508055398101*pi,0.23174608621539855*pi,0.09753742583965759*pi) q[5],q[16];\nRxxyyzz(0.3678431980310696*pi,0.19998352236842898*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4719039563760268*pi,0.19494581994688287*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4539304721468105*pi,0.2718559851155372*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.4570540767225296*pi,0.15906983863699023*pi,0.07728927857572342*pi) q[14],q[13];\nu3(3.4805488176892587*pi,-0.47640194433513594*pi,1.2480793211732637*pi) q[0];\nu3(3.793026260503139*pi,0.6342858625435652*pi,1.7058557284391458*pi) q[1];\nu3(3.2966061140667*pi,3.3582203724752353*pi,1.3640816292749025*pi) q[2];\nu3(3.303904730060368*pi,2.2998355452268333*pi,1.756644879735981*pi) q[3];\nu3(3.669035395882342*pi,0.34198800090442627*pi,4.14361788157761*pi) q[4];\nu3(3.282767095439378*pi,-0.00028926703728399117*pi,3.3496961462911896*pi) q[5];\nu3(3.5146942058862027*pi,-0.44517435347106177*pi,0.7444135844605562*pi) q[6];\nu3(3.6269846732951807*pi,2.428761236347099*pi,1.2740482909624387*pi) q[7];\nu3(3.494577409294093*pi,2.4259877209014444*pi,0.591461928787778*pi) q[8];\nu3(3.8310260237786875*pi,3.4734743391315304*pi,1.6440213589036425*pi) q[10];\nu3(3.2186848640325483*pi,1.1498040562876866*pi,1.3729613849347486*pi) q[11];\nu3(3.749738382403178*pi,2.767814941321264*pi,4.495999220339399*pi) q[12];\nu3(3.4457778391215177*pi,1.1486619524249742*pi,4.221012759393134*pi) q[13];\nu3(3.5521878581457584*pi,0.16218296221582074*pi,1.5122016798092999*pi) q[14];\nu3(3.444374151609608*pi,0.023267608653186*pi,1.3876580303767252*pi) q[15];\nu3(3.5861834441110227*pi,2.871999054966884*pi,1.744499295025093*pi) q[16];\nRxxyyzz(0.42838095495891965*pi,0.2685593682421179*pi,0.14195460755047062*pi) q[0],q[16];\nRxxyyzz(0.3983240128885324*pi,0.25707550978655497*pi,0.05681243764946128*pi) q[7],q[1];\nRxxyyzz(0.47163166831815306*pi,0.32613395585358307*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.45857039215264017*pi,0.28558281970929933*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.40857318620295*pi,0.34807278993064006*pi,3.8688043982337597*pi) q[5],q[10];\nRxxyyzz(0.4575021331191498*pi,0.4116488293045228*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.48892998500774*pi,0.366273733325909*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.4240109869130695*pi,0.3674661993249782*pi,0.0*pi) q[14],q[11];\nu3(3.4645880154734026*pi,0.5452101098282474*pi,0.5310064661328191*pi) q[0];\nu3(3.741214250025659*pi,1.9234760434855334*pi,4.381893964803895*pi) q[1];\nu3(3.219642091528484*pi,3.3151789012418726*pi,1.0652596760224786*pi) q[3];\nu3(3.8827134433138375*pi,3.490030448094246*pi,1.1042689459633985*pi) q[4];\nu3(3.5502207790665827*pi,0.5830063484816708*pi,1.9660379806328876*pi) q[5];\nu3(3.419760483544556*pi,3.491137594563645*pi,3.9816676747248687*pi) q[6];\nu3(3.745092953493641*pi,0.11228734281073749*pi,4.105446421006803*pi) q[7];\nu3(3.7719077610534915*pi,0.17847336376059464*pi,0.9639065196848895*pi) q[8];\nu3(3.6747187838757474*pi,2.908031947893097*pi,3.6493764104546615*pi) q[9];\nu3(3.1833121390162322*pi,0.2368041750072183*pi,2.246901299717823*pi) q[10];\nu3(3.1749034402292766*pi,2.885264007793846*pi,3.5060673489703778*pi) q[11];\nu3(3.6460409856399423*pi,3.4241030382866784*pi,1.5924039239224788*pi) q[12];\nu3(3.3924474119860615*pi,2.309039318078204*pi,3.8817104910618285*pi) q[13];\nu3(3.9447670007599513*pi,0.666331678942707*pi,4.403447659959561*pi) q[14];\nu3(3.6707588009110226*pi,0.2540720005571562*pi,1.737742364849311*pi) q[15];\nu3(3.6495028688513793*pi,3.3128053204855252*pi,4.070241357947024*pi) q[16];\nRxxyyzz(0.393184070711449*pi,0.10324745392379431*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.39594171142768986*pi,0.277825522666681*pi,0.22387985171948002*pi) q[4],q[3];\nRxxyyzz(0.41317547454278863*pi,0.2654370589804678*pi,3.8020363043192695*pi) q[5],q[8];\nRxxyyzz(0.4288685345225699*pi,0.28321680027572926*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.38506465406856977*pi,0.20186422136812207*pi,0.07093243351388319*pi) q[14],q[9];\nRxxyyzz(0.41499347528918973*pi,0.12178415001430402*pi,3.9504207600829*pi) q[11],q[16];\nRxxyyzz(0.46422325097810346*pi,0.3352152106916755*pi,0.0*pi) q[12],q[13];\nu3(3.7528594339987187*pi,2.411484950856474*pi,0.9525541017925834*pi) q[2];\nu3(3.0965490325135887*pi,3.0095592635893054*pi,1.9773432488930671*pi) q[3];\nu3(3.3586315786735152*pi,-0.01863900626115178*pi,3.8461350975244555*pi) q[4];\nu3(3.3478348131713087*pi,3.4952483487386865*pi,0.5954637770612232*pi) q[5];\nu3(3.486418263132089*pi,0.79292945604112*pi,1.9147627447893247*pi) q[6];\nu3(3.5532269078171947*pi,3.0681929843886278*pi,1.3580218506120858*pi) q[8];\nu3(3.892173130428985*pi,0.11063569384043714*pi,3.4677083009627365*pi) q[9];\nu3(3.0820357810606893*pi,2.8659853241020485*pi,2.4358546676385346*pi) q[10];\nu3(3.272680581100674*pi,2.6952251925750574*pi,1.260259666411002*pi) q[11];\nu3(3.2796884494627108*pi,2.3416536334663576*pi,1.5237321501855001*pi) q[12];\nu3(3.850527574214603*pi,0.5351389426074258*pi,1.3410113677309519*pi) q[13];\nu3(3.4850337846111197*pi,1.0616236642084391*pi,0.6669419321314345*pi) q[14];\nu3(3.602449388590134*pi,1.1955405328963151*pi,1.3936880731260208*pi) q[15];\nu3(3.5607187080621343*pi,0.11263173409703109*pi,1.0683538216190644*pi) q[16];\nRxxyyzz(0.42050779385877934*pi,0.16297224525658702*pi,0.0728876500455948*pi) q[0],q[6];\nRxxyyzz(0.4123539555861463*pi,0.2661166905954776*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4150426644326698*pi,0.26892751406660875*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3612577917298001*pi,0.20513418317248258*pi,3.851948903106*pi) q[5],q[13];\nRxxyyzz(0.43504194512067945*pi,0.2032345187474531*pi,3.9485647055974304*pi) q[7],q[14];\nRxxyyzz(0.39959355398958996*pi,0.19874910573672566*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.45784682389763015*pi,0.22272902694651805*pi,0.06310702882898026*pi) q[15],q[10];\nRxxyyzz(0.44656153264297993*pi,0.37941050084998706*pi,3.85695486671586*pi) q[12],q[16];\nu3(3.2015441090424677*pi,3.258088249009581*pi,2.8376118961041477*pi) q[0];\nu3(3.6216932445296*pi,1.918155801784426*pi,4.261491151303433*pi) q[1];\nu3(3.9324405053266456*pi,0.9343313874077799*pi,1.1731523752850814*pi) q[3];\nu3(3.5059593415371455*pi,3.3968307882174384*pi,1.1249919918380185*pi) q[4];\nu3(3.4509364402718177*pi,0.5820756998645193*pi,0.632047028242225*pi) q[5];\nu3(3.368909569635684*pi,1.2798488575972249*pi,4.282878751824454*pi) q[6];\nu3(3.4019283924642885*pi,-0.49207288820352413*pi,1.1729489041892671*pi) q[7];\nu3(3.646898415339191*pi,2.4139271321614535*pi,0.9162689656274045*pi) q[8];\nu3(3.3899205728534914*pi,2.8838227864449895*pi,0.8686066670653343*pi) q[9];\nu3(3.68604520552302*pi,0.180885065271996*pi,4.126683311643626*pi) q[10];\nu3(3.247491924885884*pi,2.182477694211177*pi,1.1822540918820954*pi) q[11];\nu3(3.8715879510971845*pi,1.937362901194125*pi,0.7064614840023191*pi) q[12];\nu3(3.7771807733978027*pi,2.311948282326923*pi,1.8759396967477455*pi) q[13];\nu3(3.381528649315932*pi,-0.4145153956810903*pi,0.846770691839563*pi) q[14];\nu3(3.253796108890774*pi,3.4038117661508376*pi,0.5295305007369319*pi) q[15];\nu3(3.3209909192622638*pi,-0.20191881499720077*pi,4.262650450422448*pi) q[16];\nRxxyyzz(0.43894360050373704*pi,0.17168002110095015*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3101420706320499*pi,0.13223419815408954*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.45380721936866986*pi,0.24707628896148448*pi,0.0739490981831723*pi) q[2],q[8];\nRxxyyzz(0.3401640483507896*pi,0.21553993863924825*pi,0.10553955148421323*pi) q[15],q[3];\nRxxyyzz(0.2969089326222098*pi,0.19895668790447552*pi,0.12507021549358832*pi) q[5],q[16];\nRxxyyzz(0.35983065397231945*pi,0.25776157072529626*pi,0.11445716168835851*pi) q[6],q[12];\nRxxyyzz(0.3714319039952698*pi,0.16736731720255238*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4809699227442249*pi,0.30214407305328284*pi,0.0*pi) q[11],q[10];\nu3(3.8214320883538924*pi,-0.2566075465549712*pi,0.9619816911356762*pi) q[0];\nu3(3.5016238984028116*pi,2.753187077838389*pi,1.5441203964545993*pi) q[1];\nu3(3.2097240513468837*pi,-0.111565084656857*pi,3.822087811892786*pi) q[2];\nu3(3.6219497138262926*pi,2.0066376419975898*pi,0.6857256833196872*pi) q[3];\nu3(3.3202217987054152*pi,0.2209242339005958*pi,4.252313786700224*pi) q[5];\nu3(3.4075365870250853*pi,1.1356155560011807*pi,2.3517468637715018*pi) q[6];\nu3(3.911544386828366*pi,0.028392789879635227*pi,4.499928622215049*pi) q[7];\nu3(3.77663672913988*pi,1.7433787304561936*pi,0.5050827493734075*pi) q[8];\nu3(3.5807243845704106*pi,-0.02447770355848794*pi,4.313869156980438*pi) q[9];\nu3(3.2581476405478624*pi,3.4648871414448745*pi,4.303460173037731*pi) q[10];\nu3(3.383195044259331*pi,2.268176128555695*pi,1.47015281976871*pi) q[11];\nu3(3.209661573766865*pi,0.2813531459155739*pi,1.2397441348509783*pi) q[12];\nu3(3.7575889801275335*pi,-0.11699676303393408*pi,1.990979041486563*pi) q[13];\nu3(3.122003450700481*pi,3.467890467588532*pi,4.320005465819867*pi) q[14];\nu3(3.6961495835399814*pi,2.7397895049711454*pi,2.155412323311244*pi) q[15];\nu3(3.515630171818276*pi,0.8243823810657829*pi,4.161232774119932*pi) q[16];\nRxxyyzz(0.38907722722588745*pi,0.16428990444214187*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.4362066324503704*pi,0.16880885153327285*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.3863963578670917*pi,0.20467538878955732*pi,3.892072818140571*pi) q[2],q[4];\nRxxyyzz(0.3649511669189094*pi,0.29964197666970427*pi,3.9603993436416407*pi) q[14],q[3];\nRxxyyzz(0.4473484432173205*pi,0.3829702264541109*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.32410627027780115*pi,0.2906365237476032*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.45897538519413994*pi,0.332109353126408*pi,3.9228005867925906*pi) q[9],q[12];\nRxxyyzz(0.42000197840391706*pi,0.2129375526103976*pi,0.0*pi) q[15],q[10];\nu3(3.239893266158983*pi,3.2950859715395557*pi,2.0458290969864312*pi) q[0];\nu3(3.2637007671987632*pi,0.24146807332688425*pi,4.309132670737513*pi) q[1];\nu3(3.26214541557684*pi,0.3300656684329827*pi,1.2670133099784264*pi) q[2];\nu3(3.23141499121732*pi,0.29742027243643787*pi,1.354855348871655*pi) q[3];\nu3(3.359946637317359*pi,0.3130371400459737*pi,2.4712183275682524*pi) q[4];\nu3(3.7108795042246303*pi,2.525413260994204*pi,3.595512038304583*pi) q[5];\nu3(3.0547467446964762*pi,1.8255741133100734*pi,1.3660751765363632*pi) q[6];\nu3(3.5148600550188247*pi,0.2854852662814804*pi,2.096403296453452*pi) q[7];\nu3(3.1598246893536603*pi,3.4931834026657236*pi,1.3545767784078113*pi) q[9];\nu3(3.475628471691908*pi,3.056119447551373*pi,1.3373328651167187*pi) q[10];\nu3(3.707138540463305*pi,3.2964578141355285*pi,1.9405994601771468*pi) q[11];\nu3(3.902577527782125*pi,2.0883711588914777*pi,0.9314089351214685*pi) q[12];\nu3(3.49339898479614*pi,3.2789474291988476*pi,1.2554672605747568*pi) q[13];\nu3(3.700177842807249*pi,0.34439214450517996*pi,1.438095065501265*pi) q[14];\nu3(3.356678894575786*pi,0.7772409125024815*pi,1.0873248329802743*pi) q[15];\nu3(3.5097866405593106*pi,0.17398087636966175*pi,1.6295896279265112*pi) q[16];\nRxxyyzz(0.43568899453656995*pi,0.3242870001415339*pi,3.9296467408435394*pi) q[1],q[6];\nRxxyyzz(0.37196501877592936*pi,0.1324466240628832*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.23194189129059928*pi,0.1805793752463538*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.44211498080192957*pi,0.232479850333827*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.45709883549683994*pi,0.24871176306418852*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.39231277039993995*pi,0.14233919511137838*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.39146698761929943*pi,0.13038071380251856*pi,3.88765322206776*pi) q[8],q[12];\nu3(3.430641971841336*pi,3.0023726555070005*pi,0.7530071708873107*pi) q[1];\nu3(3.359290993027672*pi,0.24618203602382216*pi,0.8951804620608427*pi) q[2];\nu3(3.754731148351335*pi,1.0535640679375402*pi,1.5845046879218958*pi) q[3];\nu3(3.569557700122711*pi,3.368001074362417*pi,0.7497079362587407*pi) q[4];\nu3(3.4154311402347117*pi,0.37877984911502294*pi,1.947337823459761*pi) q[5];\nu3(3.6386269743968507*pi,3.356254058865715*pi,2.280266189735915*pi) q[6];\nu3(3.3285628929580726*pi,0.14439919043416782*pi,1.5844937680119515*pi) q[7];\nu3(3.5750835943442536*pi,2.576463406199609*pi,2.007669986953928*pi) q[8];\nu3(3.3269375229838425*pi,3.1911138803990484*pi,1.2970221941148852*pi) q[9];\nu3(3.4393159384993823*pi,1.0947985160535325*pi,1.5603392918562335*pi) q[11];\nu3(3.3790559464452947*pi,2.995899029346014*pi,1.9951748831969875*pi) q[12];\nu3(3.5816267907364923*pi,0.06105387245896354*pi,1.1910336711069052*pi) q[13];\nu3(3.3870851230566346*pi,0.6449914744635026*pi,1.7753709117081522*pi) q[14];\nu3(3.787074607046516*pi,1.8916081820607475*pi,1.761050141826627*pi) q[15];\nRxxyyzz(0.36811634699884005*pi,0.23689145691408392*pi,0.1625467308107218*pi) q[14],q[0];\nRxxyyzz(0.40303044348191985*pi,0.21755542336573896*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4331626128672108*pi,0.196082008591268*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.44646067010310014*pi,0.216533863872431*pi,3.9362542576521697*pi) q[8],q[5];\nRxxyyzz(0.456183278708826*pi,0.30156973681311383*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.38897727777646957*pi,0.13295602887259209*pi,0.042370987009535496*pi) q[15],q[9];\nRxxyyzz(0.3100689079286694*pi,0.15813913147935477*pi,0.10540415751769494*pi) q[10],q[13];\nu3(3.3338034014697193*pi,0.4336967889774125*pi,4.419203337623213*pi) q[0];\nu3(3.740500957224287*pi,0.03677980062412134*pi,4.052953536347651*pi) q[1];\nu3(3.3139565566839653*pi,0.6273637115021469*pi,0.9486370463412441*pi) q[3];\nu3(3.870517677309868*pi,-0.11310918357438726*pi,1.5899630583030988*pi) q[5];\nu3(3.2555919372473596*pi,-0.18870723043072857*pi,3.9436667060859194*pi) q[6];\nu3(3.2314169626564766*pi,0.5005461888875029*pi,0.8712512702671568*pi) q[7];\nu3(3.384269840675519*pi,0.9450147440049554*pi,2.308229752173643*pi) q[8];\nu3(3.4850284020588065*pi,3.3555801630846913*pi,2.9761461440093973*pi) q[9];\nu3(3.2854757957193663*pi,2.0406022380405737*pi,1.5136739858426465*pi) q[10];\nu3(3.482758777028682*pi,0.6952072607566844*pi,1.1278353420466003*pi) q[12];\nu3(3.4786833226460243*pi,3.4964100115202847*pi,0.7010115727173065*pi) q[13];\nu3(3.7882478609318495*pi,2.2947265095189566*pi,3.8070213637936625*pi) q[14];\nu3(3.714498043858058*pi,3.0442017420228886*pi,4.035120978458304*pi) q[15];\nu3(3.1984901848066585*pi,0.11980787286085148*pi,0.517356081073634*pi) q[16];\nRxxyyzz(0.48625508551142027*pi,0.2924556182503296*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.4356835620535496*pi,0.26804871773805944*pi,0.05663833761072619*pi) q[1],q[3];\nRxxyyzz(0.4837719124883303*pi,0.23055489134944696*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4035361101707702*pi,0.27570201207383943*pi,3.9216177144957904*pi) q[13],q[4];\nRxxyyzz(0.42105947482440975*pi,0.3097687960620821*pi,3.8482801867093688*pi) q[14],q[5];\nRxxyyzz(0.44516957833879023*pi,0.3360610335895319*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4626441021196097*pi,0.4122105815008984*pi,0.0*pi) q[8],q[12];\nu3(3.4524973439955935*pi,1.6493621980983746*pi,1.6337446169509207*pi) q[0];\nu3(3.675981680491614*pi,-0.4531986460663253*pi,1.5375506504563872*pi) q[1];\nu3(3.7341322126904077*pi,-0.24947190408026376*pi,0.9358946448731027*pi) q[2];\nu3(3.5595827275078387*pi,0.7733148771739051*pi,1.8408146274160235*pi) q[3];\nu3(3.6935380900792056*pi,-0.32231609432054464*pi,0.7962061323925438*pi) q[4];\nu3(3.4108258476015676*pi,3.05381920908849*pi,1.8190241021312614*pi) q[5];\nu3(3.9296809988334824*pi,2.6526128563284814*pi,1.398714879589421*pi) q[6];\nu3(3.2548215080861214*pi,2.6482617707760587*pi,1.5976641798090547*pi) q[7];\nu3(3.4120251053927824*pi,2.071515158300632*pi,4.3693968963952905*pi) q[8];\nu3(3.289092524094676*pi,3.241143121499067*pi,1.4753381218803658*pi) q[10];\nu3(3.451810647071857*pi,-0.3892884039297482*pi,0.9085300444289985*pi) q[11];\nu3(3.6437246065643367*pi,0.5579130479395968*pi,1.040627569509522*pi) q[12];\nu3(3.280366022716649*pi,0.3784012510313721*pi,2.2835422220857606*pi) q[13];\nu3(3.1873100419402385*pi,0.5056710290753179*pi,0.8070468231821994*pi) q[14];\nRxxyyzz(0.4354044955713696*pi,0.29038475683296117*pi,0.12905422863567478*pi) q[16],q[0];\nRxxyyzz(0.3752030318335148*pi,0.14206068258275384*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.45611915050197976*pi,0.2312708726776108*pi,0.06202618887792052*pi) q[2],q[9];\nRxxyyzz(0.33981756957210996*pi,0.17060798971796887*pi,3.9210216397398807*pi) q[11],q[3];\nRxxyyzz(0.3804783287878304*pi,0.14773675983212098*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.2837858859566996*pi,0.16726280022347828*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.4722942381513815*pi,0.16160354255499332*pi,0.0*pi) q[10],q[12];\nu3(3.147946919947984*pi,3.0120448750561595*pi,3.4060470597668964*pi) q[0];\nu3(3.3678480506606716*pi,3.3405414700634877*pi,1.8931876400253786*pi) q[1];\nu3(3.715402256632564*pi,0.8481434608871004*pi,3.929945026013442*pi) q[2];\nu3(3.134391392928645*pi,2.1775967733472967*pi,1.7735306839542742*pi) q[3];\nu3(3.4469268828643367*pi,0.15646657753916793*pi,0.7168453872677637*pi) q[4];\nu3(3.6730146110046267*pi,1.9393405535610921*pi,1.5691872648351841*pi) q[6];\nu3(3.3411648540588335*pi,3.1484006544150334*pi,2.02426988512625*pi) q[8];\nu3(3.614072445898582*pi,3.276500307792347*pi,3.1003791677901718*pi) q[9];\nu3(3.3226976804946338*pi,3.056446599091111*pi,4.4792697507152255*pi) q[10];\nu3(3.4841265220386353*pi,2.1406834026359105*pi,0.6472869600507152*pi) q[11];\nu3(3.684304374988353*pi,2.32075768694309*pi,1.8100566670676321*pi) q[12];\nu3(3.3111934998369628*pi,0.5164889636704952*pi,1.1403209604638402*pi) q[13];\nu3(3.5716587210169233*pi,3.32665704251039*pi,1.0810393585676898*pi) q[15];\nu3(3.844541244741302*pi,2.621980967016592*pi,0.7828715993387987*pi) q[16];\nRxxyyzz(0.4357023759726403*pi,0.1719447314863507*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.44799912972104033*pi,0.16592903226902028*pi,0.06004923842674657*pi) q[10],q[1];\nRxxyyzz(0.41095553274035934*pi,0.16326309230654695*pi,3.90200957697449*pi) q[2],q[3];\nRxxyyzz(0.4534483514622897*pi,0.247749215951608*pi,0.15349835504658177*pi) q[4],q[15];\nRxxyyzz(0.4098504516924598*pi,0.22463514215466795*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.4450381836560541*pi,0.2811816134249876*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.42035291914514966*pi,0.29531744934971726*pi,3.8587284053913007*pi) q[12],q[7];\nRxxyyzz(0.3904017323996706*pi,0.12101108065871558*pi,0.0*pi) q[13],q[16];\nu3(3.656744874902358*pi,2.7690913138179587*pi,1.7924193195807379*pi) q[0];\nu3(3.8129112257632087*pi,-0.34034214905332305*pi,4.069589402479714*pi) q[1];\nu3(3.261809016676203*pi,0.7347710125136615*pi,1.089817573561061*pi) q[2];\nu3(3.789387468063672*pi,0.21014032481924738*pi,1.8272045517857065*pi) q[3];\nu3(3.645214233875089*pi,-0.07581819571270404*pi,1.938880662623092*pi) q[4];\nu3(3.2052636085887167*pi,3.2369189688012696*pi,0.5282325137569504*pi) q[5];\nu3(3.569725859121668*pi,1.4340305430468772*pi,1.0623004170375485*pi) q[6];\nu3(3.5501055209744323*pi,-0.31364084612292287*pi,0.7206885261368758*pi) q[7];\nu3(3.290233255202156*pi,1.6627615734683836*pi,1.9081219547266985*pi) q[8];\nu3(3.6314145188232794*pi,3.3215787390304454*pi,4.347753087954487*pi) q[10];\nu3(3.190460333074383*pi,0.1371777561002101*pi,2.0927746347039196*pi) q[11];\nu3(3.657518842273085*pi,0.5093583590798751*pi,1.3903784105626187*pi) q[12];\nu3(3.4101168010298877*pi,1.3058156873539692*pi,1.4203359036188488*pi) q[13];\nu3(3.7746890326649116*pi,0.5512973039068589*pi,2.268631146389048*pi) q[14];\nu3(3.8224708015405464*pi,2.021104244888564*pi,0.7458893264443046*pi) q[15];\nu3(3.591917591986335*pi,-0.26892291079073005*pi,0.7343751241993781*pi) q[16];\nmeasure q[4] -> c[1];\nmeasure q[6] -> c[5];\nmeasure q[8] -> c[7];\nRxxyyzz(0.44745787223291*pi,0.2713740956749373*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.44224681778126007*pi,0.21820927822475422*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.42865472156814033*pi,0.13664622794940806*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.4567741961644796*pi,0.31212010304983195*pi,0.1484953062503722*pi) q[13],q[5];\nRxxyyzz(0.3816542472273492*pi,0.22649215586621818*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4133928940137701*pi,0.34051835321778956*pi,0.16141002455477574*pi) q[16],q[9];\nRxxyyzz(0.27484556073796984*pi,0.11690438467101183*pi,0.0*pi) q[12],q[10];\nu3(3.177768219655865*pi,1.3314780673958464*pi,1.2621779858536128*pi) q[0];\nu3(3.798353158788519*pi,0.05080506507139093*pi,1.987459270941378*pi) q[1];\nu3(3.6538787241357005*pi,3.094659113175785*pi,0.9871427251100471*pi) q[2];\nu3(3.3382865344248778*pi,2.4795313362098117*pi,1.676104202346914*pi) q[3];\nu3(3.484053667844641*pi,0.6519034866134732*pi,3.0047648299536993*pi) q[5];\nu3(3.7480335772737927*pi,2.8990551488187344*pi,1.0154432156827224*pi) q[7];\nu3(3.6389005941699675*pi,0.5226777505274098*pi,3.3925518086578434*pi) q[9];\nu3(1.4591155865148755*pi,-0.11046281946340986*pi,1.3444745160543006*pi) q[10];\nu3(3.6813951695352545*pi,2.7255495320689853*pi,0.5605352381130277*pi) q[11];\nu3(0.5601805449235893*pi,3.435048444332069*pi,4.023919964629391*pi) q[12];\nu3(3.335775415322624*pi,0.02885944605308932*pi,3.0466877015289713*pi) q[13];\nu3(3.5774021982249966*pi,0.6291039657691306*pi,2.496688180842843*pi) q[14];\nu3(3.962026999180613*pi,3.085248902757294*pi,0.5434102486322079*pi) q[15];\nu3(3.7394912115025285*pi,2.599869559581565*pi,4.3066595896799456*pi) q[16];\nmeasure q[12] -> c[0];\nmeasure q[11] -> c[2];\nmeasure q[1] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[3] -> c[6];\nmeasure q[10] -> c[8];\nmeasure q[16] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[15] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[7] -> c[13];\nmeasure q[9] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.2681622210246877*pi,-0.18534719916489173*pi,3.924987688117022*pi) q[0];\nu3(3.3221640090933366*pi,2.3449456556641386*pi,2.1783648988728737*pi) q[1];\nu3(3.423914613182946*pi,-0.2002895318210296*pi,0.9699290751267076*pi) q[2];\nu3(3.4690422653033512*pi,0.02525299189603014*pi,1.2980828549348593*pi) q[3];\nu3(3.353159055734939*pi,-0.08834842723724023*pi,2.4249558375669036*pi) q[4];\nu3(3.59682707073475*pi,0.3730285656496879*pi,1.0510286007735417*pi) q[5];\nu3(3.448544428038584*pi,3.257341108127646*pi,1.2378634399890815*pi) q[6];\nu3(3.4356150898908107*pi,-0.04404244761026632*pi,0.6582711843486012*pi) q[7];\nu3(3.335910775464095*pi,-0.18349898285431332*pi,3.4697913596528807*pi) q[8];\nu3(3.5115832571866723*pi,2.8201206519893462*pi,1.4497999456063022*pi) q[9];\nu3(3.766067086457877*pi,2.5233116494639107*pi,1.2354356066469876*pi) q[10];\nu3(3.2601746082140752*pi,-0.05667630375400168*pi,2.395177006638749*pi) q[11];\nu3(3.3725624240366923*pi,0.12284257739148485*pi,0.7430486759613029*pi) q[12];\nu3(3.2603911974106876*pi,3.2827229148863664*pi,3.57495014143589*pi) q[13];\nu3(3.5217064444433284*pi,3.1595310875552065*pi,2.08008620359007*pi) q[14];\nu3(3.656788302439794*pi,3.1793470970786313*pi,3.9269566653246497*pi) q[15];\nu3(3.163447386066932*pi,-0.3078831207010756*pi,3.726511510955733*pi) q[16];\nRxxyyzz(0.41097740116365966*pi,0.19063170714025546*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.42944336602648997*pi,0.3456723486901341*pi,3.9452705662279506*pi) q[1],q[4];\nRxxyyzz(0.39448641044798993*pi,0.24236835217518427*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.38005776787211026*pi,0.21367468546349014*pi,3.8001461285956797*pi) q[5],q[16];\nRxxyyzz(0.42189666556671024*pi,0.261324943333459*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4610108380583604*pi,0.24634093756392805*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.3649726040034702*pi,0.26456406504391816*pi,3.8061238987646497*pi) q[9],q[15];\nRxxyyzz(0.4234661632786795*pi,0.2493861833667168*pi,3.9001910685835406*pi) q[11],q[12];\nu3(3.5357463627979313*pi,0.11303941975299225*pi,4.32131554536479*pi) q[0];\nu3(3.1698608928028205*pi,0.7294416860050854*pi,1.7655717933479491*pi) q[1];\nu3(3.7966796494284645*pi,2.4552727929830014*pi,2.2535045127883535*pi) q[2];\nu3(3.634221868487718*pi,3.0941694582847457*pi,1.658784768126095*pi) q[3];\nu3(3.4553464034607604*pi,1.0702360676771883*pi,0.6638568734836596*pi) q[4];\nu3(3.201135728329484*pi,3.44916110324455*pi,1.2087798561619292*pi) q[5];\nu3(3.310687656723735*pi,2.3735567766270584*pi,0.6278488696598568*pi) q[7];\nu3(3.8379118867257143*pi,3.267794213644659*pi,1.0979348290149629*pi) q[8];\nu3(3.683557562323465*pi,3.1652408836664465*pi,1.298564858546948*pi) q[9];\nu3(3.483358993123476*pi,-0.40448276641626046*pi,0.6240641567499904*pi) q[10];\nu3(3.593018140452335*pi,1.885505100233205*pi,2.340565235565728*pi) q[11];\nu3(3.792788294597962*pi,2.3716365070138723*pi,2.0194029584006676*pi) q[12];\nu3(3.330479412923885*pi,0.8062641810567843*pi,1.5929410706835991*pi) q[13];\nu3(3.57612259920103*pi,-0.44777130447280955*pi,4.375866880452794*pi) q[14];\nu3(3.355664913893662*pi,3.288077645534873*pi,2.136781278189897*pi) q[15];\nu3(3.8675224174189324*pi,3.0762026504519726*pi,1.5834095761998055*pi) q[16];\nRxxyyzz(0.43063690255705966*pi,0.25814209320853276*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.45677139774124953*pi,0.30859127260321073*pi,0.08329006558656861*pi) q[14],q[1];\nRxxyyzz(0.4173817805764295*pi,0.2735583185634313*pi,3.8127862246372697*pi) q[3],q[7];\nRxxyyzz(0.35794351294268956*pi,0.3281426209994418*pi,3.9293483793009605*pi) q[4],q[10];\nRxxyyzz(0.3871298442303689*pi,0.243187644569391*pi,3.9422448101526406*pi) q[5],q[9];\nRxxyyzz(0.42272130489128223*pi,0.198032758214564*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3905342966799278*pi,0.17424688177055025*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.46197694843142745*pi,0.28099856117115474*pi,0.0*pi) q[15],q[16];\nu3(3.593771851941945*pi,2.6049801946749525*pi,0.558601845457405*pi) q[0];\nu3(3.0558020781511335*pi,3.411826842835323*pi,2.3164413543935503*pi) q[1];\nu3(3.0993157724321456*pi,-0.45026147433477215*pi,4.262885570323441*pi) q[2];\nu3(3.217729967507137*pi,0.30673808982658923*pi,2.337757869470685*pi) q[3];\nu3(3.5947555256346035*pi,3.328690819321491*pi,0.6996292632896663*pi) q[4];\nu3(3.5441704291641987*pi,-0.3797941479808522*pi,2.414368365549916*pi) q[5];\nu3(3.835681119180085*pi,2.493622535699069*pi,1.07557499603189*pi) q[6];\nu3(3.5506716147100628*pi,-0.4513002263390594*pi,1.3304814067954251*pi) q[7];\nu3(3.5483505766671377*pi,3.168785272433441*pi,4.266218488865961*pi) q[8];\nu3(3.73098464636566*pi,3.094491234171152*pi,2.0594635047227805*pi) q[9];\nu3(3.561794630650149*pi,0.6893355520559217*pi,2.174557481887737*pi) q[10];\nu3(3.552976813822232*pi,2.206453646626073*pi,0.9876872221752925*pi) q[11];\nu3(3.6431915450680386*pi,3.357390770774286*pi,1.2728491340118968*pi) q[13];\nu3(3.5770774364769387*pi,2.945659278563086*pi,1.6488229743521736*pi) q[14];\nu3(3.4127126895146924*pi,3.2547765344942685*pi,2.165004809793155*pi) q[15];\nu3(3.8998709563000142*pi,0.7717470905777177*pi,1.563556437816807*pi) q[16];\nRxxyyzz(0.4283042822431101*pi,0.2882127228244072*pi,3.90079226256647*pi) q[7],q[0];\nRxxyyzz(0.36393745071625994*pi,0.13946006816089096*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3681029830948539*pi,0.2822642116948142*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4611909187964066*pi,0.258876928169952*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.38726937753199*pi,0.1278811960701186*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.40438160509348986*pi,0.24481580633331299*pi,0.10926473055480417*pi) q[9],q[11];\nRxxyyzz(0.4112584138305907*pi,0.18302191672146617*pi,0.0*pi) q[14],q[12];\nu3(3.8332810947310687*pi,1.2814055264129836*pi,1.4959292274670632*pi) q[0];\nu3(3.3874610464145585*pi,-0.2243318026378286*pi,4.081837436866772*pi) q[1];\nu3(3.6907002477153297*pi,0.6051495919616137*pi,2.2839366130101904*pi) q[2];\nu3(3.7999687920637686*pi,-0.43503199183129815*pi,0.529862702640755*pi) q[3];\nu3(3.375076666837262*pi,0.8151064476356695*pi,1.3584858658195966*pi) q[5];\nu3(3.8413782790737327*pi,-0.26810973046330144*pi,1.912222873200426*pi) q[6];\nu3(3.254282193485153*pi,0.8513096023169677*pi,2.485260634605952*pi) q[7];\nu3(3.8931438479638256*pi,3.1072942326186577*pi,4.15316595010639*pi) q[8];\nu3(3.9007982409790243*pi,3.0236095556564058*pi,3.9219516592746437*pi) q[9];\nu3(3.7357929554511258*pi,0.12858008536321797*pi,2.428291624817105*pi) q[10];\nu3(3.4281210112456098*pi,2.0803924278565478*pi,3.202536564075567*pi) q[11];\nu3(3.5252325646587797*pi,-0.3121239644845306*pi,1.698574797943855*pi) q[12];\nu3(3.228403812466856*pi,1.9838811856620824*pi,1.8171681053983613*pi) q[13];\nu3(3.337802915446182*pi,2.9336733797223102*pi,2.0039606408400368*pi) q[14];\nRxxyyzz(0.3392011725603795*pi,0.15013274242029162*pi,3.9593582186599203*pi) q[8],q[0];\nRxxyyzz(0.3527470038882007*pi,0.28726408905214873*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.41775580044145977*pi,0.30814679388371413*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.40203060111909006*pi,0.05812938144452584*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.2833102148386795*pi,0.1751042029332428*pi,0.08715627532525883*pi) q[7],q[11];\nRxxyyzz(0.37247124701488404*pi,0.32627670369079725*pi,0.05121418139743849*pi) q[13],q[16];\nu3(3.1439619577110953*pi,3.3609479289700657*pi,1.2641772657391013*pi) q[0];\nu3(3.2471587029561033*pi,2.316629543558988*pi,1.8999412163223273*pi) q[1];\nu3(3.512388461227062*pi,-0.1428894102931515*pi,0.8313566911324126*pi) q[3];\nu3(3.800279491084264*pi,2.5143144410487914*pi,2.4226893101181353*pi) q[4];\nu3(3.352757502173462*pi,2.8211253538107606*pi,0.6016018072674534*pi) q[5];\nu3(3.906155839395007*pi,-0.4072156594949563*pi,1.9233338408118104*pi) q[7];\nu3(3.4211770351140336*pi,2.625262100184579*pi,3.971877234889191*pi) q[8];\nu3(3.6343944542303124*pi,3.04222709393958*pi,4.172487417570755*pi) q[9];\nu3(3.498991062692321*pi,-0.17110138519117635*pi,3.284518251303497*pi) q[11];\nu3(3.383707192113244*pi,2.9978350505318474*pi,1.7658786259480903*pi) q[13];\nu3(3.0731522629279997*pi,-0.19911599082414688*pi,0.7960354586614735*pi) q[15];\nu3(3.3245184705096946*pi,0.01296868415590302*pi,0.6423757914453884*pi) q[16];\nRxxyyzz(0.44917371596442984*pi,0.3237186697012417*pi,3.8732736408761697*pi) q[9],q[0];\nRxxyyzz(0.4466070426466691*pi,0.219188634256696*pi,3.838656111104429*pi) q[1],q[12];\nRxxyyzz(0.45874868642459*pi,0.3641411644384511*pi,3.8516540022188597*pi) q[2],q[15];\nRxxyyzz(0.3209452186573981*pi,0.1033587118522441*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.3985617951583195*pi,0.2596162888199277*pi,0.05251017396147956*pi) q[4],q[11];\nRxxyyzz(0.4282429594220597*pi,0.3186271348293892*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.3879991426763726*pi,0.24410605420099185*pi,0.0*pi) q[7],q[6];\nu3(3.4790686201607786*pi,2.0795183369274532*pi,1.0547805767825054*pi) q[0];\nu3(3.365747983807874*pi,-0.19818394736696865*pi,1.8406350938796248*pi) q[1];\nu3(3.3983464514149877*pi,3.4223842215793607*pi,2.4669008072118253*pi) q[2];\nu3(3.439188719789534*pi,1.7230191829315311*pi,1.0357883224064826*pi) q[3];\nu3(3.42542678642052*pi,2.149149258591093*pi,4.429885700682356*pi) q[4];\nu3(3.3824150049886343*pi,2.2405612899744574*pi,1.8426207601007039*pi) q[5];\nu3(3.7397627019096915*pi,2.774384402664725*pi,2.0712233844801133*pi) q[6];\nu3(3.6749119912896306*pi,2.769236765906081*pi,1.0032432634030306*pi) q[7];\nu3(3.360815875711194*pi,3.4226170598184797*pi,2.4948189230814*pi) q[8];\nu3(3.699442107921022*pi,3.1972982454817367*pi,1.9649954372047616*pi) q[9];\nu3(3.936266245735232*pi,2.2858161543347446*pi,1.1747627051596354*pi) q[11];\nu3(3.4403886435487574*pi,3.1005515101494847*pi,1.15384542482535*pi) q[12];\nu3(3.5757456320535925*pi,2.792679809749502*pi,0.57735203918727*pi) q[14];\nu3(3.711714593759812*pi,2.9015867927705346*pi,4.132172896306313*pi) q[15];\nRxxyyzz(0.4245222567780499*pi,0.20150729844884052*pi,3.874890670360399*pi) q[14],q[0];\nRxxyyzz(0.3427956671299102*pi,0.27695404138791835*pi,3.90542149752976*pi) q[6],q[1];\nRxxyyzz(0.3132007308970559*pi,0.1782446813498657*pi,0.12397827216434809*pi) q[2],q[3];\nRxxyyzz(0.42877589424780554*pi,0.27429131498847736*pi,0.05653045049174229*pi) q[4],q[8];\nRxxyyzz(0.38954664339189027*pi,0.26904118631370555*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4334991005540412*pi,0.31653482231874275*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4372439254539896*pi,0.24615895028195034*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.4681088076500899*pi,0.39366111581936203*pi,0.0*pi) q[12],q[15];\nu3(3.29601894559364*pi,-0.4917928338252453*pi,0.7173003634364019*pi) q[0];\nu3(3.7830148487760584*pi,-0.19512076229679354*pi,2.297880969732266*pi) q[1];\nu3(3.2636756921853642*pi,0.7014059801477044*pi,4.216480878917026*pi) q[2];\nu3(3.8033552718617525*pi,0.35702835536358146*pi,4.388964620582899*pi) q[3];\nu3(3.5202716408889687*pi,-0.07602744512604243*pi,4.333542586167422*pi) q[4];\nu3(3.562987830286554*pi,-0.12960319255397584*pi,2.015045979112876*pi) q[5];\nu3(3.291601824742809*pi,-0.285548740460729*pi,0.5130225455541484*pi) q[6];\nu3(3.363618576790954*pi,-0.30307545651264556*pi,2.0972047601532817*pi) q[7];\nu3(3.8372516217935235*pi,-0.41591209706776*pi,3.3305809511386166*pi) q[8];\nu3(3.818813520204813*pi,3.016500965811437*pi,2.024851070712603*pi) q[9];\nu3(3.5381496619234922*pi,-0.39083791243161964*pi,0.9047146116666318*pi) q[10];\nu3(3.551331967442652*pi,2.6988244814972067*pi,1.3560258854259715*pi) q[11];\nu3(3.394712198280385*pi,3.409306312517851*pi,1.6769849386323417*pi) q[12];\nu3(3.2508520409797996*pi,0.6361231961047069*pi,0.7553048395590816*pi) q[13];\nu3(3.9231277321207525*pi,-0.36117606837739913*pi,1.4881165257281799*pi) q[14];\nu3(3.3639286797740158*pi,0.9539382820105449*pi,0.8856493157117735*pi) q[15];\nRxxyyzz(0.4764911887749703*pi,0.284419010052376*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.45165240770317694*pi,0.07828032533975293*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.3780290304593842*pi,0.19512340907498094*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.39795003170686016*pi,0.11649732475620589*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.47137398738717007*pi,0.2826842706886854*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3952439572706695*pi,0.26956565413091405*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.34399486900577025*pi,0.20309437191139246*pi,0.0*pi) q[14],q[16];\nu3(3.696414259516048*pi,-0.34361886019931814*pi,0.6039661375661505*pi) q[0];\nu3(3.5744375935321875*pi,0.14393268088048838*pi,1.040824577595526*pi) q[1];\nu3(3.3442723574109925*pi,0.26368506881646925*pi,1.0419226686121648*pi) q[2];\nu3(3.163297779456352*pi,3.0672606198694936*pi,4.300033422931999*pi) q[5];\nu3(3.1171312503023447*pi,-0.08206659069128058*pi,4.296902177499178*pi) q[6];\nu3(3.3581440052683775*pi,2.54225365746851*pi,2.0198239284971233*pi) q[7];\nu3(3.526495830960667*pi,-0.19148534807929624*pi,2.4447433212983625*pi) q[9];\nu3(3.5809035922923127*pi,0.08021419326246759*pi,0.9729814514840269*pi) q[10];\nu3(3.8995556230499724*pi,3.192732848265792*pi,1.9355199837184756*pi) q[11];\nu3(3.3864896126406436*pi,3.027896835500975*pi,2.3769411383707806*pi) q[12];\nu3(3.670264147219083*pi,0.4662901697364512*pi,1.1230090838950193*pi) q[13];\nu3(3.708637593857538*pi,0.5153323416725162*pi,1.8115258524192708*pi) q[14];\nu3(3.367987994793877*pi,0.20139413056801203*pi,2.2484697464269567*pi) q[15];\nu3(3.4981853576103874*pi,-0.3003193964597145*pi,3.7461814107707925*pi) q[16];\nRxxyyzz(0.4502090192486898*pi,0.22600750968749683*pi,0.09273186441972381*pi) q[0],q[6];\nRxxyyzz(0.42564003278177054*pi,0.12063100663384152*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.40007409977611064*pi,0.3092124579521618*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.22908995305456048*pi,0.1731485381170874*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.4843237186169995*pi,0.37859589648646136*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.2984150246370839*pi,0.19505586790414187*pi,0.0*pi) q[13],q[10];\nu3(3.619647927644687*pi,0.8083792211531429*pi,4.306579267923224*pi) q[0];\nu3(3.4717641708334464*pi,3.2003650443486134*pi,2.484826300568301*pi) q[3];\nu3(3.2129907307849095*pi,2.0499555993594933*pi,1.5687664923068039*pi) q[4];\nu3(3.5380787581611073*pi,2.3937750468308883*pi,3.6911698739548857*pi) q[6];\nu3(3.03776601929101*pi,0.7159983617815828*pi,2.0612178591295547*pi) q[7];\nu3(3.6644410414420454*pi,0.425722210628495*pi,1.1049319454788458*pi) q[8];\nu3(3.554984781845563*pi,2.418898611054181*pi,1.6634451337031277*pi) q[9];\nu3(3.497066853521885*pi,3.4630704715596567*pi,4.216387816784042*pi) q[10];\nu3(3.6669717263307153*pi,3.0377488863027824*pi,1.732056651818373*pi) q[13];\nu3(3.5936244496040097*pi,1.2586374692820512*pi,1.4946494125820324*pi) q[14];\nu3(3.142050839040293*pi,-0.24311099784278833*pi,2.7713366314641483*pi) q[15];\nu3(3.4088804103146315*pi,-0.46432455251616866*pi,0.6880365897191059*pi) q[16];\nRxxyyzz(0.42793195689080576*pi,0.3742106567971676*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.2827056788122495*pi,0.2447412917400753*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3705944607689321*pi,0.19534600388728715*pi,0.09034309418337917*pi) q[15],q[4];\nRxxyyzz(0.41145240391732996*pi,0.1763072862922619*pi,0.05489573382128471*pi) q[5],q[14];\nRxxyyzz(0.45907680529628964*pi,0.17416123681054435*pi,3.9450452242721803*pi) q[9],q[8];\nRxxyyzz(0.38809676112215946*pi,0.3317545277810652*pi,3.8474505846350393*pi) q[11],q[16];\nRxxyyzz(0.36836230507593914*pi,0.29948365571454405*pi,0.0*pi) q[13],q[12];\nu3(3.5312546940070417*pi,2.775475477885861*pi,1.6966063123948558*pi) q[1];\nu3(3.7782622635655048*pi,3.2863789968213855*pi,0.7414738728737076*pi) q[2];\nu3(3.0909918741558586*pi,0.8720277220929689*pi,3.9567147916410352*pi) q[3];\nu3(3.884033838452029*pi,0.132601629556645*pi,1.1114882921179046*pi) q[4];\nu3(3.886618425734686*pi,-0.09908109334846954*pi,3.512833845862495*pi) q[5];\nu3(3.528876363810504*pi,0.9532349229382548*pi,1.7006660936278337*pi) q[7];\nu3(3.5138797500214958*pi,2.3581823140369336*pi,1.2741406333313199*pi) q[8];\nu3(3.51995805440727*pi,2.6140904376409613*pi,1.432666846648103*pi) q[9];\nu3(3.678516982029141*pi,-0.34912456932538705*pi,2.331026261258703*pi) q[11];\nu3(3.6337762263467517*pi,0.27243906932648954*pi,0.6531617946763548*pi) q[12];\nu3(3.508729311802019*pi,-0.34949761101694377*pi,3.665109183073175*pi) q[13];\nu3(3.138164882626362*pi,3.322762033871885*pi,2.243355222962906*pi) q[14];\nu3(3.4000096830070095*pi,3.1802244902327486*pi,1.2312245320334916*pi) q[15];\nu3(3.1575625980620368*pi,2.134113938212824*pi,2.375726015911541*pi) q[16];\nRxxyyzz(0.4507005650285702*pi,0.14444568817148212*pi,0.10078692107405011*pi) q[3],q[0];\nRxxyyzz(0.38595361726912986*pi,0.15283136997700233*pi,0.11490912146051975*pi) q[1],q[14];\nRxxyyzz(0.4165357007097202*pi,0.2756182508401361*pi,0.042068590490347516*pi) q[13],q[2];\nRxxyyzz(0.4655495579683143*pi,0.13014863361584283*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3735816927541194*pi,0.12438257910674153*pi,3.87771086479097*pi) q[11],q[6];\nRxxyyzz(0.43431245893609033*pi,0.31981330378879474*pi,3.8158873518074934*pi) q[9],q[10];\nRxxyyzz(0.41151120857926016*pi,0.25882196686708503*pi,3.9152059183052703*pi) q[12],q[16];\nu3(3.4682330814334246*pi,-0.4554941566595895*pi,4.000894945904342*pi) q[0];\nu3(3.3543392101670952*pi,0.4450786754636007*pi,3.902134025910211*pi) q[1];\nu3(3.775473258844711*pi,0.7516468902859403*pi,1.2793556508817934*pi) q[2];\nu3(3.441571382011163*pi,2.2677235818456563*pi,0.6842063839300295*pi) q[3];\nu3(3.2827782921811717*pi,2.671291759295669*pi,1.2816446890792217*pi) q[5];\nu3(3.1423367362890575*pi,1.9137736259962361*pi,0.7843486486480233*pi) q[6];\nu3(3.2783086241781394*pi,1.7895162559552578*pi,1.3221141259081*pi) q[7];\nu3(3.273320005133481*pi,2.52759692405785*pi,1.5322727034797015*pi) q[9];\nu3(3.2243697525346398*pi,0.28521711753255397*pi,0.674063730971322*pi) q[10];\nu3(3.4024089918794598*pi,0.36330773360517743*pi,0.9162796738306374*pi) q[11];\nu3(3.4869204184268594*pi,2.680357140849001*pi,1.3694636154696473*pi) q[12];\nu3(3.8412168228596606*pi,2.4950476889811855*pi,3.6734637957691842*pi) q[13];\nu3(3.4496811444694644*pi,3.2621337813583486*pi,1.1111576033502168*pi) q[14];\nu3(3.174533361652149*pi,1.9120144347124315*pi,2.190106782753398*pi) q[16];\nRxxyyzz(0.4412023308995394*pi,0.0801923161855832*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.39294808338621*pi,0.31329338343396107*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.2631850777599727*pi,0.17780987294628992*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.3832537508650552*pi,0.21878681617777854*pi,0.045041212285393165*pi) q[3],q[8];\nRxxyyzz(0.3414236576692319*pi,0.18269451052569785*pi,3.9332352100128603*pi) q[14],q[4];\nRxxyyzz(0.31254954137245944*pi,0.23343713351509532*pi,0.06509650892171193*pi) q[10],q[5];\nRxxyyzz(0.44328308766035984*pi,0.23226781838891927*pi,3.8637065239437405*pi) q[7],q[16];\nRxxyyzz(0.4489790449318293*pi,0.1960027487359701*pi,3.899906971296901*pi) q[12],q[13];\nu3(3.7414465531489314*pi,2.6405550430756017*pi,0.9557595050939948*pi) q[0];\nu3(3.322595607663038*pi,0.13644675900086278*pi,0.677542732228153*pi) q[1];\nu3(3.693675239239929*pi,3.226001337060713*pi,2.2960132826785835*pi) q[2];\nu3(3.7606633971862795*pi,2.5129472207573524*pi,1.3890814140797643*pi) q[3];\nu3(3.556917689434563*pi,1.8850447905893888*pi,1.1382691881640081*pi) q[4];\nu3(3.5396353220302332*pi,3.4789886362332885*pi,3.289254401883593*pi) q[5];\nu3(3.391650425937291*pi,-0.16985629609364883*pi,1.2225772251112788*pi) q[6];\nu3(3.71568068548051*pi,3.27760033750895*pi,1.7467564284076802*pi) q[7];\nu3(3.191076079367107*pi,0.38487759007557143*pi,3.723207459777909*pi) q[8];\nu3(3.366331322167953*pi,0.7259368459594522*pi,1.425393236798638*pi) q[10];\nu3(3.3097990789102045*pi,2.7941516153253803*pi,2.134606019071817*pi) q[11];\nu3(3.2491057442482862*pi,2.074747999160226*pi,0.7820723717358575*pi) q[12];\nu3(3.192605282623516*pi,0.0013631275630356932*pi,1.659795344134498*pi) q[13];\nu3(3.7889308194477485*pi,0.2178751629052631*pi,0.7082202140801435*pi) q[14];\nu3(3.576579802267489*pi,2.862819532896504*pi,2.4852266520664523*pi) q[15];\nu3(3.8933245295698224*pi,0.31061905994890915*pi,1.3761698314646456*pi) q[16];\nRxxyyzz(0.45078536895979016*pi,0.2581005194572834*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.4237428418997701*pi,0.3116623467447379*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3951252028133694*pi,0.21984839321484315*pi,3.94291420958896*pi) q[2],q[12];\nRxxyyzz(0.4576604771760521*pi,0.23915308147418834*pi,0.14621583444837*pi) q[14],q[5];\nRxxyyzz(0.3167980540526001*pi,0.20026654592142112*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4218197963141894*pi,0.26624678058361306*pi,3.751971023351759*pi) q[9],q[7];\nu3(3.0306555844829925*pi,1.1893364233187127*pi,1.3374491916953601*pi) q[0];\nu3(3.663387828136212*pi,0.7369884123337656*pi,1.9359320621294271*pi) q[1];\nu3(3.2015902083516097*pi,1.3454340052740381*pi,1.5565021904400682*pi) q[2];\nu3(3.26040743990689*pi,0.9799088495988371*pi,4.18157171041356*pi) q[5];\nu3(3.268777900543963*pi,-0.40561426869000633*pi,1.417676460604418*pi) q[6];\nu3(3.3645251097853874*pi,-0.48084525693999003*pi,0.9589201944484604*pi) q[7];\nu3(3.686033357803804*pi,3.1714878634052472*pi,0.8953034055551008*pi) q[9];\nu3(3.216356609887206*pi,3.4357724641208103*pi,2.007693570151906*pi) q[12];\nu3(3.3489882169687495*pi,0.9669118188567074*pi,1.2056955617530045*pi) q[13];\nu3(3.5960062947588285*pi,-0.2626798854447518*pi,3.584760378945912*pi) q[14];\nu3(3.496644206686594*pi,1.9851714596000858*pi,1.1763967155286559*pi) q[15];\nu3(3.184622913691709*pi,0.9081697923834939*pi,1.8836883535837545*pi) q[16];\nRxxyyzz(0.4253358139898901*pi,0.31714971395687025*pi,0.09037627625632792*pi) q[0],q[8];\nRxxyyzz(0.3825191031900798*pi,0.3457649444313992*pi,0.20717842308904014*pi) q[10],q[1];\nRxxyyzz(0.3604031017008299*pi,0.1111524374792765*pi,3.95556549431408*pi) q[3],q[2];\nRxxyyzz(0.3898146442206596*pi,0.0859601413008519*pi,3.9544916715862595*pi) q[4],q[16];\nRxxyyzz(0.42006349781294006*pi,0.3741913388550817*pi,0.12271082777545361*pi) q[6],q[12];\nRxxyyzz(0.41056650728940014*pi,0.29539798946987017*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.39187000740439004*pi,0.26826459860513396*pi,0.0*pi) q[9],q[13];\nu3(3.1769073717224643*pi,0.37320800844967883*pi,1.603055046078528*pi) q[0];\nu3(3.4161841114635205*pi,2.9283005351063705*pi,1.8459284956801683*pi) q[1];\nu3(3.2158951009151524*pi,0.770791234317997*pi,1.0030727362930763*pi) q[2];\nu3(3.7240643751718396*pi,-0.021512419398844074*pi,3.946171662208514*pi) q[3];\nu3(3.465230761318282*pi,0.31692106229211836*pi,0.7758220046582278*pi) q[4];\nu3(3.1469435102748897*pi,0.587131015864534*pi,0.8740453108494224*pi) q[6];\nu3(3.6489033637197674*pi,2.8805592604942962*pi,0.9873851357540084*pi) q[7];\nu3(3.247781303745697*pi,-0.03989985239757937*pi,4.426982398687776*pi) q[8];\nu3(3.559992877092506*pi,0.12017410662457073*pi,1.9866286374873434*pi) q[9];\nu3(3.3719483335467677*pi,-0.07148440847516879*pi,0.7796331161151919*pi) q[10];\nu3(3.1485908863447847*pi,2.478542564237207*pi,1.8473117185956514*pi) q[11];\nu3(3.144205905914809*pi,0.1560593120602265*pi,3.2835170659232893*pi) q[12];\nu3(3.507116941197282*pi,3.374576082472041*pi,0.7139961624058377*pi) q[13];\nu3(3.1990216440049304*pi,3.1858192950024904*pi,1.9450559985075184*pi) q[16];\nRxxyyzz(0.4327162702391204*pi,0.11824778460796448*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.4625347769001097*pi,0.2881940407041085*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.33499134057747953*pi,0.2836631217233645*pi,3.9006980351384204*pi) q[3],q[10];\nRxxyyzz(0.4567863125398698*pi,0.2228930814278378*pi,3.94136066482513*pi) q[8],q[4];\nRxxyyzz(0.4699241068796195*pi,0.2457584375559041*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4179427451651996*pi,0.17040468191277136*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.41191398195686*pi,0.2323743439105913*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.3687404312338799*pi,0.09747159498592095*pi,0.0*pi) q[13],q[16];\nu3(3.352702118658083*pi,3.0023475130042616*pi,0.7074649540480924*pi) q[0];\nu3(3.8308522706460955*pi,0.03857940704605356*pi,1.4156787485073719*pi) q[1];\nu3(3.744631024056078*pi,0.8684529542241601*pi,1.0596894307897988*pi) q[2];\nu3(3.4045641653966454*pi,0.4459759956947572*pi,1.1230836126756585*pi) q[3];\nu3(3.299243589536505*pi,1.87198008037362*pi,2.4668693954145504*pi) q[4];\nu3(3.7456300571385652*pi,3.4597004708581247*pi,3.5560299742971306*pi) q[6];\nu3(3.1702118445612917*pi,1.11769099670134*pi,2.260036323422958*pi) q[7];\nu3(3.5663949005975226*pi,-0.2806637692572225*pi,2.1027976166734943*pi) q[8];\nu3(3.25650860631061*pi,3.0002679044475338*pi,4.132455858093891*pi) q[9];\nu3(3.1726263148733977*pi,2.7682217803184486*pi,1.3822741441722601*pi) q[10];\nu3(3.0364296259057064*pi,3.331748012876002*pi,4.332059028138885*pi) q[11];\nu3(3.9232048422194534*pi,0.2611978251108077*pi,4.285293028884315*pi) q[12];\nu3(3.277381493967365*pi,-0.042322290283483666*pi,1.2323184902758602*pi) q[13];\nu3(3.52740234518357*pi,0.8130639130441932*pi,1.8536805835791523*pi) q[14];\nu3(3.728608413565303*pi,2.62713699940567*pi,1.9928189864201151*pi) q[15];\nu3(3.658240324468405*pi,3.2838844119698223*pi,1.4980315760525422*pi) q[16];\nRxxyyzz(0.4544610592257402*pi,0.20771427393591013*pi,3.89224556432955*pi) q[11],q[0];\nRxxyyzz(0.45492642805434536*pi,0.226197865939945*pi,3.8274047286338213*pi) q[1],q[16];\nRxxyyzz(0.4545459513706396*pi,0.36529009844735505*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.45113863466832005*pi,0.22983209935225662*pi,0.067116212760054*pi) q[3],q[8];\nRxxyyzz(0.42663783351056905*pi,0.2999011990388252*pi,0.06197933598932058*pi) q[10],q[4];\nRxxyyzz(0.39580947131473015*pi,0.17112404263189332*pi,0.05068232579234269*pi) q[9],q[5];\nRxxyyzz(0.3589142099838601*pi,0.3107391905040249*pi,3.8977726821488208*pi) q[6],q[7];\nRxxyyzz(0.4505216748886395*pi,0.26393166241812094*pi,0.0*pi) q[13],q[12];\nu3(3.4860182273301623*pi,0.6108313419872997*pi,2.292715091099834*pi) q[0];\nu3(3.671006920516141*pi,0.18827585405521197*pi,1.1037664517793724*pi) q[1];\nu3(3.6774980531235975*pi,2.053865113943418*pi,4.313348735884408*pi) q[2];\nu3(3.195707601154799*pi,3.454727348155925*pi,1.6499864030194926*pi) q[3];\nu3(3.561064221436914*pi,3.3956984893305733*pi,4.262911894756391*pi) q[4];\nu3(3.544619899213252*pi,3.4728316192560182*pi,2.02381182975307*pi) q[5];\nu3(3.2025115648840767*pi,3.4843319891845055*pi,0.5649305562172486*pi) q[6];\nu3(3.796641258539813*pi,2.561102594495323*pi,1.477500301839071*pi) q[7];\nu3(3.153149349825765*pi,0.8755127222809387*pi,0.9168818887399598*pi) q[8];\nu3(3.8490244916599226*pi,3.37788570131752*pi,1.0434634041005915*pi) q[9];\nu3(3.182067894977386*pi,0.5752095349676953*pi,0.8037505644499623*pi) q[10];\nu3(3.6186412210021*pi,0.461643325895686*pi,1.0264588440485478*pi) q[11];\nu3(3.7321420688645914*pi,1.894490317400583*pi,1.7073899625249074*pi) q[12];\nu3(3.522385984731457*pi,2.9462089412361747*pi,0.6217983160250129*pi) q[13];\nu3(3.7793614200576897*pi,-0.24189471516080047*pi,0.588893979763402*pi) q[15];\nu3(3.8967634737636914*pi,1.8041727862331456*pi,2.4473281874231727*pi) q[16];\nRxxyyzz(0.44018376238071055*pi,0.17392026789487702*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4801168614434408*pi,0.39617546817105076*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.44022479918921026*pi,0.348854152458264*pi,0.23378259224918763*pi) q[6],q[4];\nRxxyyzz(0.42667340464382*pi,0.2822646774579845*pi,3.861412788642801*pi) q[12],q[7];\nRxxyyzz(0.4277025088019404*pi,0.1237612096654912*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.3967118347889854*pi,0.25104619150246155*pi,0.0*pi) q[15],q[9];\nu3(3.4692489435290206*pi,3.2215673486864533*pi,0.6312439951594457*pi) q[2];\nu3(3.7011041734591994*pi,2.423644175205509*pi,1.0923564493130478*pi) q[3];\nu3(3.366181442939418*pi,-0.23643251777402152*pi,0.5355769688340346*pi) q[4];\nu3(3.4061045517091886*pi,2.83961199888849*pi,0.9690957838769861*pi) q[5];\nu3(3.1986697592105706*pi,2.42130484241099*pi,1.650819936574943*pi) q[6];\nu3(3.5034029163873925*pi,2.9414278239440392*pi,1.9241165042323711*pi) q[7];\nu3(3.851173835428155*pi,0.32641609069198196*pi,0.5710349112480624*pi) q[8];\nu3(3.1432092594996344*pi,1.9645371254119954*pi,1.886845879155078*pi) q[9];\nu3(3.1361051600017706*pi,-0.33680049045769417*pi,3.789318988433334*pi) q[10];\nu3(3.1186044249938853*pi,-0.2140262303163899*pi,1.851077583091575*pi) q[12];\nu3(3.2705894990831883*pi,2.2916334336382227*pi,1.1696820881375674*pi) q[13];\nu3(3.385134821243107*pi,2.249123186166777*pi,2.0928374231185325*pi) q[15];\nmeasure q[5] -> c[3];\nRxxyyzz(0.35791613661886057*pi,0.17089851648381027*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.42332339856512047*pi,0.25429547075515546*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.39436880566733945*pi,0.28127092073023807*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.414623036001989*pi,0.12635008777546686*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.45338316958068003*pi,0.3395689677594409*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.3884184930431898*pi,0.12663599410525372*pi,0.09026628380617972*pi) q[6],q[11];\nRxxyyzz(0.4060799433856097*pi,0.1760927860857013*pi,0.11422189783656297*pi) q[9],q[8];\nRxxyyzz(0.3682996480151002*pi,0.20604341830517292*pi,0.1182860954760626*pi) q[10],q[16];\nu3(1.1038827811786682*pi,0.12078092956164943*pi,0.8981335762735593*pi) q[0];\nu3(3.228702580886459*pi,1.4652178202914123*pi,4.117602270642874*pi) q[1];\nu3(3.459458456390967*pi,2.995822824488808*pi,0.8287396937974707*pi) q[2];\nu3(3.3720909367519862*pi,2.0667443876326512*pi,1.8239910373985682*pi) q[3];\nu3(3.737458277937137*pi,0.536050036555469*pi,1.4138194942024835*pi) q[4];\nu3(3.7269228495104976*pi,-0.33189556586065627*pi,1.1252268481778547*pi) q[6];\nu3(3.861407860260655*pi,0.06794887435809605*pi,2.087875710291616*pi) q[7];\nu3(3.4316019305113725*pi,2.0280845222267727*pi,0.6154162569189564*pi) q[8];\nu3(3.4120232739385186*pi,0.7373808952045082*pi,4.444287066400239*pi) q[9];\nu3(3.234442548152934*pi,2.4689228538800956*pi,1.6208663904112233*pi) q[10];\nu3(3.444227784263329*pi,-0.09004110291154233*pi,1.3052868660055417*pi) q[11];\nu3(3.4414649523714393*pi,2.6863011875540805*pi,1.151042306047816*pi) q[12];\nu3(0.3700500184114771*pi,2.8958421834227623*pi,0.8865243595427019*pi) q[13];\nu3(3.297329989412856*pi,-0.4253002800915864*pi,1.2651005722658746*pi) q[14];\nu3(3.5181385946538692*pi,0.8545076379221728*pi,1.6769719207860734*pi) q[15];\nu3(3.3992592070319656*pi,-0.2414235593107219*pi,1.1745964254735461*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[15] -> c[2];\nmeasure q[1] -> c[4];\nmeasure q[8] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[3] -> c[11];\nmeasure q[0] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[7] -> c[14];\nmeasure q[2] -> c[15];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.193121690646344*pi,2.445266696818141*pi,2.0737878925984248*pi) q[0];\nu3(3.475465888801491*pi,0.9703993017933439*pi,0.6960667006469635*pi) q[1];\nu3(3.716935565877306*pi,2.2741131272732757*pi,4.082941559995497*pi) q[2];\nu3(3.4090716830358803*pi,3.2953688908416696*pi,1.6934681509480172*pi) q[3];\nu3(3.5426247587441844*pi,-0.10873901661688196*pi,2.713374075308038*pi) q[4];\nu3(3.32196596785373*pi,3.2209791859314416*pi,1.1128413328012488*pi) q[5];\nu3(3.6283377686481653*pi,3.4166807542179427*pi,1.839438987301596*pi) q[6];\nu3(3.752537784689239*pi,2.5963111785644744*pi,1.5549260674021983*pi) q[7];\nu3(3.4265398071030995*pi,2.900864504448772*pi,4.479620295537033*pi) q[8];\nu3(3.8615631077201393*pi,2.2237177255477985*pi,3.724705440109119*pi) q[9];\nu3(3.431578206263337*pi,2.2827664954290605*pi,2.1404390478244038*pi) q[10];\nu3(3.4783479310717316*pi,0.46938299821163154*pi,0.8259650375815686*pi) q[11];\nu3(3.9218224351789104*pi,-0.12036490916410242*pi,4.450027058256394*pi) q[12];\nu3(3.4564946626349573*pi,3.113225576544228*pi,1.031643278343311*pi) q[13];\nu3(3.378811169039635*pi,2.5368134981594617*pi,0.6904919677470374*pi) q[14];\nu3(3.2827246864418935*pi,-0.3098343615258532*pi,0.5259351637777776*pi) q[15];\nu3(3.7028822320855004*pi,-0.4407583654958508*pi,4.166180063797833*pi) q[16];\nRxxyyzz(0.4294516933596699*pi,0.19197160936836738*pi,3.92049481789341*pi) q[0],q[13];\nRxxyyzz(0.36132410555614003*pi,0.34450268477007795*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.43340947105120986*pi,0.1988914392590415*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3687497859019597*pi,0.21600839332816202*pi,0.04517899854471683*pi) q[4],q[11];\nRxxyyzz(0.3982310596828599*pi,0.11236203694953639*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.34815886782416416*pi,0.19585051851580404*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4434162231642702*pi,0.18021998383774918*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4567564721935199*pi,0.2505396198846863*pi,3.9352002314108603*pi) q[10],q[16];\nu3(3.236374895194936*pi,3.4915183142435624*pi,1.2889265992222403*pi) q[0];\nu3(3.79595889981869*pi,0.741005153055311*pi,2.2437549258895144*pi) q[1];\nu3(3.326841934365679*pi,0.019368853970252342*pi,1.1207058556993261*pi) q[2];\nu3(3.6132738080037172*pi,-0.47711961541458103*pi,0.571211179543954*pi) q[3];\nu3(3.500093387988796*pi,1.050006925794655*pi,4.459215692106268*pi) q[4];\nu3(3.027229101805411*pi,3.2540598573435564*pi,0.505469761625873*pi) q[5];\nu3(3.3290292421488754*pi,-0.260988031407171*pi,0.8996140820696573*pi) q[6];\nu3(3.6742105452175275*pi,0.7471106247009898*pi,0.588837153807344*pi) q[7];\nu3(3.5899222687174395*pi,0.20959757862942952*pi,0.9905607843939199*pi) q[8];\nu3(3.099900269792593*pi,3.026719716950555*pi,0.5691573450527967*pi) q[9];\nu3(3.6137978341971864*pi,3.109556828979269*pi,1.6499830003878806*pi) q[10];\nu3(3.3634988945050646*pi,-0.32469736623675394*pi,4.1466480924827716*pi) q[11];\nu3(3.0827420618543337*pi,2.5720422164229855*pi,2.295308212746672*pi) q[13];\nu3(3.45842570910107*pi,0.2981182261138031*pi,1.545453421092596*pi) q[14];\nu3(3.1954128863575386*pi,-0.22463537991008542*pi,0.9947476557214716*pi) q[15];\nu3(3.592194123319052*pi,0.03755628760195573*pi,1.2762063537057542*pi) q[16];\nRxxyyzz(0.3753877411790848*pi,0.2834540514078565*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3956647171851299*pi,0.33043452474644047*pi,3.8111780987094797*pi) q[1],q[10];\nRxxyyzz(0.37138040446548*pi,0.23452440374218914*pi,0.10079480485574147*pi) q[2],q[4];\nRxxyyzz(0.46146550433348044*pi,0.22553624779468429*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.40140694123500953*pi,0.24867688219989204*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.34849497570873933*pi,0.32053082072669636*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.3379769104913114*pi,0.1934012629424271*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4207638358572199*pi,0.14235966169084247*pi,0.0*pi) q[11],q[13];\nu3(3.444261789813155*pi,3.2197192186381978*pi,4.263395703356791*pi) q[0];\nu3(3.8478070182261335*pi,0.3358444071501161*pi,1.418986704626013*pi) q[1];\nu3(3.1321513725739907*pi,0.3426776459750439*pi,0.8000676215421533*pi) q[2];\nu3(3.165252210559015*pi,1.7441831808581743*pi,1.7002136251609912*pi) q[3];\nu3(3.388798069615266*pi,0.035988751314739886*pi,3.1270794982285817*pi) q[4];\nu3(3.1230603949448295*pi,-0.47690765686159753*pi,3.6001691504390125*pi) q[5];\nu3(3.9172120174662246*pi,-0.2574600861533142*pi,1.3723494202446647*pi) q[6];\nu3(3.264453131645514*pi,2.723923108486617*pi,0.6027998875250296*pi) q[7];\nu3(3.609801433871083*pi,-0.3836275989264152*pi,1.514813192719118*pi) q[9];\nu3(3.192402840072096*pi,-0.0019113075235046573*pi,1.593481323615771*pi) q[10];\nu3(3.510961552089559*pi,3.1000197333131903*pi,0.738995784104064*pi) q[11];\nu3(3.559175748677122*pi,3.288101919089979*pi,1.6894029973671367*pi) q[12];\nu3(3.3893818180417434*pi,1.2360841126393298*pi,1.436344263186611*pi) q[13];\nu3(3.5264591633935116*pi,2.67035657271476*pi,1.3777091140454432*pi) q[14];\nu3(3.5130503446909214*pi,3.3268374586058584*pi,1.1923289412697455*pi) q[15];\nu3(3.1433340614392415*pi,-0.353884535201731*pi,1.07968851138632*pi) q[16];\nRxxyyzz(0.3671051846230199*pi,0.14948251740633822*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.38060589250695986*pi,0.26295036429454943*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4253961774441103*pi,0.17413679289324888*pi,3.89083450216466*pi) q[8],q[3];\nRxxyyzz(0.39494652086667004*pi,0.09767538411286314*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.45076555829581993*pi,0.13816372796576568*pi,3.92292579754318*pi) q[5],q[6];\nRxxyyzz(0.3783410037085898*pi,0.2320237933359217*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.41051849347266944*pi,0.2543847532923436*pi,0.13073951190637773*pi) q[14],q[11];\nRxxyyzz(0.38062774552521983*pi,0.11244079376352734*pi,0.0*pi) q[16],q[12];\nu3(3.769715694017685*pi,2.6246557578995677*pi,0.6126782881294881*pi) q[0];\nu3(3.8799308673419812*pi,2.8115892730315153*pi,2.465502721004384*pi) q[2];\nu3(3.427873429734695*pi,-0.18910053487691453*pi,1.5822368750768963*pi) q[3];\nu3(3.8636493802645346*pi,2.9902601619049953*pi,4.213906117632102*pi) q[4];\nu3(3.4137055020956986*pi,-0.301057324378645*pi,1.4983637486979273*pi) q[5];\nu3(3.248353715209795*pi,0.3422178652767689*pi,0.6337808231809787*pi) q[6];\nu3(3.5283533030708902*pi,3.366343703292811*pi,1.0144488983804623*pi) q[7];\nu3(3.0704384749295484*pi,3.1148442140199344*pi,0.9046534204964543*pi) q[8];\nu3(3.0479286151077103*pi,3.2093946388712267*pi,0.7192972565057847*pi) q[9];\nu3(3.83719973118888*pi,0.007262560280646535*pi,1.6209185790182887*pi) q[10];\nu3(3.2641272037741413*pi,2.5972803294669564*pi,1.2915887824905123*pi) q[11];\nu3(3.47787783725228*pi,0.26299907524989397*pi,0.5870465641606674*pi) q[12];\nu3(3.6897774402329535*pi,0.5833021342967415*pi,1.8767670163025567*pi) q[13];\nu3(3.7395420301998468*pi,2.1617183429787032*pi,3.913752064095396*pi) q[14];\nu3(3.5839667069949908*pi,-0.31814569646266266*pi,2.137888422502592*pi) q[15];\nu3(3.345943019707545*pi,-0.401743841699697*pi,4.344249841504926*pi) q[16];\nRxxyyzz(0.4521777710962467*pi,0.25561247695121203*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.3897671350912998*pi,0.2610168689077349*pi,3.8111452543486295*pi) q[1],q[13];\nRxxyyzz(0.46052062317829956*pi,0.2690136607299918*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.3684593131225693*pi,0.3079561116011763*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4270028233887695*pi,0.29013645237201235*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4271686837689595*pi,0.1821388901808624*pi,3.93691002027173*pi) q[11],q[9];\nRxxyyzz(0.38886025571175864*pi,0.11379522270581621*pi,0.0*pi) q[15],q[12];\nRxxyyzz(0.4319144519571094*pi,0.12321541183865638*pi,3.907823751259621*pi) q[14],q[16];\nu3(3.5164928797717816*pi,0.3903237146632661*pi,1.3701273029654082*pi) q[0];\nu3(3.20265126401617*pi,1.6059342695899987*pi,2.410990018601393*pi) q[1];\nu3(3.8963826171369855*pi,0.3376812700748968*pi,2.3711532925568326*pi) q[2];\nu3(3.4574230204926915*pi,0.33516392880139356*pi,1.031088938361214*pi) q[3];\nu3(3.436395879050779*pi,3.347307484302108*pi,3.7724754901117006*pi) q[4];\nu3(3.6233520545071913*pi,2.844427995186686*pi,1.1685860514416597*pi) q[5];\nu3(3.753067412548512*pi,-0.1492656385272702*pi,4.2351802426296326*pi) q[6];\nu3(3.4104993274742585*pi,1.7048031604789369*pi,1.5375207217793991*pi) q[7];\nu3(3.3358425198449617*pi,2.3947040809240843*pi,0.6924844084706216*pi) q[9];\nu3(3.4290818085724166*pi,0.7103500573636186*pi,1.7156784523689528*pi) q[10];\nu3(3.2908334214363943*pi,3.345495127951036*pi,1.1719983369185218*pi) q[11];\nu3(3.4853023655653317*pi,0.1478267518034725*pi,1.6030721116842872*pi) q[12];\nu3(3.463521135359192*pi,1.8494752045514762*pi,0.5046929973508703*pi) q[13];\nu3(3.4240587521966477*pi,2.516615503279266*pi,1.9623826811273921*pi) q[14];\nu3(3.5497017855505106*pi,-0.4021777513751035*pi,2.0459344742638548*pi) q[15];\nu3(3.274001203269296*pi,2.156633985931429*pi,2.431147685630311*pi) q[16];\nRxxyyzz(0.41811285765527995*pi,0.0647036707443549*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3595164882443391*pi,0.1473764335843042*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3498114500963393*pi,0.05827625743537557*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.32995079720461995*pi,0.27799497915363114*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.45687897981027914*pi,0.1915721859929711*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.45043411187171023*pi,0.22507451844885318*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.3612555440955197*pi,0.15596301589365533*pi,3.9191593664230098*pi) q[14],q[11];\nRxxyyzz(0.40445938226039*pi,0.2887097161507399*pi,0.12749855334738366*pi) q[16],q[12];\nu3(3.4628369094250284*pi,2.1459631144450397*pi,1.5786959992811949*pi) q[0];\nu3(3.713942650221064*pi,3.1282868227582226*pi,4.114661884697773*pi) q[1];\nu3(3.5588615025822814*pi,0.1408860646142972*pi,1.353666023847647*pi) q[2];\nu3(3.3777794918034805*pi,2.9297940016627773*pi,4.482616844693086*pi) q[3];\nu3(3.651530818641156*pi,2.0393565871550656*pi,1.1721153644261801*pi) q[5];\nu3(3.8518865412792658*pi,0.02902730132665976*pi,0.7966572488025849*pi) q[6];\nu3(3.4229919442834325*pi,-0.04184544095061271*pi,0.9630308937423173*pi) q[7];\nu3(3.1115449967281075*pi,1.3111286759634115*pi,1.4388848732749497*pi) q[8];\nu3(3.874196178782583*pi,-0.3829716413995947*pi,1.1850334253562442*pi) q[9];\nu3(3.074851908995514*pi,0.9591669435935044*pi,1.4846371912307053*pi) q[10];\nu3(3.292855811160071*pi,-0.20634242462197422*pi,1.3891637682222822*pi) q[11];\nu3(3.743131728403274*pi,1.9192856675431353*pi,4.098109464052087*pi) q[12];\nu3(3.6302687213018707*pi,-0.4650789335550825*pi,0.9457251075036011*pi) q[13];\nu3(3.086944072981175*pi,0.08296955625546243*pi,1.8569913760422647*pi) q[14];\nu3(3.4561173188400653*pi,1.8970792822637952*pi,1.3640615290783997*pi) q[15];\nu3(3.449320903207178*pi,-0.2598172714351542*pi,0.9697445961743165*pi) q[16];\nRxxyyzz(0.4270737084409301*pi,0.27068430044618225*pi,3.8976119865349297*pi) q[14],q[0];\nRxxyyzz(0.3449204431388498*pi,0.2918306940422992*pi,3.716352213821919*pi) q[1],q[2];\nRxxyyzz(0.3745317220922306*pi,0.18134563842356266*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.45952721405905994*pi,0.2693701868652234*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.45616884825687976*pi,0.28384629011607904*pi,0.05461757643162608*pi) q[5],q[8];\nRxxyyzz(0.42421895694726974*pi,0.29951098103767215*pi,3.83100175213856*pi) q[11],q[6];\nRxxyyzz(0.4696525006741812*pi,0.25987462172332576*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.47151859545737196*pi,0.37816217065520774*pi,0.0*pi) q[12],q[9];\nu3(3.447959644786682*pi,0.7410930090466898*pi,1.7886174592777047*pi) q[0];\nu3(3.888920937558638*pi,2.87291655813722*pi,4.110688000436294*pi) q[1];\nu3(3.159254866404671*pi,3.4671471975066437*pi,2.065383556831759*pi) q[2];\nu3(3.5040723705353733*pi,0.23455910679233316*pi,0.6638417654529949*pi) q[3];\nu3(3.304689962642474*pi,-0.20725694622222113*pi,0.8470737593574076*pi) q[4];\nu3(3.3573674585559674*pi,-0.2638644781613828*pi,3.7788436759151995*pi) q[5];\nu3(3.7518789331196554*pi,-0.19481107321071095*pi,1.5496462877529509*pi) q[6];\nu3(3.7637813796704376*pi,0.5281243039986065*pi,0.5624840441177034*pi) q[7];\nu3(3.6070641900188063*pi,3.235554850485927*pi,3.676599242784073*pi) q[8];\nu3(3.6674508454177395*pi,3.0865672852884334*pi,4.20279374935494*pi) q[9];\nu3(3.329172863982829*pi,2.7808734076746244*pi,1.7279421170264173*pi) q[10];\nu3(3.3118657531651454*pi,3.1459640708930756*pi,1.7741047273359785*pi) q[11];\nu3(3.736483569910581*pi,0.241177902894393*pi,4.426995286359114*pi) q[12];\nu3(3.5402481024812507*pi,-0.2270573129478216*pi,0.9391627859887448*pi) q[13];\nu3(3.0860104258395205*pi,3.139546333910823*pi,2.4622511415723713*pi) q[14];\nu3(3.9283109532945404*pi,0.8674201716544574*pi,2.1325746419777465*pi) q[16];\nRxxyyzz(0.42328750532731*pi,0.24162149128811986*pi,0.04911976584114043*pi) q[1],q[0];\nRxxyyzz(0.47225243608989587*pi,0.39461487976360304*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.38623297683052643*pi,0.22973860208970054*pi,0.07130086497528465*pi) q[3],q[4];\nRxxyyzz(0.2567537521926897*pi,0.1578141302781071*pi,0.07501550486967812*pi) q[14],q[5];\nRxxyyzz(0.37792979387042974*pi,0.18143354415363924*pi,0.06137694977117436*pi) q[6],q[16];\nRxxyyzz(0.4643685246438397*pi,0.2732377314642209*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.4002539107284697*pi,0.22631979103926977*pi,0.09823306905943777*pi) q[11],q[12];\nu3(3.631803059957875*pi,0.6870652070104031*pi,0.5482453518315287*pi) q[0];\nu3(3.3737264459453256*pi,3.250842044067089*pi,2.238682972006752*pi) q[1];\nu3(3.5240269840066825*pi,2.3504182628056016*pi,4.460571212228105*pi) q[2];\nu3(3.4932059005539364*pi,-0.32276263653513737*pi,1.1804555263402707*pi) q[3];\nu3(3.386281914925042*pi,0.599768902358387*pi,0.6023406036682606*pi) q[4];\nu3(3.570992377114393*pi,3.1447243339421034*pi,3.648780634238989*pi) q[5];\nu3(3.482472043402794*pi,-0.2796423567006804*pi,2.1313630069499143*pi) q[6];\nu3(3.3644819257323615*pi,0.04002883165235227*pi,1.8450552667306197*pi) q[9];\nu3(3.7785880761575537*pi,2.6449203050556087*pi,1.862599762137782*pi) q[10];\nu3(3.2752823579139143*pi,1.1767415692239123*pi,4.044340181624516*pi) q[11];\nu3(3.446635341385419*pi,2.16220293625842*pi,1.1296685234575505*pi) q[12];\nu3(3.373853558185643*pi,2.634924988323011*pi,1.8951864889855827*pi) q[14];\nu3(3.7561333015135987*pi,2.542205459520568*pi,3.828770888030477*pi) q[15];\nu3(3.2228773418572514*pi,2.392369733136399*pi,1.0972199606054351*pi) q[16];\nRxxyyzz(0.3761492385447208*pi,0.1294171347125488*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4064916823548903*pi,0.10463304620609204*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.40676775861988945*pi,0.30582323955228485*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.30216248636728016*pi,0.10863612966993996*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.36262528571704655*pi,0.29527153978958287*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.3332183642623301*pi,0.16082850967290385*pi,0.12116317480297134*pi) q[10],q[8];\nRxxyyzz(0.3879763475039596*pi,0.2542842399257289*pi,0.13749359978939954*pi) q[15],q[12];\nu3(3.7354331593412535*pi,2.729236846272491*pi,0.638510813131349*pi) q[0];\nu3(3.6456330980726457*pi,-0.4663253764339266*pi,4.3316744122157385*pi) q[1];\nu3(3.44380989640309*pi,2.727231940088644*pi,1.5483215820030543*pi) q[2];\nu3(3.8333884641155156*pi,3.3039427285385994*pi,1.5016381248801756*pi) q[5];\nu3(3.228022331098739*pi,0.32958714723331384*pi,1.0245615751503032*pi) q[6];\nu3(3.132585475558037*pi,-0.4051010491541142*pi,1.8914265338117473*pi) q[7];\nu3(3.2460829436134913*pi,2.824751152665371*pi,1.5125527466899467*pi) q[8];\nu3(3.4604342715997243*pi,3.017142292091605*pi,1.3195831755821779*pi) q[9];\nu3(3.645567831416061*pi,1.7814212685101323*pi,0.7632012624277473*pi) q[10];\nu3(3.858994987297123*pi,-0.4156103023979121*pi,1.5961514107535926*pi) q[11];\nu3(3.800158163243244*pi,3.1291822478078872*pi,3.278387660674742*pi) q[12];\nu3(3.1469928480741056*pi,2.9943082060394994*pi,0.6322385439244278*pi) q[14];\nu3(3.1331253320703327*pi,3.1315203255313073*pi,3.5796567472930803*pi) q[15];\nu3(3.6330010520245954*pi,0.9209498072840974*pi,2.0125315292361803*pi) q[16];\nRxxyyzz(0.41231947604711994*pi,0.2316922139321751*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.44319043751796017*pi,0.22112448231064463*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.3772513033484808*pi,0.1665631886427681*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.44418669865665994*pi,0.1660688037853556*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.3267723993783302*pi,0.23399984423812947*pi,3.9143999644410705*pi) q[4],q[11];\nRxxyyzz(0.45141763533268*pi,0.15079694658397852*pi,3.88216796247539*pi) q[14],q[5];\nRxxyyzz(0.47112124827561963*pi,0.15680273527811162*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3586204617617099*pi,0.11971220916957215*pi,0.0*pi) q[10],q[9];\nu3(3.533611789402755*pi,2.065671736352317*pi,1.5607153234548918*pi) q[0];\nu3(3.5662561676715034*pi,3.1746440292497238*pi,1.0870517578959011*pi) q[1];\nu3(3.7608861592967187*pi,0.05726699251646272*pi,0.8299343902535661*pi) q[2];\nu3(3.4532880359410814*pi,3.2416839591798787*pi,1.1775771126722026*pi) q[3];\nu3(3.683755860601736*pi,2.665263165460116*pi,4.049739770310731*pi) q[4];\nu3(3.3725706526296726*pi,0.08979248537094531*pi,2.262002207408332*pi) q[5];\nu3(3.645966890293071*pi,0.42925623735753105*pi,2.257960750413135*pi) q[6];\nu3(3.427583676346623*pi,2.8210101516503974*pi,0.8230676559908476*pi) q[7];\nu3(3.3396003627930413*pi,0.14053597503486448*pi,4.288846135216031*pi) q[8];\nu3(3.3819954169165167*pi,2.5690080776732267*pi,2.1447249929225873*pi) q[9];\nu3(3.4880812702571045*pi,1.0898602017385324*pi,2.0039514339461184*pi) q[10];\nu3(3.891772437668289*pi,2.7456118974097836*pi,1.7196587288094376*pi) q[11];\nu3(3.546277435453443*pi,2.4407510401538914*pi,2.085784951149897*pi) q[12];\nu3(3.251531380914989*pi,-0.3770149349980658*pi,1.377405727937768*pi) q[13];\nu3(3.936532883006058*pi,3.255425266847423*pi,1.3544645793686216*pi) q[14];\nu3(3.5259912747217697*pi,0.11275504813744919*pi,1.2754458107367068*pi) q[16];\nRxxyyzz(0.34740051886857004*pi,0.11536981847031846*pi,0.08766398608582815*pi) q[0],q[2];\nRxxyyzz(0.3550304539955994*pi,0.32418787671449856*pi,3.9518458195976707*pi) q[7],q[1];\nRxxyyzz(0.37090667154493967*pi,0.2889518830696881*pi,0.1607421849459275*pi) q[3],q[13];\nRxxyyzz(0.4203752245303599*pi,0.22474065717027528*pi,3.89798791407606*pi) q[4],q[12];\nRxxyyzz(0.3401072790256209*pi,0.2592541795244919*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.42877795724129003*pi,0.23097308316609036*pi,3.9198520129118806*pi) q[14],q[6];\nRxxyyzz(0.40672029133981*pi,0.2684712812184595*pi,3.9537931818162395*pi) q[16],q[8];\nRxxyyzz(0.3530055600441698*pi,0.2704133092533709*pi,0.041652454773279945*pi) q[11],q[10];\nu3(3.280884747711859*pi,3.2036643538508427*pi,1.6626460444077087*pi) q[0];\nu3(3.3084849972208428*pi,1.437370125517555*pi,1.6449548649237433*pi) q[1];\nu3(3.876183905344849*pi,-0.4124265901930393*pi,3.8338743319926953*pi) q[2];\nu3(3.6770974956702447*pi,0.2964392883315151*pi,1.7358693003726948*pi) q[3];\nu3(3.5679835234786865*pi,2.44713880457498*pi,2.0598499286561083*pi) q[4];\nu3(3.2146122173061067*pi,3.4545344963885385*pi,4.414389907053061*pi) q[5];\nu3(3.187114902695556*pi,3.314064964353745*pi,1.4545977949932198*pi) q[6];\nu3(3.3747331000363903*pi,0.9534861778530015*pi,1.1517697919735723*pi) q[7];\nu3(3.423135482288236*pi,3.4200707441371394*pi,1.4684363398870657*pi) q[8];\nu3(3.7353246913297182*pi,-0.4096794384248671*pi,1.2970299289814937*pi) q[9];\nu3(3.624872073502178*pi,0.5834560519920173*pi,4.420061603164035*pi) q[10];\nu3(3.3350793782712174*pi,3.363870118008857*pi,1.9560140289192907*pi) q[11];\nu3(3.4093170084410644*pi,3.443920013967495*pi,1.0153403800688228*pi) q[12];\nu3(3.609161001084988*pi,3.2154218331046067*pi,4.262908543514386*pi) q[13];\nu3(3.592948740958399*pi,0.38191013360955217*pi,1.0386744875251326*pi) q[14];\nu3(3.4327298493238394*pi,-0.34405218600389165*pi,2.0699875734864612*pi) q[16];\nRxxyyzz(0.46491044843814744*pi,0.33722408262070236*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.30475987214065*pi,0.27395513119316917*pi,3.914090727630599*pi) q[11],q[1];\nRxxyyzz(0.28957988331553974*pi,0.18958131586067317*pi,3.9360859844461995*pi) q[5],q[2];\nRxxyyzz(0.33497959496787033*pi,0.0*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.3540969431371327*pi,0.18566114916736665*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.4128287208667198*pi,0.2916414835039664*pi,0.20270792081966788*pi) q[6],q[13];\nRxxyyzz(0.4405536621305193*pi,0.4099084225555685*pi,3.846403433930601*pi) q[14],q[7];\nRxxyyzz(0.39881085581195996*pi,0.2122868668503013*pi,0.04332788588905762*pi) q[9],q[8];\nu3(3.5440695077659368*pi,0.6723603731213217*pi,1.3300178654644739*pi) q[0];\nu3(3.7102137264266637*pi,0.1773644216224064*pi,0.6318516282662046*pi) q[1];\nu3(3.60656694475053*pi,0.15989487487423015*pi,1.3738444303287762*pi) q[2];\nu3(3.2903405576870717*pi,-0.21125243573503788*pi,2.1434360245811677*pi) q[3];\nu3(3.2646114422523937*pi,3.0534493331873733*pi,1.72178880092451*pi) q[4];\nu3(3.242609420108245*pi,3.0638473098990824*pi,1.7484128584078675*pi) q[5];\nu3(3.4966632412651055*pi,3.19359970458947*pi,0.7670614222196652*pi) q[6];\nu3(3.7153811009812188*pi,2.105325965575815*pi,1.4522921584118844*pi) q[7];\nu3(3.3170773807883895*pi,2.382826722206752*pi,0.8379596543385032*pi) q[8];\nu3(3.782598553667324*pi,0.23167021017692668*pi,3.901261978358774*pi) q[9];\nu3(3.460925773412059*pi,0.13810599974637894*pi,0.5274612047814007*pi) q[10];\nu3(3.4405858535765304*pi,1.0068419881825348*pi,0.6337474052136494*pi) q[11];\nu3(3.2450779993340078*pi,2.3873230102612153*pi,1.2523213503132602*pi) q[13];\nu3(3.4699901292713076*pi,1.87062370032743*pi,0.7290985910939907*pi) q[14];\nu3(3.1862406460348502*pi,3.0676929192799234*pi,1.829682198117063*pi) q[15];\nu3(3.4346748171289723*pi,-0.24361022047433223*pi,3.2323965194071125*pi) q[16];\nRxxyyzz(0.4617434765916403*pi,0.280785984168463*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.29899537859885017*pi,0.2632427200589369*pi,0.100267219735656*pi) q[8],q[2];\nRxxyyzz(0.4731512959686901*pi,0.3746759905029582*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.368929540128489*pi,0.29313205539054854*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.44771100085757054*pi,0.3068815096134233*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.4547574823827799*pi,0.2376989941889977*pi,0.20912232034428313*pi) q[11],q[13];\nu3(3.2340990499128517*pi,2.7208055524218056*pi,0.5507808081650727*pi) q[1];\nu3(3.8399129084160366*pi,-0.07577135046867484*pi,3.0783137839292696*pi) q[2];\nu3(3.563771067436005*pi,3.1348691892559457*pi,4.059896447233577*pi) q[5];\nu3(3.576811870069964*pi,0.6306494498475459*pi,1.2638362011096174*pi) q[6];\nu3(3.664934311385624*pi,0.6312897343151211*pi,0.6229869255737317*pi) q[7];\nu3(3.7969358475477932*pi,0.4848905165408818*pi,1.2031266502989593*pi) q[8];\nu3(3.618202772023372*pi,-0.4766375017782022*pi,0.8330181702512238*pi) q[9];\nu3(3.787309065935214*pi,3.300361865464862*pi,4.373190043015535*pi) q[11];\nu3(3.481947707424779*pi,0.38362536678150083*pi,1.134778438617161*pi) q[12];\nu3(3.0300979532558268*pi,2.70125256558068*pi,1.5386010585402603*pi) q[13];\nu3(3.252523024953116*pi,2.7447705182017597*pi,4.225491349078878*pi) q[14];\nu3(3.243491263030407*pi,0.39358763174424516*pi,2.237469442289032*pi) q[15];\nRxxyyzz(0.46836047867796005*pi,0.22069148530458982*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.37459287179793*pi,0.2981819674683047*pi,0.1610399753745228*pi) q[9],q[2];\nRxxyyzz(0.43575601261988506*pi,0.2356183945785677*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4829892301082507*pi,0.16697980955817615*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.21447598459160355*pi,0.12939432576913268*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.2921400748155506*pi,0.12808986698518698*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4464752500696998*pi,0.2863373218688343*pi,0.0*pi) q[15],q[10];\nu3(3.1383854934614566*pi,1.0036489981244656*pi,1.2985466528114908*pi) q[0];\nu3(3.489917645510389*pi,3.2516485442805467*pi,3.6001239483433682*pi) q[2];\nu3(3.5893645300190284*pi,3.427267330773732*pi,1.9985791717210672*pi) q[3];\nu3(3.725392978613406*pi,0.9630868815763831*pi,1.425957372819639*pi) q[4];\nu3(3.4121821628056126*pi,1.1883386019070699*pi,1.2723727105434535*pi) q[5];\nu3(3.5754007202284823*pi,0.33540328413534126*pi,1.5966100760610153*pi) q[7];\nu3(3.5536179310624973*pi,0.44368836568209824*pi,0.770847012978217*pi) q[8];\nu3(3.145012475287757*pi,0.5403312947163028*pi,1.4045345401028315*pi) q[9];\nu3(3.6574014838014346*pi,3.3510763254985347*pi,2.3539070020356085*pi) q[10];\nu3(3.680685223072441*pi,-0.3810559186532938*pi,0.9969856627092972*pi) q[11];\nu3(3.6962863492819777*pi,0.23276955128025445*pi,0.5217227252686752*pi) q[13];\nu3(3.1229541940599517*pi,-0.007342049375107296*pi,0.9613191770867799*pi) q[14];\nu3(3.4956564931128953*pi,0.4750274234757432*pi,1.475187312128622*pi) q[15];\nu3(3.5432422387117204*pi,-0.10477547244710028*pi,0.9173978062051416*pi) q[16];\nRxxyyzz(0.4451003950644601*pi,0.2672182447448451*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4158577867677997*pi,0.2474299614755676*pi,0.11960523897467897*pi) q[1],q[10];\nRxxyyzz(0.455919210115042*pi,0.22794797923583*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.45436953211324893*pi,0.153248237722016*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.43898637128952*pi,0.2264217663838315*pi,0.137635700206669*pi) q[14],q[6];\nRxxyyzz(0.38736158003959875*pi,0.2521859142680729*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.44090833503750027*pi,0.2823847386202838*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.4508840896326704*pi,0.21877075246656386*pi,0.09933567324558108*pi) q[12],q[11];\nu3(3.791153093190338*pi,-0.43485460527498876*pi,4.4023623222233725*pi) q[0];\nu3(3.4359538648346684*pi,3.3970311198707055*pi,0.8909293770325994*pi) q[1];\nu3(3.5433185719250453*pi,3.4874266861438206*pi,3.634636756860881*pi) q[2];\nu3(3.748703433065509*pi,0.272361255153438*pi,1.5325768891828453*pi) q[3];\nu3(3.5803659842606446*pi,2.4484744785907226*pi,1.2615199162212307*pi) q[4];\nu3(3.3688958538016496*pi,2.7461585853010098*pi,2.353370700220363*pi) q[5];\nu3(3.680139798334218*pi,2.8132061208688723*pi,1.4763262855398098*pi) q[6];\nu3(3.6808955487698984*pi,-0.10544834423218435*pi,2.251456724865498*pi) q[7];\nu3(3.9954068167105197*pi,2.6832041122165817*pi,2.461004879503955*pi) q[9];\nu3(3.206524388926583*pi,2.917290654826012*pi,1.5641290784237538*pi) q[10];\nu3(3.4388902324308552*pi,0.7351917413083697*pi,1.668859033795815*pi) q[11];\nu3(3.4359776982331294*pi,3.426405602429443*pi,2.600550136492909*pi) q[12];\nu3(3.386518625120928*pi,3.405126128312517*pi,2.445005921887347*pi) q[13];\nu3(3.3665590875045073*pi,2.1876601103299347*pi,4.177214377190345*pi) q[14];\nu3(3.2959177746349875*pi,0.5270790634396343*pi,2.1268481357585944*pi) q[15];\nu3(3.5963325924941376*pi,2.885786978994557*pi,0.8205753836929492*pi) q[16];\nRxxyyzz(0.43720706153280003*pi,0.17427704137547334*pi,3.9406045982800304*pi) q[0],q[6];\nRxxyyzz(0.31862014919839027*pi,0.22977646989814815*pi,3.8627426292061404*pi) q[1],q[11];\nRxxyyzz(0.39905056157962954*pi,0.19342813902137607*pi,0.12947071634003557*pi) q[13],q[2];\nRxxyyzz(0.4460476375871557*pi,0.1041306642076345*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.38652085237294964*pi,0.2423944527595081*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.4371206702697439*pi,0.25103357614640365*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4080197102225198*pi,0.3094793262268626*pi,3.8450995016702993*pi) q[14],q[9];\nu3(3.406172551027779*pi,3.0108213809983075*pi,1.8536724604530526*pi) q[0];\nu3(3.236831507828968*pi,1.6728879303342863*pi,0.9401738314424267*pi) q[1];\nu3(3.414059997981486*pi,1.4913926052359514*pi,4.253913659874645*pi) q[2];\nu3(3.644897101614399*pi,0.40826589307205163*pi,0.7922945634963722*pi) q[4];\nu3(3.2182891165427563*pi,-0.2693850049246185*pi,0.884744795500723*pi) q[6];\nu3(3.2031840649584433*pi,2.9592522738348177*pi,4.339589958767656*pi) q[7];\nu3(3.6010182230610184*pi,-0.4205006640600498*pi,1.4672310927565202*pi) q[8];\nu3(3.5450016771499753*pi,2.039741733919283*pi,0.8484826043507581*pi) q[9];\nu3(3.5996277021537924*pi,2.748937778248775*pi,0.5150966640695378*pi) q[10];\nu3(3.717376466974847*pi,0.012846718940940471*pi,1.1491113165992974*pi) q[11];\nu3(3.5536452468159996*pi,1.9347890640495753*pi,1.5688115486478424*pi) q[12];\nu3(3.6717591893949653*pi,0.3429659645289723*pi,1.351281527173009*pi) q[13];\nu3(3.5012035709910876*pi,-0.29311419533192695*pi,2.387331240714244*pi) q[14];\nu3(3.861957766588537*pi,-0.029906046402913944*pi,0.5822206176335643*pi) q[16];\nmeasure q[2] -> c[15];\nRxxyyzz(0.38286322878842016*pi,0.23641807151011496*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4186479553870698*pi,0.21788824252587388*pi,3.926692826551129*pi) q[1],q[6];\nRxxyyzz(0.29828228570138293*pi,0.1366522981621845*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4557226414420793*pi,0.23168451807491608*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.35662669439199984*pi,0.31947027426753616*pi,3.89166228651386*pi) q[7],q[13];\nRxxyyzz(0.3853459449394503*pi,0.3165233329164333*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.42017067905076033*pi,0.1431078827245812*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.3327983377335607*pi,0.2315585209052542*pi,0.0*pi) q[16],q[15];\nu3(3.3328303181821495*pi,0.03216451367276252*pi,2.351196462132861*pi) q[0];\nu3(3.5337082975905085*pi,0.13670672186312283*pi,2.0710756225215228*pi) q[1];\nu3(0.8573858013366038*pi,0.36252291050590946*pi,1.4464494224784914*pi) q[3];\nu3(3.195850483732123*pi,0.8025901239749595*pi,1.8352853084873995*pi) q[4];\nu3(3.5429018833219548*pi,-0.4225804561632863*pi,3.8139932026036845*pi) q[5];\nu3(3.4720305464519923*pi,-0.06257643217872921*pi,0.567850183270393*pi) q[6];\nu3(3.3192965641136123*pi,2.7346568319486733*pi,4.056291042874547*pi) q[7];\nu3(3.4719373839929926*pi,2.318513341269286*pi,1.860411836045021*pi) q[8];\nu3(3.5192761720691053*pi,3.4792495476468646*pi,0.7668067069026465*pi) q[9];\nu3(3.5792495818752466*pi,3.2408488740574426*pi,2.142176903464753*pi) q[10];\nu3(1.3885076458548962*pi,-0.21672155502866053*pi,0.7686461188171567*pi) q[11];\nu3(3.054669959239221*pi,1.3437949104535325*pi,1.5589322198335513*pi) q[12];\nu3(3.813973105277603*pi,2.934899726311814*pi,1.8751616616102804*pi) q[13];\nu3(3.84960583324441*pi,-0.22549058777929154*pi,0.8399427332511711*pi) q[14];\nu3(3.611308006653866*pi,0.3893643661470024*pi,2.284333710536784*pi) q[15];\nu3(3.427917422067023*pi,1.5632724589569182*pi,4.278306691739468*pi) q[16];\nmeasure q[11] -> c[8];\nmeasure q[3] -> c[11];\nRxxyyzz(0.4915102118113601*pi,0.23654121387666383*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.36658973524259947*pi,0.16303629822426433*pi,0.07056772936649115*pi) q[1],q[15];\nRxxyyzz(0.41950395847616306*pi,0.26164570259623143*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3852483671734729*pi,0.34259998667039704*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.38880874299893*pi,0.3144777560328045*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.3479008024896998*pi,0.3154394247626091*pi,0.05028094886641643*pi) q[9],q[16];\nRxxyyzz(0.4469310473828401*pi,0.18112401176412432*pi,3.9449042176608895*pi) q[12],q[13];\nu3(3.288713427320409*pi,0.3164208439663061*pi,4.18910227926135*pi) q[0];\nu3(3.6357565603051394*pi,-0.21679528605120985*pi,1.5800322687612187*pi) q[1];\nu3(3.3014961575879616*pi,-0.38117311927757314*pi,4.211070190009685*pi) q[4];\nu3(3.4270143184004844*pi,1.5473851223690023*pi,1.919060892885804*pi) q[5];\nu3(3.3422163582647*pi,-0.14347738301990387*pi,2.1987172411775213*pi) q[6];\nu3(3.792271751040301*pi,0.2139211228955551*pi,1.6733123064205428*pi) q[7];\nu3(3.7658315457345632*pi,0.9559831948174788*pi,2.3947580023324386*pi) q[8];\nu3(3.4080730730850406*pi,2.9139568767731996*pi,1.6110529087526428*pi) q[9];\nu3(3.796957236215699*pi,0.3774881089409372*pi,1.877067804684321*pi) q[10];\nu3(3.4989540269889696*pi,0.3858665782952909*pi,1.1163160991439518*pi) q[12];\nu3(3.3427127650077217*pi,0.008432662982117312*pi,1.7775533863515856*pi) q[13];\nu3(3.3117661557975584*pi,1.295966454390105*pi,1.5918771715012168*pi) q[14];\nu3(3.62796722469045*pi,-0.09184380314666363*pi,1.085784623046481*pi) q[15];\nu3(2.4895216594084983*pi,0.530446920995451*pi,4.244330164886781*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[14] -> c[2];\nmeasure q[5] -> c[3];\nmeasure q[9] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[15] -> c[9];\nmeasure q[13] -> c[10];\nmeasure q[4] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[6] -> c[14];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.744840860013713*pi,3.4484637618092497*pi,2.0429114919321414*pi) q[0];\nu3(3.7742886556350177*pi,3.367310325619293*pi,2.7041210721788724*pi) q[1];\nu3(3.057210539157649*pi,2.379494841695518*pi,1.0105837715636041*pi) q[2];\nu3(3.0899498655212865*pi,-0.4214754535504003*pi,1.685027840173278*pi) q[3];\nu3(3.1260399551703615*pi,0.34370426931745857*pi,4.361274828780758*pi) q[4];\nu3(3.761749354850138*pi,-0.22296623343687944*pi,2.980764628464911*pi) q[5];\nu3(3.409327950231366*pi,3.035479179851669*pi,4.254449631548749*pi) q[6];\nu3(3.5554556360912586*pi,2.6944399674062396*pi,4.374837355165086*pi) q[7];\nu3(3.72632391785746*pi,0.6556068624428266*pi,0.5951070055413352*pi) q[8];\nu3(3.399297820647832*pi,0.2640058759764926*pi,1.6013450761390589*pi) q[9];\nu3(3.3450571333443926*pi,-0.3493032399456778*pi,4.12746783777842*pi) q[10];\nu3(3.7714842196272405*pi,-0.12787025788347617*pi,3.350173567357537*pi) q[11];\nu3(3.6180622819816595*pi,3.4556242589897868*pi,2.957892234821575*pi) q[12];\nu3(3.7497435504683296*pi,0.2796071633586201*pi,3.8559841731260893*pi) q[13];\nu3(3.7384966911474318*pi,0.7676754548320823*pi,3.943920278796983*pi) q[14];\nu3(3.8808129871352235*pi,-0.385928017831338*pi,1.4035839925528588*pi) q[15];\nu3(3.714256281275633*pi,2.9939653890671725*pi,0.8067575579190889*pi) q[16];\nRxxyyzz(0.47047300491425015*pi,0.1999079003202322*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4070764397090098*pi,0.18965685274047603*pi,0.03916155506765577*pi) q[1],q[3];\nRxxyyzz(0.4552074796499696*pi,0.3598332861482762*pi,3.90523829120852*pi) q[2],q[11];\nRxxyyzz(0.43244955856085954*pi,0.2657797214119841*pi,0.09663120694162808*pi) q[4],q[9];\nRxxyyzz(0.33021455709973013*pi,0.16406715496843205*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4830307413617698*pi,0.25457974316659926*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.33701437532272094*pi,0.14612917635033085*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.46418898021434707*pi,0.3694579467292193*pi,0.0*pi) q[13],q[14];\nu3(3.7012380750200378*pi,2.1413085616929424*pi,1.7297890932581035*pi) q[0];\nu3(3.9275360542357944*pi,2.2141170527141636*pi,0.6690454589464448*pi) q[1];\nu3(3.377082810892849*pi,-0.2517156368233246*pi,1.4292760972800451*pi) q[2];\nu3(3.7160334049624466*pi,-0.0921087890868586*pi,1.53561819498162*pi) q[3];\nu3(3.108844937782627*pi,3.433550216351154*pi,1.254242527673803*pi) q[4];\nu3(3.7008495273449733*pi,0.8470857224056685*pi,2.3381512274367617*pi) q[5];\nu3(3.5399903382759508*pi,-0.15531868266609705*pi,2.2560801918577087*pi) q[6];\nu3(3.4260219609258087*pi,0.48751674301017256*pi,1.7510106509829748*pi) q[7];\nu3(3.3320116403871185*pi,1.2704483349892732*pi,2.14467732443564*pi) q[8];\nu3(3.711726962766089*pi,1.0702998421174605*pi,4.163929788474578*pi) q[9];\nu3(3.111905526062364*pi,0.19761080899181316*pi,2.1707013153656494*pi) q[11];\nu3(3.7262741952914453*pi,0.5249868600731196*pi,1.7944072158372733*pi) q[12];\nu3(3.717978047726711*pi,1.9438620618330607*pi,4.2608378983812605*pi) q[13];\nu3(3.763545333720458*pi,2.4823953622107076*pi,2.112799863044227*pi) q[14];\nu3(3.0831919263213767*pi,1.6662199551926706*pi,1.6066873591475521*pi) q[15];\nu3(3.4999433328462515*pi,0.5747640911452334*pi,2.202073195637494*pi) q[16];\nRxxyyzz(0.4058720978446296*pi,0.2691348304956891*pi,3.87218171915545*pi) q[0],q[12];\nRxxyyzz(0.3295623779754496*pi,0.17296417074748316*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3277462431845395*pi,0.2703583967030334*pi,3.8294587486608496*pi) q[2],q[14];\nRxxyyzz(0.3377795971381098*pi,0.21573043802455683*pi,0.062001246445010594*pi) q[3],q[5];\nRxxyyzz(0.39955724607802*pi,0.3604355507503576*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.3608544177458105*pi,0.13533355637198619*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.41993280653655946*pi,0.2910727677933314*pi,0.1361910098408366*pi) q[15],q[10];\nRxxyyzz(0.29066639886768014*pi,0.1647426098621252*pi,3.8925790813258203*pi) q[16],q[11];\nu3(3.774689694202656*pi,1.6277065587814628*pi,0.6233589435102704*pi) q[0];\nu3(3.242406250249928*pi,-0.4907269085456796*pi,1.8336782989679334*pi) q[1];\nu3(3.524658409328429*pi,0.14424991592765046*pi,1.049076620613027*pi) q[2];\nu3(3.682980934824585*pi,-0.19242362468563418*pi,3.9034255298393274*pi) q[3];\nu3(3.538335940664589*pi,0.046713152620223686*pi,1.3920442600299605*pi) q[4];\nu3(3.806666001551728*pi,-0.0994546858635264*pi,0.5312108502807874*pi) q[5];\nu3(3.705177824775068*pi,-0.02247694599444383*pi,2.4566770764004455*pi) q[7];\nu3(3.2651399431493595*pi,2.5546572339108478*pi,3.869129173282714*pi) q[8];\nu3(3.2743321258430202*pi,0.633708921102276*pi,0.7599020480186578*pi) q[9];\nu3(3.393040055319412*pi,0.5859352583217847*pi,4.3419684210753084*pi) q[10];\nu3(3.5279598591609567*pi,3.098734354638282*pi,1.6379837616932327*pi) q[11];\nu3(3.5792922184405604*pi,-0.14851802379319518*pi,1.7464178642021393*pi) q[12];\nu3(3.520375406365931*pi,3.476132820890677*pi,1.699990779998048*pi) q[13];\nu3(3.8330564163637053*pi,3.2239488407447165*pi,2.078259682846728*pi) q[14];\nu3(3.555301950365057*pi,2.5556493228552193*pi,0.7910225481658089*pi) q[15];\nu3(3.133120707058837*pi,0.402312569778983*pi,0.8005313872502894*pi) q[16];\nRxxyyzz(0.3723239903701496*pi,0.3355112013192283*pi,0.10302053553692975*pi) q[0],q[4];\nRxxyyzz(0.37703643245648966*pi,0.2826902620929759*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.3690980948619852*pi,0.138119284777801*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4236197108221196*pi,0.14970827291823244*pi,3.91902862970202*pi) q[3],q[7];\nRxxyyzz(0.3635153443084099*pi,0.20046872137861416*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.394778602542429*pi,0.33174207649720255*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.35652630351063963*pi,0.276271300448951*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.37563883883357*pi,0.3353434796846079*pi,3.8540011903988596*pi) q[12],q[14];\nu3(3.594300426482745*pi,2.006169945351906*pi,4.288564046085565*pi) q[0];\nu3(3.64376284476003*pi,2.4203387738063293*pi,1.2224492528637616*pi) q[1];\nu3(3.607090330380442*pi,-0.24056726962910324*pi,1.6053388633956966*pi) q[2];\nu3(3.253963757895209*pi,3.438941773110096*pi,2.2225319209460634*pi) q[3];\nu3(3.714698523153587*pi,2.916627752034547*pi,4.224670469957756*pi) q[4];\nu3(3.5628008342686073*pi,-0.3385357384760409*pi,0.8547778593555573*pi) q[5];\nu3(3.699489142687508*pi,0.22094527413369958*pi,4.250997971969311*pi) q[6];\nu3(3.237407021185588*pi,3.2791858742877382*pi,2.22796251361438*pi) q[7];\nu3(3.5037842643191714*pi,3.1957663902784765*pi,4.315895446313982*pi) q[9];\nu3(3.8076285923597775*pi,3.28027116963663*pi,1.6812729600120533*pi) q[10];\nu3(3.499571245544548*pi,3.414050607039048*pi,1.39139999546178*pi) q[11];\nu3(3.4494819645042405*pi,2.128665036158196*pi,0.803678691942106*pi) q[12];\nu3(3.261179149487388*pi,-0.1881996454706732*pi,1.243895103806258*pi) q[13];\nu3(3.563684617263256*pi,3.4500470044462705*pi,1.5996215339985607*pi) q[14];\nu3(3.9566079889784262*pi,2.855423415409103*pi,1.4622607629173212*pi) q[15];\nu3(3.7663669007191283*pi,2.9492981361666355*pi,1.1669913460993613*pi) q[16];\nRxxyyzz(0.39889185020525963*pi,0.29657796823355476*pi,0.0414235461069997*pi) q[0],q[14];\nRxxyyzz(0.38866600437981014*pi,0.26709008748558727*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4326839308369699*pi,0.21450385312663134*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.4568371303989594*pi,0.28262147176240404*pi,0.10564296207604322*pi) q[4],q[5];\nRxxyyzz(0.3996305865674904*pi,0.25769937517268016*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.35038131195987976*pi,0.22679191485120587*pi,3.8695538909123197*pi) q[11],q[8];\nRxxyyzz(0.4606750881594298*pi,0.23834367553418323*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.43900589805779*pi,0.2496012662691263*pi,0.1000662673741234*pi) q[15],q[12];\nu3(3.7927720852970888*pi,2.823972639307764*pi,3.315986161339728*pi) q[0];\nu3(3.635638864875405*pi,0.6040991594081071*pi,1.3174352816624535*pi) q[1];\nu3(3.3969020095803764*pi,3.0746359186074548*pi,0.7727022175071286*pi) q[2];\nu3(3.8991315653669654*pi,0.6161856005625492*pi,1.669288832193044*pi) q[3];\nu3(3.7903414917046128*pi,0.439060065224784*pi,4.299237966685998*pi) q[4];\nu3(3.2302950003368256*pi,2.5185506378270848*pi,1.2264218968060427*pi) q[5];\nu3(3.5057875962915355*pi,2.7587812065612622*pi,1.2216390706371212*pi) q[6];\nu3(3.6502709807617517*pi,2.776769210653029*pi,4.254067935657458*pi) q[7];\nu3(3.8272057083091493*pi,1.2479811775537244*pi,0.5100294998115349*pi) q[8];\nu3(3.5973075802983936*pi,-0.38304645985872965*pi,1.3468472112755459*pi) q[9];\nu3(3.68410991842039*pi,3.481744872340668*pi,1.4447321310073762*pi) q[11];\nu3(3.5774074508888787*pi,3.4626198772102224*pi,1.9689308799291958*pi) q[12];\nu3(3.2101554047393757*pi,0.24974649422372985*pi,2.2684526978836255*pi) q[13];\nu3(3.4738193059801423*pi,3.290076782751151*pi,4.478932155972653*pi) q[14];\nu3(3.752108922336932*pi,0.26342598946905005*pi,1.4497890104623046*pi) q[15];\nu3(3.5061445989253905*pi,2.6275551826251644*pi,1.4393245835551816*pi) q[16];\nRxxyyzz(0.44198793427753*pi,0.21851365063346195*pi,0.1216453229498507*pi) q[0],q[12];\nRxxyyzz(0.34894227918481924*pi,0.19321241692118285*pi,3.9421987122854496*pi) q[15],q[1];\nRxxyyzz(0.40826496030947007*pi,0.2910294630219687*pi,0.16964244486991203*pi) q[16],q[2];\nRxxyyzz(0.28672854208013043*pi,0.18598224156309395*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.46348925767683014*pi,0.36329230545161895*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.42870624898707055*pi,0.2623472574630441*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.34467484051643016*pi,0.21303715728530914*pi,0.20102265029245192*pi) q[6],q[8];\nRxxyyzz(0.33285182850975514*pi,0.31301930364679953*pi,0.0*pi) q[9],q[7];\nu3(3.779537980335346*pi,2.841071286491189*pi,1.765490155064335*pi) q[0];\nu3(3.3047141927867236*pi,0.4603166664790068*pi,2.161084203241421*pi) q[1];\nu3(3.7186194392534895*pi,3.110282032294864*pi,1.5772473083848515*pi) q[2];\nu3(3.7302955209118065*pi,0.5433598312131502*pi,1.176476022244508*pi) q[3];\nu3(3.349431967391927*pi,2.1345861999555016*pi,0.9147147568890954*pi) q[4];\nu3(3.8168654801900854*pi,2.982894607722072*pi,0.8844119920252989*pi) q[5];\nu3(3.8177314329346794*pi,0.9989320989847221*pi,1.3783495477526277*pi) q[6];\nu3(3.283038112271108*pi,-0.4126721353803291*pi,0.9331001034421607*pi) q[7];\nu3(3.458287127364927*pi,2.2862618145709126*pi,3.7139722456657327*pi) q[8];\nu3(3.535959749559955*pi,2.903652651963114*pi,3.6552567982768185*pi) q[9];\nu3(3.7225785137896747*pi,0.41917535652030935*pi,1.8181237270353514*pi) q[10];\nu3(3.423181423475192*pi,2.5737178568629804*pi,4.323400478770614*pi) q[11];\nu3(3.4452019800711997*pi,-0.4808123601784784*pi,2.74637176108513*pi) q[12];\nu3(3.6047400669582252*pi,0.5658868129818335*pi,2.129031987245762*pi) q[14];\nu3(3.6025054671333088*pi,0.811298303233932*pi,1.4144345919303418*pi) q[15];\nu3(3.5105265909775736*pi,2.4666149890224682*pi,1.294955971532897*pi) q[16];\nRxxyyzz(0.4490460251295798*pi,0.39996459826034125*pi,0.06318726647232698*pi) q[0],q[10];\nRxxyyzz(0.421417090363403*pi,0.3216434861260974*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.3564750445345693*pi,0.29293272194086484*pi,0.09356402745312309*pi) q[7],q[2];\nRxxyyzz(0.42995249274825*pi,0.20703910425025676*pi,0.09832593464068809*pi) q[4],q[8];\nRxxyyzz(0.3047833128435401*pi,0.08418211110201979*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.43003125756522975*pi,0.19328238094521755*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.4136021422010198*pi,0.19312262657764828*pi,3.9551936139095094*pi) q[11],q[12];\nRxxyyzz(0.4597903033155095*pi,0.24967960536516132*pi,0.0*pi) q[13],q[14];\nu3(3.5679762201674485*pi,2.77983191646315*pi,2.1493475242375006*pi) q[0];\nu3(3.2325012256795085*pi,-0.22588519955146324*pi,0.7780457652076586*pi) q[1];\nu3(3.7395199573826527*pi,-0.1359180615490016*pi,3.885043690480573*pi) q[2];\nu3(3.7799374171392657*pi,2.744171095377455*pi,0.6530617449354907*pi) q[4];\nu3(3.2237381049306673*pi,3.264916202003556*pi,0.8238404829859518*pi) q[5];\nu3(3.7326930150795383*pi,2.8184214179674125*pi,1.9539635343799535*pi) q[6];\nu3(3.1641310939322853*pi,-0.31753055049062906*pi,0.712016554863875*pi) q[7];\nu3(3.530794566021271*pi,3.3300777223411746*pi,3.2984665083016083*pi) q[8];\nu3(3.642310095927331*pi,0.18865626238005762*pi,1.6024232857699907*pi) q[9];\nu3(3.246302577794853*pi,0.9636798778201865*pi,1.872426893855312*pi) q[10];\nu3(3.1947572195409544*pi,-0.2745742908605532*pi,2.1991052853758823*pi) q[11];\nu3(3.549235810310549*pi,2.198277717757744*pi,0.5983705207197829*pi) q[12];\nu3(3.4655427866312443*pi,3.3988276464958718*pi,1.6574827897973368*pi) q[13];\nu3(3.215748968498551*pi,1.9067680385418337*pi,1.7341712113315366*pi) q[14];\nu3(3.655872276350743*pi,2.0564818502209627*pi,1.7972751216622695*pi) q[15];\nu3(3.8619245286930615*pi,2.2759558831294013*pi,0.8843415535071995*pi) q[16];\nRxxyyzz(0.41746373360484956*pi,0.25634023840632064*pi,0.19319367127755163*pi) q[0],q[4];\nRxxyyzz(0.40418751974885014*pi,0.16456256751706297*pi,3.9253045881424704*pi) q[1],q[5];\nRxxyyzz(0.4020348379963897*pi,0.1991895451740311*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.38037250295098*pi,0.28749152790115196*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.40268293897460966*pi,0.17003153801062298*pi,0.10147093048429216*pi) q[15],q[9];\nRxxyyzz(0.35766465838823924*pi,0.21289418835433827*pi,3.9008866645847498*pi) q[14],q[10];\nRxxyyzz(0.42843633958048954*pi,0.1788886873422566*pi,0.0*pi) q[13],q[11];\nRxxyyzz(0.4756533327931026*pi,0.1538242142985049*pi,0.0*pi) q[12],q[16];\nu3(3.4397032860914813*pi,3.427631264697153*pi,1.2838303398907005*pi) q[0];\nu3(3.3345735422926532*pi,-0.3637680587296675*pi,2.1545929659504908*pi) q[1];\nu3(3.4747218737577548*pi,0.9624799525429562*pi,1.1640182568944688*pi) q[2];\nu3(3.48780571141503*pi,2.7584947851525294*pi,0.624466353658196*pi) q[3];\nu3(3.1959125581824246*pi,2.5005092605611328*pi,4.240735409431829*pi) q[4];\nu3(3.580440282692862*pi,2.9389474246850877*pi,1.203537831116738*pi) q[5];\nu3(3.6220431150428154*pi,2.1987483313582215*pi,0.9344355760537452*pi) q[6];\nu3(3.639270472740463*pi,0.8038704008511137*pi,1.5933902019516974*pi) q[8];\nu3(3.6720643966607542*pi,3.100745708759968*pi,3.4698090389351455*pi) q[9];\nu3(3.612069280732279*pi,3.1658107012354066*pi,1.970349514444*pi) q[10];\nu3(3.9190207193030546*pi,0.7281726096761441*pi,0.8993507389331099*pi) q[11];\nu3(3.187205194475747*pi,3.363680163398887*pi,3.709852908878805*pi) q[12];\nu3(3.345489303604248*pi,2.6863456970119506*pi,1.0924980418616963*pi) q[13];\nu3(3.8898029282791233*pi,0.4668144427919124*pi,1.7741185613435642*pi) q[14];\nu3(3.389324899862193*pi,2.796953705886021*pi,4.1272534932149085*pi) q[15];\nu3(3.431221694884999*pi,2.916011998242668*pi,2.1456001129009934*pi) q[16];\nRxxyyzz(0.3833808829715695*pi,0.335632907434745*pi,3.865529533288211*pi) q[0],q[9];\nRxxyyzz(0.41347838974792017*pi,0.1589799310955089*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.4488678457030596*pi,0.16255141828056896*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.4062292386425201*pi,0.33815028844131656*pi,3.7784358422212296*pi) q[14],q[4];\nRxxyyzz(0.4283120851017096*pi,0.31348880694951914*pi,3.8602320428701606*pi) q[5],q[7];\nRxxyyzz(0.42211856931128966*pi,0.24424835119706625*pi,3.951017577223121*pi) q[10],q[6];\nRxxyyzz(0.29899791687692967*pi,0.13571298369485651*pi,0.0970825033509044*pi) q[13],q[15];\nu3(3.609735936566591*pi,-0.03001889946337377*pi,2.4135952842728754*pi) q[0];\nu3(3.2413445427757424*pi,-0.24705961562943257*pi,0.900951644892205*pi) q[1];\nu3(3.5169939156865655*pi,1.1210243073857236*pi,1.4336956134624852*pi) q[2];\nu3(3.2156334164387563*pi,1.326330413406967*pi,2.3606081887567707*pi) q[4];\nu3(3.9086821787910924*pi,2.8317968763342827*pi,1.620337139211352*pi) q[5];\nu3(3.482646294234905*pi,2.827209741752349*pi,1.760807626530815*pi) q[6];\nu3(3.8869749521667476*pi,2.5151434428843524*pi,0.9511709988418717*pi) q[7];\nu3(3.753468081927062*pi,2.1982078183454052*pi,2.327220469011145*pi) q[9];\nu3(3.765911422483643*pi,3.0194679336627273*pi,1.4738118966531384*pi) q[10];\nu3(3.175192201382388*pi,2.6920585753458415*pi,2.2480416091536983*pi) q[12];\nu3(3.093624847554813*pi,-0.3891241703827113*pi,2.2147062683303336*pi) q[13];\nu3(3.6542325067047763*pi,0.07315252975441033*pi,2.0227563913961983*pi) q[14];\nu3(3.6673719897278767*pi,3.294662570757081*pi,0.8692036788576689*pi) q[15];\nu3(3.695092952849*pi,3.0397179876309597*pi,1.893790133439448*pi) q[16];\nRxxyyzz(0.42981555141264016*pi,0.17528918279055888*pi,3.832760217521401*pi) q[0],q[3];\nRxxyyzz(0.39583468975263153*pi,0.3117838273361965*pi,3.9285462034720044*pi) q[1],q[7];\nRxxyyzz(0.41591001699409513*pi,0.2665174587282791*pi,3.8198105119017054*pi) q[15],q[2];\nRxxyyzz(0.4088711043642399*pi,0.19430516032401624*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4698298831717399*pi,0.3387169021039672*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.4186632254334902*pi,0.14624363504650303*pi,0.08535528183844071*pi) q[12],q[8];\nRxxyyzz(0.4508178334600195*pi,0.22716838465076616*pi,3.89589371520405*pi) q[11],q[9];\nRxxyyzz(0.4350029639959295*pi,0.3100211663076714*pi,0.22629829245833263*pi) q[13],q[10];\nu3(3.6799952806417835*pi,3.3225575797383824*pi,1.4064849509327408*pi) q[0];\nu3(3.7325268615250233*pi,0.33952058953552555*pi,1.3758265240323988*pi) q[1];\nu3(3.685152142257088*pi,3.073478262986093*pi,1.675492961375196*pi) q[2];\nu3(3.3361277980842394*pi,2.8197252156370594*pi,1.4602221207032227*pi) q[3];\nu3(3.2971516068330624*pi,0.021732169134645707*pi,4.274639398833917*pi) q[4];\nu3(3.745380977134325*pi,1.0607620876129662*pi,1.2423914591424334*pi) q[5];\nu3(3.1974768902626995*pi,0.4853985623901643*pi,1.788084548531558*pi) q[6];\nu3(3.6843947426120787*pi,-0.225051229251096*pi,0.8411798633857277*pi) q[7];\nu3(3.1773732815628284*pi,3.114281823133976*pi,1.2328622716804374*pi) q[8];\nu3(3.6776914622771293*pi,-0.3191633127538811*pi,1.6017855180129743*pi) q[9];\nu3(3.780127703070433*pi,-0.04030564675147219*pi,4.288990507084623*pi) q[10];\nu3(3.4939335619120513*pi,3.474012757441283*pi,2.1760456320280586*pi) q[11];\nu3(3.5407836570562643*pi,-0.12772871554550602*pi,2.9575476365519604*pi) q[12];\nu3(3.5329767973023216*pi,3.4165019290793*pi,0.7707944861518686*pi) q[13];\nu3(3.2406496218500234*pi,3.1828502429525813*pi,4.0171819575428245*pi) q[14];\nu3(3.398881009313941*pi,2.6712427857962564*pi,0.8068023894710623*pi) q[15];\nRxxyyzz(0.4553838756374101*pi,0.3567118132157676*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.38834413965004966*pi,0.3205789478932553*pi,3.88318461124807*pi) q[1],q[5];\nRxxyyzz(0.2330689184215302*pi,0.13036644175220102*pi,0.04240117454049841*pi) q[11],q[3];\nRxxyyzz(0.35916027988647015*pi,0.28437190567589976*pi,0.14648121474824283*pi) q[4],q[9];\nRxxyyzz(0.38571891713596906*pi,0.23399825210507225*pi,3.88519865906742*pi) q[14],q[6];\nRxxyyzz(0.3982342759624543*pi,0.11826234044471307*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.3811298245394098*pi,0.2857129432337228*pi,0.05120712362548611*pi) q[16],q[8];\nRxxyyzz(0.3795614830306802*pi,0.2722860343258723*pi,0.06305052556438628*pi) q[12],q[10];\nu3(3.4241847543036994*pi,0.17516911445983818*pi,4.209164387151702*pi) q[0];\nu3(3.269352266592645*pi,2.6150253411832556*pi,1.5878237689383163*pi) q[1];\nu3(3.36430701611714*pi,2.308708892185164*pi,0.728855883549081*pi) q[3];\nu3(3.948583545319677*pi,-0.44578851737378344*pi,2.2199102148427756*pi) q[4];\nu3(3.537083881528687*pi,3.158749633911254*pi,0.9104887311587853*pi) q[5];\nu3(3.3331659569506487*pi,2.113106774752538*pi,2.4797790589871727*pi) q[6];\nu3(3.383869460552984*pi,-0.3461283668028567*pi,0.5591113031732275*pi) q[7];\nu3(3.7791855092456403*pi,1.915743696033669*pi,4.409687922469171*pi) q[8];\nu3(3.571600422500467*pi,0.06728450285700904*pi,0.6312117061688659*pi) q[9];\nu3(3.9907504343091063*pi,2.903682091580529*pi,1.4266000261372658*pi) q[10];\nu3(3.1400902888174285*pi,2.689966555065488*pi,0.8871420695810003*pi) q[11];\nu3(3.3328635957587993*pi,0.3102705896511506*pi,1.6070162506266983*pi) q[12];\nu3(3.5751346237234625*pi,-0.1921438952369261*pi,1.4440608724742199*pi) q[13];\nu3(3.174226112869373*pi,0.9367021880795359*pi,2.081661261918615*pi) q[14];\nu3(3.304782346220493*pi,0.19846277114881639*pi,1.454728684718274*pi) q[15];\nu3(3.7314130505039613*pi,-0.08513315222380802*pi,1.9182804400872446*pi) q[16];\nRxxyyzz(0.45895166668304993*pi,0.3355981881229026*pi,0.08369708046026562*pi) q[0],q[11];\nRxxyyzz(0.21329834199552983*pi,0.16905535894187995*pi,3.9446803762232605*pi) q[14],q[2];\nRxxyyzz(0.32401452967695893*pi,0.2911579701269087*pi,0.1902259038984413*pi) q[4],q[3];\nRxxyyzz(0.3610885804304099*pi,0.2226228237518183*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4023403091031092*pi,0.27561875770823985*pi,0.04678582210930842*pi) q[9],q[8];\nRxxyyzz(0.3397656058970503*pi,0.2583239810233615*pi,0.0*pi) q[13],q[12];\nu3(3.6032261236091463*pi,-0.30487389189591063*pi,1.7955691212765381*pi) q[0];\nu3(3.6745600952225077*pi,-0.1302399998414403*pi,2.0550356415868123*pi) q[2];\nu3(3.715479050951912*pi,3.181735121744955*pi,0.806981548993736*pi) q[3];\nu3(3.261557770417592*pi,3.031431730167802*pi,2.41570555836576*pi) q[4];\nu3(3.514484622929978*pi,0.04920707569823546*pi,4.29428716531045*pi) q[6];\nu3(3.0956587910422972*pi,2.5554653691521607*pi,1.2029588802429534*pi) q[8];\nu3(3.223601996777339*pi,2.8929503400913665*pi,1.8148818830770055*pi) q[9];\nu3(3.5045296543859448*pi,-0.23604729314156625*pi,0.7971004850909182*pi) q[11];\nu3(3.823896088253518*pi,3.4953006129379585*pi,1.5866808232564171*pi) q[12];\nu3(3.733687157508468*pi,2.6208084490311347*pi,2.4698637721882863*pi) q[13];\nu3(3.841735182445399*pi,0.2606392139673074*pi,2.0383626299759934*pi) q[14];\nu3(3.5067289102798287*pi,3.214469777310833*pi,4.044302753473885*pi) q[16];\nRxxyyzz(0.42589009856235904*pi,0.29075273184701406*pi,3.8443847713266495*pi) q[0],q[15];\nRxxyyzz(0.38834231284568016*pi,0.3217024432112093*pi,3.9519158813162503*pi) q[1],q[11];\nRxxyyzz(0.33208133156802955*pi,0.28182464075992564*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4596948727184792*pi,0.20254140875299786*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4052004444178604*pi,0.1868282392989461*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.45658738674123*pi,0.2275646002285382*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.4181490286229116*pi,0.18212284106567855*pi,0.0*pi) q[14],q[13];\nu3(3.167664379165863*pi,3.2683427553055346*pi,1.797373859339841*pi) q[0];\nu3(3.5200601189154663*pi,-0.3605208858113071*pi,1.3695017850847147*pi) q[1];\nu3(3.2718454301190927*pi,-0.13059205142550767*pi,0.6655698659805527*pi) q[2];\nu3(3.546876040653558*pi,1.5405612019839792*pi,0.7561500671272634*pi) q[5];\nu3(3.7286907474600763*pi,0.5342596764291074*pi,1.651299760820243*pi) q[6];\nu3(3.3491136156553156*pi,0.9465428913871072*pi,1.3653241389440733*pi) q[7];\nu3(3.55539802548227*pi,-0.18827088223328686*pi,2.3249398880183323*pi) q[8];\nu3(3.235172109433927*pi,2.6574510372567812*pi,0.9334880054272113*pi) q[9];\nu3(3.1617659570005405*pi,-0.031987623569965984*pi,3.5099078350241277*pi) q[10];\nu3(3.7569339542159095*pi,0.6296587461881202*pi,2.4648278712089224*pi) q[11];\nu3(3.5343455667640122*pi,0.5077969245526817*pi,1.4158208560814005*pi) q[13];\nu3(3.71677679681074*pi,-0.33907698006798503*pi,4.171267310116819*pi) q[14];\nu3(3.165422200517865*pi,0.46762542320069933*pi,2.207670317781395*pi) q[15];\nu3(3.2514094088220284*pi,1.2749611681410387*pi,1.4527033018985493*pi) q[16];\nRxxyyzz(0.28779691934147006*pi,0.1697900633760181*pi,3.91233066758584*pi) q[0],q[13];\nRxxyyzz(0.43451308059170113*pi,0.22164672378603179*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.43134747774214377*pi,0.3238082164278764*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.31980290215254037*pi,0.1361331263269534*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.41024519344999977*pi,0.2703380514924323*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4552349684936102*pi,0.23252452820039005*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.4503528274563502*pi,0.2228166396833231*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.41680314847742966*pi,0.1430656086804855*pi,0.10258442612466606*pi) q[12],q[16];\nu3(3.650963644406383*pi,3.4289389968076014*pi,3.143483532708504*pi) q[0];\nu3(3.6829427316328163*pi,0.47460555447298713*pi,2.079646512460555*pi) q[1];\nu3(3.3855566396516847*pi,2.7865347664019104*pi,2.374545025554665*pi) q[2];\nu3(3.8957863811184312*pi,0.004980343805487952*pi,0.7015421175832711*pi) q[4];\nu3(3.4379165731246033*pi,0.10215180442498706*pi,0.5848362673419977*pi) q[5];\nu3(3.72829955753582*pi,0.16298623570343473*pi,4.434729643614275*pi) q[6];\nu3(3.4547728279347307*pi,1.2162305152126995*pi,1.6760624830260882*pi) q[7];\nu3(3.516468102090792*pi,-0.29965383401605106*pi,4.013135928978491*pi) q[8];\nu3(3.277549875112014*pi,-0.08965351078324219*pi,4.2374750324616315*pi) q[9];\nu3(3.60584410745869*pi,3.398804856227836*pi,2.295388742556396*pi) q[10];\nu3(3.793655908654259*pi,3.0224018012060627*pi,1.3297604727745818*pi) q[11];\nu3(3.9349576155691177*pi,-0.36613519036155917*pi,4.362656529399452*pi) q[12];\nu3(3.8616751740780524*pi,0.14880623791454828*pi,0.5996288054913781*pi) q[13];\nu3(3.846384849945768*pi,-0.2362365328455892*pi,4.119291420265344*pi) q[14];\nu3(3.6780384498452587*pi,3.1531054402021543*pi,0.6897598413366829*pi) q[15];\nu3(3.480531608404892*pi,2.6942394085487074*pi,4.4899730720315505*pi) q[16];\nRxxyyzz(0.3146212865319543*pi,0.2615466862392869*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.30816849708871297*pi,0.25794170751494505*pi,0.0997219673737253*pi) q[1],q[3];\nRxxyyzz(0.44468384369428016*pi,0.3658899292031901*pi,3.923704783957829*pi) q[2],q[8];\nRxxyyzz(0.3771246807019005*pi,0.28276009153854353*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.43895615894702067*pi,0.3310417942573247*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.4405382447376595*pi,0.14901340764656995*pi,0.08992035303488145*pi) q[6],q[9];\nRxxyyzz(0.42415453192778996*pi,0.32855408253996193*pi,0.1279128301218242*pi) q[11],q[16];\nRxxyyzz(0.38531746868858013*pi,0.20007691842898578*pi,3.87976415526774*pi) q[12],q[13];\nu3(3.8298451084879064*pi,-0.08824168446062247*pi,2.0207874093879172*pi) q[0];\nu3(3.248978434751029*pi,2.6388288834994036*pi,4.381268198240095*pi) q[1];\nu3(3.0458850585704047*pi,-0.1315292182520319*pi,0.8653991977496949*pi) q[2];\nu3(3.2563404636061044*pi,-0.018227885219320505*pi,0.7027937958561166*pi) q[3];\nu3(3.467148952540674*pi,3.3291297891546066*pi,4.338222470425287*pi) q[4];\nu3(3.5421647724516436*pi,0.8812614236875591*pi,0.6673321453695155*pi) q[5];\nu3(3.395657681819203*pi,-0.4219037964170677*pi,3.6352943056802562*pi) q[6];\nu3(3.236701696484767*pi,3.171648507072963*pi,0.6833267935584625*pi) q[8];\nu3(3.4638015337135224*pi,3.0413340974366445*pi,4.499204554700075*pi) q[9];\nu3(3.2892551963755836*pi,0.6541897825777214*pi,2.0103689779150744*pi) q[10];\nu3(3.255764755568037*pi,2.9452395038724166*pi,3.142631226046434*pi) q[11];\nu3(3.511845039537185*pi,0.6050734364750525*pi,1.854807731375171*pi) q[12];\nu3(3.1825773296766284*pi,-0.2745227555702653*pi,1.1628606217983286*pi) q[13];\nu3(3.5522877503947003*pi,-0.2183687562806173*pi,1.5232096488549596*pi) q[14];\nu3(3.1187620534805194*pi,-0.25723489620868795*pi,1.1282257818173445*pi) q[15];\nu3(3.283954312283126*pi,0.4302491824924759*pi,3.9175693185499574*pi) q[16];\nRxxyyzz(0.4124342126534995*pi,0.14285799010925476*pi,3.9454153891669606*pi) q[11],q[0];\nRxxyyzz(0.4508938850492975*pi,0.10694908860643104*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.37453954873105955*pi,0.2921852570316711*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.3461774117194506*pi,0.16656377518775178*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.48865588821644*pi,0.2891849129999562*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.31116338689762013*pi,0.16988958802488396*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.499567613408638*pi,0.268523735773575*pi,0.0*pi) q[14],q[16];\nu3(3.577874075561692*pi,0.04634082679072349*pi,1.6661144748318168*pi) q[0];\nu3(3.432368299693132*pi,2.755255378132167*pi,1.6083091091019195*pi) q[2];\nu3(3.877315039835557*pi,0.21242678314082575*pi,1.263080277098943*pi) q[4];\nu3(3.534218044109593*pi,2.635027148854374*pi,1.9308983964283906*pi) q[5];\nu3(3.778148377801015*pi,-0.2645745274380287*pi,1.1647216964400258*pi) q[6];\nu3(3.4554104831380132*pi,0.5018971231348717*pi,0.7143427435642776*pi) q[7];\nu3(3.8440697010237423*pi,-0.34165572542546085*pi,1.2299671510736756*pi) q[8];\nu3(3.4314267477485885*pi,3.3581254456017353*pi,4.123518587413916*pi) q[9];\nu3(3.415406618005701*pi,-0.3420351668771381*pi,1.68768533096264*pi) q[10];\nu3(3.8711143741561713*pi,1.0508479032228433*pi,0.7107769785596711*pi) q[11];\nu3(3.4498509464921607*pi,3.067900348425991*pi,2.4480872533830818*pi) q[13];\nu3(3.5952456616300714*pi,3.0655050622397044*pi,0.9064297667461009*pi) q[14];\nu3(3.370971043662131*pi,1.9006722241791545*pi,1.8559098696991643*pi) q[15];\nu3(3.626270461348064*pi,-0.2947486322647765*pi,1.5573276490778825*pi) q[16];\nRxxyyzz(0.3594596148581695*pi,0.17281848611196704*pi,0.11660113734824096*pi) q[0],q[3];\nRxxyyzz(0.39493250898456006*pi,0.24760753846418385*pi,3.9245796975997695*pi) q[11],q[1];\nRxxyyzz(0.41366822847170526*pi,0.216066122952012*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.34036186029245996*pi,0.255667862999593*pi,3.9408539346658107*pi) q[16],q[4];\nRxxyyzz(0.45670954918085993*pi,0.16526075412520946*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4584799336020202*pi,0.31469047658780974*pi,3.9304146808261002*pi) q[9],q[6];\nRxxyyzz(0.38930163667786977*pi,0.2629711420171819*pi,3.895044496419431*pi) q[15],q[10];\nRxxyyzz(0.4704424095349562*pi,0.2554907181377848*pi,0.0*pi) q[14],q[13];\nu3(3.8736775904670178*pi,2.0078060660845614*pi,1.3509921567229635*pi) q[0];\nu3(3.693221400833552*pi,-0.45931457718834745*pi,2.375304205194455*pi) q[1];\nu3(3.2627369701468094*pi,2.897718768472826*pi,1.7908732302036225*pi) q[2];\nu3(3.710703880502472*pi,-0.17091437843159807*pi,3.764994165114013*pi) q[3];\nu3(3.5384227690495247*pi,2.892645101012493*pi,1.081971447235139*pi) q[4];\nu3(3.50585528507168*pi,1.3164791336737183*pi,1.6108188977887945*pi) q[5];\nu3(3.6312560195419565*pi,0.13901478876793327*pi,2.091107635302233*pi) q[6];\nu3(3.6810916712223793*pi,0.06776819876813234*pi,0.5906356881637825*pi) q[8];\nu3(3.2891511899090573*pi,3.3031258294986636*pi,2.371894318541468*pi) q[9];\nu3(3.6324806238015483*pi,2.64665476597213*pi,1.846665787401442*pi) q[10];\nu3(3.267963139477307*pi,-0.17861300806877972*pi,2.3410200726683286*pi) q[11];\nu3(3.274529721128803*pi,3.2390002773784854*pi,3.8951265343246715*pi) q[12];\nu3(3.4283768645341404*pi,2.283812694080331*pi,2.057540779299286*pi) q[13];\nu3(3.7605691859836976*pi,3.0422749996051195*pi,2.3877393639157827*pi) q[14];\nu3(3.56005098107794*pi,0.9366411984198075*pi,0.7026197928163547*pi) q[15];\nu3(3.7082833955412076*pi,0.488292380650416*pi,0.5789718191262396*pi) q[16];\nmeasure q[14] -> c[8];\nRxxyyzz(0.3300262818798604*pi,0.21274073873275245*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.41005592794297097*pi,0.25578219505043187*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4423069444570702*pi,0.13610427730618294*pi,0.07492509866982608*pi) q[4],q[3];\nRxxyyzz(0.4667534657608795*pi,0.3576913297567347*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4102506327076001*pi,0.40510127863100165*pi,0.16821828416242646*pi) q[11],q[6];\nRxxyyzz(0.4277823488464998*pi,0.24347438068613242*pi,3.8758611026776997*pi) q[9],q[7];\nRxxyyzz(0.44969509825271997*pi,0.21715443322937306*pi,3.8488706756194806*pi) q[8],q[15];\nRxxyyzz(0.3666074095127194*pi,0.169842494410271*pi,0.0*pi) q[16],q[10];\nu3(1.3063827685067697*pi,0.9179365543088327*pi,0.9935716465597323*pi) q[0];\nu3(3.5290225068714904*pi,-0.1446340264938878*pi,2.313928476769588*pi) q[1];\nu3(3.6391371317685084*pi,0.1393188025990746*pi,2.256968044283137*pi) q[2];\nu3(3.245078765520601*pi,-0.478068569802911*pi,3.2693872384780236*pi) q[3];\nu3(3.53557090889399*pi,2.62824666469014*pi,0.6315638885579714*pi) q[4];\nu3(3.264459423632143*pi,2.4117371509597048*pi,0.9212052065908098*pi) q[5];\nu3(3.611659348550201*pi,0.7579207304810462*pi,4.197524211984613*pi) q[6];\nu3(3.4255529243925684*pi,-0.08597741361724731*pi,2.150417107873232*pi) q[7];\nu3(3.2883925715497004*pi,0.5718781352455871*pi,2.0850789794180153*pi) q[8];\nu3(3.1184503860683974*pi,0.42906285730310767*pi,2.406817977599298*pi) q[9];\nu3(3.575300511063264*pi,-0.4799163698526843*pi,0.5955602720306805*pi) q[10];\nu3(3.670935867649415*pi,1.7784134985750715*pi,4.193795242515432*pi) q[11];\nu3(0.5867924741335612*pi,0.6519819838734173*pi,1.835613886345321*pi) q[12];\nu3(3.8369550439523907*pi,0.9261579495589523*pi,0.6011862402420123*pi) q[13];\nu3(3.1279496666993762*pi,1.1956099659497545*pi,2.4021962125857006*pi) q[15];\nu3(3.38338333038884*pi,2.2463408409369663*pi,1.7936274092198268*pi) q[16];\nmeasure q[13] -> c[0];\nmeasure q[16] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[11] -> c[4];\nmeasure q[6] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[15] -> c[9];\nmeasure q[0] -> c[10];\nmeasure q[4] -> c[11];\nmeasure q[2] -> c[12];\nmeasure q[3] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[7] -> c[15];\nmeasure q[1] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6554586917976075*pi,-0.46354837287386086*pi,0.8292680359947482*pi) q[0];\nu3(3.5633018365226397*pi,2.023031341313073*pi,1.085549829378492*pi) q[1];\nu3(3.3396885006329535*pi,3.0020650674184433*pi,3.0346136816905007*pi) q[2];\nu3(3.6948077896875*pi,3.284860733350902*pi,3.7019703126278642*pi) q[3];\nu3(3.4730490691531504*pi,3.185772838128613*pi,2.4055110934339794*pi) q[4];\nu3(3.243637446929497*pi,0.15451402801818792*pi,3.9391208733471292*pi) q[5];\nu3(3.033144687067019*pi,3.0264525007515033*pi,1.3561962622079204*pi) q[6];\nu3(3.346329382297971*pi,0.03822679991210087*pi,1.8582833767070204*pi) q[7];\nu3(3.2692228742222738*pi,-0.13554433717924508*pi,1.604960251145028*pi) q[8];\nu3(3.5508882854832784*pi,0.7764370052535476*pi,1.0522510549555015*pi) q[9];\nu3(3.550923373273539*pi,0.2529723872022399*pi,3.4841166854209895*pi) q[10];\nu3(3.6530996891950993*pi,2.613239984370486*pi,3.3856736511511962*pi) q[11];\nu3(3.57183546389542*pi,-0.0010773807701889293*pi,1.374181232894006*pi) q[12];\nu3(3.6741712217637206*pi,0.7558886085652645*pi,1.079764745872475*pi) q[13];\nu3(3.7564147790720286*pi,3.086243210054727*pi,3.1701808808075915*pi) q[14];\nu3(3.6651247942691394*pi,3.33619668536359*pi,2.9894532983904023*pi) q[15];\nu3(3.8418447048303457*pi,3.1275553408046592*pi,0.9831150150505537*pi) q[16];\nRxxyyzz(0.4196250001055599*pi,0.22738820006085514*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.41551082092379055*pi,0.2985194779794649*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.35985992993195326*pi,0.06663579800197894*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.4318765240534103*pi,0.3109241905455469*pi,0.10576208080283285*pi) q[4],q[8];\nRxxyyzz(0.26349768763290404*pi,0.1951319343986807*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.42913115723645007*pi,0.3311327151103849*pi,3.882634907777881*pi) q[6],q[12];\nRxxyyzz(0.35733213377543993*pi,0.30068715388256373*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.40318353744031976*pi,0.20308333612617713*pi,0.0*pi) q[11],q[15];\nu3(3.456283536288711*pi,2.0533075990966285*pi,1.7050776645150305*pi) q[0];\nu3(3.5669106555782926*pi,1.1368692657936925*pi,1.4388618967973736*pi) q[1];\nu3(3.6480379711137787*pi,3.3437648511498317*pi,1.3915765346083737*pi) q[2];\nu3(3.4319324053913034*pi,2.871791114491284*pi,0.6643969777986545*pi) q[3];\nu3(3.696354575029684*pi,3.073786555083903*pi,0.7201029685178183*pi) q[4];\nu3(3.8814353226008245*pi,2.243838548824998*pi,2.4627744373317073*pi) q[5];\nu3(3.573292426976082*pi,-0.11404303604986088*pi,1.2883546448993854*pi) q[6];\nu3(3.5392820167304047*pi,-0.32368900882478147*pi,2.438518062531209*pi) q[7];\nu3(3.16917589060694*pi,3.056652303802252*pi,1.6601781607366424*pi) q[8];\nu3(3.6956862136248048*pi,0.5647194854889497*pi,1.160662529406185*pi) q[9];\nu3(3.7727907806354692*pi,3.214955584874092*pi,4.097703220141371*pi) q[10];\nu3(3.6846244659172935*pi,2.8321169303378704*pi,1.3630458888965866*pi) q[11];\nu3(3.5851102671979245*pi,0.9963008404900695*pi,1.1386398399798277*pi) q[12];\nu3(3.800042901641333*pi,0.17076204757435232*pi,0.9157858540916104*pi) q[14];\nu3(3.400454577156923*pi,-0.3754108987441621*pi,2.200697728023327*pi) q[15];\nu3(3.7519419430185352*pi,-0.24834720076061761*pi,1.2823219845417682*pi) q[16];\nRxxyyzz(0.25680074413861087*pi,0.11194889513124728*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.4460147889624997*pi,0.4100569512187492*pi,3.9327416694252904*pi) q[15],q[2];\nRxxyyzz(0.45340936114204*pi,0.3658578460295729*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4432778963343895*pi,0.402660598801611*pi,3.9263258835035106*pi) q[4],q[10];\nRxxyyzz(0.44958055660708984*pi,0.2793111083285248*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.33854950712628*pi,0.3256743171460368*pi,3.9384378134222704*pi) q[14],q[12];\nRxxyyzz(0.36600138766724655*pi,0.16892785251664888*pi,0.0*pi) q[16],q[13];\nu3(3.3158912851442137*pi,3.0951179145743692*pi,1.242310616787062*pi) q[1];\nu3(3.8171528523025007*pi,2.708458965129524*pi,4.424211068126362*pi) q[2];\nu3(3.210865251678012*pi,1.1457502797997088*pi,4.448262517186416*pi) q[3];\nu3(3.8582881699853977*pi,3.3944871674449235*pi,4.192890393628375*pi) q[4];\nu3(3.2572195209958776*pi,3.100049873904365*pi,4.010960924198725*pi) q[6];\nu3(3.5527339292720597*pi,2.45560192322704*pi,4.1399970843170735*pi) q[7];\nu3(3.053158999459996*pi,3.128192359122644*pi,2.055303676713681*pi) q[8];\nu3(3.4066054066081684*pi,0.00831191273473797*pi,2.3682939904993594*pi) q[10];\nu3(3.5529086792378646*pi,0.8089405086891648*pi,0.9076687871793716*pi) q[11];\nu3(3.4662587409824135*pi,1.113805678685075*pi,1.238069957649786*pi) q[12];\nu3(3.3960895969800413*pi,3.001317955678325*pi,0.814066681102382*pi) q[13];\nu3(3.596380857907967*pi,-0.1643204224478988*pi,1.073029080480388*pi) q[14];\nu3(3.5572061284270102*pi,-0.11065938620290283*pi,2.312886676808147*pi) q[15];\nu3(3.4048501135480507*pi,-0.3863961704646377*pi,3.628893469434677*pi) q[16];\nRxxyyzz(0.3685818999066893*pi,0.1950289230114779*pi,3.95067366532952*pi) q[0],q[16];\nRxxyyzz(0.43200063768976005*pi,0.3125346858179734*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.44280626666374623*pi,0.29049618141816125*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.23716546390114931*pi,0.17354170435145955*pi,3.8606801311635306*pi) q[4],q[11];\nRxxyyzz(0.4702879736060499*pi,0.33271017534038805*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.46428708707824085*pi,0.23207357675646467*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.40204852399565416*pi,0.08937251899049159*pi,0.0*pi) q[14],q[15];\nu3(3.389572137708467*pi,2.918920901285618*pi,1.9734813951339718*pi) q[0];\nu3(3.507129654527809*pi,0.08066781739371964*pi,1.7011346070027202*pi) q[1];\nu3(3.531439027450124*pi,-0.46687566813145276*pi,1.0457607636210111*pi) q[2];\nu3(3.5989737346101607*pi,-0.3022750786539582*pi,0.5307957828727519*pi) q[4];\nu3(3.1957708294114626*pi,1.8334279666053939*pi,1.3712200462066686*pi) q[6];\nu3(3.243109873825656*pi,0.4660142359370416*pi,1.3055614058903626*pi) q[7];\nu3(3.9319733211961876*pi,0.2413063864242364*pi,1.386482813548025*pi) q[8];\nu3(3.0736024375933737*pi,0.9246554100511624*pi,0.9943294653113846*pi) q[10];\nu3(3.709618968939427*pi,-0.33399689545841627*pi,3.946341922829753*pi) q[11];\nu3(3.780284871081145*pi,-0.33755932918557735*pi,1.6377458264560683*pi) q[12];\nu3(3.266453824525207*pi,3.3686212223067615*pi,1.1991989760396375*pi) q[13];\nu3(3.7204999715328313*pi,2.784785483658504*pi,4.393497920222242*pi) q[14];\nu3(3.74291672887765*pi,1.010266464702513*pi,1.465364219438429*pi) q[15];\nu3(3.3407285259809707*pi,0.11683218873054768*pi,2.2734772549206883*pi) q[16];\nRxxyyzz(0.3468586465677301*pi,0.31336704998949383*pi,0.06330893907262558*pi) q[0],q[8];\nRxxyyzz(0.4159536870710495*pi,0.23506569256530735*pi,0.07092013996778933*pi) q[4],q[1];\nRxxyyzz(0.4418047120205896*pi,0.27555733282490924*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.38396414140138024*pi,0.2632884592902426*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.41424652731843026*pi,0.18980165768268176*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.46581543947422055*pi,0.28309123274683445*pi,0.0*pi) q[11],q[16];\nu3(3.1689367639763675*pi,2.177988481317603*pi,0.5449621027801538*pi) q[0];\nu3(3.4430040418753913*pi,2.706973544724472*pi,0.7466504081813947*pi) q[1];\nu3(3.3695265288216008*pi,3.2923060574584455*pi,2.477271868903889*pi) q[2];\nu3(3.4736537313631297*pi,-0.4726839087192356*pi,4.318611555509276*pi) q[3];\nu3(3.552654263048769*pi,2.826419530584135*pi,3.7186300451279757*pi) q[4];\nu3(3.504370368916387*pi,3.091418018908337*pi,4.023841169271374*pi) q[6];\nu3(3.453489940394105*pi,-0.1801987728632235*pi,3.8896222253211072*pi) q[7];\nu3(3.1631751987594035*pi,-0.049823562871421145*pi,1.7370449964694328*pi) q[8];\nu3(3.0359432030286384*pi,3.115097318641732*pi,0.8617390821139234*pi) q[10];\nu3(3.7414118244163013*pi,-0.4491053219239547*pi,1.1945438203597272*pi) q[11];\nu3(3.634281382138574*pi,-0.4429797361287996*pi,1.782115711143865*pi) q[12];\nu3(3.735726076947738*pi,3.0243398980691123*pi,2.0605728269533294*pi) q[16];\nRxxyyzz(0.47223434545761*pi,0.2832054986935637*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.44452129396694945*pi,0.2435378951126736*pi,3.874740586769841*pi) q[3],q[14];\nRxxyyzz(0.3543767802295599*pi,0.28453149033349323*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.43595468054585945*pi,0.2955192853142621*pi,0.13087414534117467*pi) q[6],q[13];\nRxxyyzz(0.4571235501675196*pi,0.3463778847666531*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.42089666203137044*pi,0.21286995033008627*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4226522488278408*pi,0.2719669332414061*pi,0.0*pi) q[12],q[11];\nu3(3.1389888426196544*pi,3.1669282740080646*pi,3.891604031831201*pi) q[0];\nu3(3.505953233647536*pi,1.225341046555905*pi,2.3387766359638693*pi) q[1];\nu3(3.146460177620293*pi,0.8288818573767149*pi,0.6689522054098247*pi) q[3];\nu3(3.3696443927689046*pi,2.0392269657311664*pi,1.9926739610705415*pi) q[4];\nu3(3.622938600001573*pi,3.350392035681743*pi,1.7662507005318173*pi) q[6];\nu3(3.281134017907953*pi,2.9325038016911806*pi,0.7426506595458564*pi) q[7];\nu3(3.7368921075851005*pi,3.295311567942151*pi,3.82005215895368*pi) q[8];\nu3(3.843693882713527*pi,2.850880423198766*pi,0.6270448601514009*pi) q[10];\nu3(3.89151082461997*pi,3.1178187480384985*pi,0.5026451104061891*pi) q[11];\nu3(3.577053147816541*pi,0.5034634377081533*pi,2.3784976338841757*pi) q[12];\nu3(3.4715549615110812*pi,3.325931751361105*pi,3.4212135889275297*pi) q[13];\nu3(3.3740481166021303*pi,2.192787826706062*pi,2.3494762000767757*pi) q[14];\nu3(3.435192140465959*pi,0.7907540470887331*pi,1.4547650032538706*pi) q[15];\nu3(3.8590523241259507*pi,-0.44383759308891957*pi,0.6095596331019485*pi) q[16];\nRxxyyzz(0.42477521215981995*pi,0.21885257389760526*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.35597164309820306*pi,0.28702534659218804*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.44380459850173004*pi,0.2998600555573752*pi,0.1190523468949257*pi) q[4],q[2];\nRxxyyzz(0.42687957700829016*pi,0.15012453686495417*pi,3.91050228560983*pi) q[13],q[5];\nRxxyyzz(0.3246530500657299*pi,0.16216885098481715*pi,3.85468533268706*pi) q[6],q[16];\nRxxyyzz(0.37839836441076946*pi,0.25377823906598995*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.36122632661841003*pi,0.2580932003248316*pi,0.07424403346208236*pi) q[12],q[10];\nRxxyyzz(0.42173703736132984*pi,0.3955410069861942*pi,0.062468114587789*pi) q[15],q[14];\nu3(3.407169697743903*pi,2.687698135222237*pi,2.392085601168987*pi) q[0];\nu3(3.4960271870411095*pi,0.6388119419558915*pi,2.2457445507663527*pi) q[1];\nu3(3.1324992300778756*pi,2.5147245627785346*pi,1.161612731151484*pi) q[2];\nu3(3.653182919402642*pi,0.46006709858926886*pi,1.3448193402274202*pi) q[3];\nu3(3.6887504262547113*pi,0.7841659868229884*pi,4.250406827406374*pi) q[4];\nu3(3.6652779835610083*pi,-0.20773221155240118*pi,1.613393643797103*pi) q[5];\nu3(3.448775356853188*pi,2.639578503543185*pi,4.181693664268758*pi) q[6];\nu3(3.5594275369004373*pi,0.14164305494519014*pi,1.7702186224441008*pi) q[7];\nu3(3.5707671587757845*pi,0.8346512176231897*pi,3.410635182691104*pi) q[9];\nu3(3.5034251597672745*pi,2.5162605661138624*pi,3.6073148646845508*pi) q[10];\nu3(3.7101177958797575*pi,2.3362455315677413*pi,1.3720260164604317*pi) q[11];\nu3(3.819799618202901*pi,3.0206675410336974*pi,1.9929423459039644*pi) q[12];\nu3(3.228131430755729*pi,-0.3810031880745175*pi,1.9012332848637405*pi) q[13];\nu3(3.450859995498143*pi,0.2471066527385284*pi,3.5495224155975764*pi) q[14];\nu3(3.3755572460394365*pi,2.095667663791633*pi,2.0038009651865467*pi) q[15];\nu3(3.687023373307774*pi,-0.39405233957259067*pi,0.8454952323847134*pi) q[16];\nRxxyyzz(0.44293295416170936*pi,0.13176702623033038*pi,3.9252966484507006*pi) q[0],q[2];\nRxxyyzz(0.40792117168564973*pi,0.24015604517467937*pi,0.0803545554228344*pi) q[5],q[1];\nRxxyyzz(0.44465896090116874*pi,0.29696723978032424*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3915636231532601*pi,0.10777755714606616*pi,0.06533138485749006*pi) q[4],q[14];\nRxxyyzz(0.4451394105241997*pi,0.22728984398656246*pi,3.86508382876265*pi) q[6],q[10];\nRxxyyzz(0.46089196708086*pi,0.37645798332045916*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.3547294861673*pi,0.26396116537778*pi,0.16832901415618728*pi) q[11],q[9];\nRxxyyzz(0.42148613263714985*pi,0.12182171846436696*pi,0.0*pi) q[12],q[16];\nu3(3.6301337605835062*pi,2.514643521741511*pi,1.8612572447209295*pi) q[0];\nu3(3.2874248484755917*pi,0.009002841077075718*pi,0.6139708134896504*pi) q[1];\nu3(3.456538993777948*pi,-0.17198834178392336*pi,1.8586087086009544*pi) q[2];\nu3(3.4676802672790017*pi,1.9621731914901086*pi,1.3833439758939987*pi) q[3];\nu3(3.6772593310201946*pi,3.2362815611804803*pi,3.1890805786302208*pi) q[4];\nu3(3.1883120641469453*pi,3.1194302070559594*pi,0.5111715654306185*pi) q[5];\nu3(3.265494948698276*pi,2.8811025829935146*pi,1.8004398020461982*pi) q[6];\nu3(3.550857974483359*pi,3.2347550036614447*pi,0.5303938686726024*pi) q[7];\nu3(3.3368293545978878*pi,1.0777347229298813*pi,4.272482635358951*pi) q[8];\nu3(3.582374404643552*pi,2.7644307804278156*pi,4.074672267632598*pi) q[9];\nu3(3.1879036877250995*pi,2.7031051836576063*pi,1.841414294286005*pi) q[10];\nu3(3.865098152673287*pi,2.794327027528432*pi,4.186797790507476*pi) q[11];\nu3(3.6816525326789797*pi,3.473409627807916*pi,1.1116877880320086*pi) q[12];\nu3(3.1316432846008437*pi,2.701351928676564*pi,0.7634745929842287*pi) q[14];\nu3(3.57937611987004*pi,-0.35191463867979306*pi,0.6605360260228873*pi) q[15];\nu3(3.598515189375366*pi,3.251342465692522*pi,1.7476144048738507*pi) q[16];\nRxxyyzz(0.43342236998996997*pi,0.21791817927369017*pi,3.9035093254526*pi) q[0],q[15];\nRxxyyzz(0.41297935334591973*pi,0.16440645541002086*pi,0.05820189627764275*pi) q[2],q[14];\nRxxyyzz(0.4603349261025098*pi,0.19707025561547423*pi,0.07924705178965306*pi) q[4],q[3];\nRxxyyzz(0.2861557823448431*pi,0.21315188906569693*pi,0.04611590117496567*pi) q[6],q[5];\nRxxyyzz(0.43544439020085957*pi,0.1984477008731771*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4579290316303537*pi,0.19775891470399487*pi,0.0*pi) q[13],q[8];\nRxxyyzz(0.3733601905337539*pi,0.2534411761092752*pi,0.06580211018353616*pi) q[12],q[9];\nRxxyyzz(0.3151277204440103*pi,0.15256522149527296*pi,0.0*pi) q[11],q[10];\nu3(3.7790466640974647*pi,2.799968886495782*pi,1.4992985568990151*pi) q[0];\nu3(3.2185529523292864*pi,2.3194916043734963*pi,4.169584971376574*pi) q[2];\nu3(3.503100842962269*pi,-0.4223287044658667*pi,3.1995678950897903*pi) q[3];\nu3(3.4422864185366566*pi,0.09421975339894673*pi,4.2659386775906345*pi) q[4];\nu3(3.51667117120852*pi,0.27602841948461165*pi,0.8803612812889814*pi) q[5];\nu3(3.589508442625171*pi,0.7773585088879997*pi,0.918822293309337*pi) q[6];\nu3(3.554163205989252*pi,1.8358597162115537*pi,1.5857270655254418*pi) q[7];\nu3(3.3129538440725015*pi,2.851755670431342*pi,1.3902767341775222*pi) q[8];\nu3(3.4194635599586967*pi,3.4532595840428875*pi,1.90245564701579*pi) q[9];\nu3(3.425741743351233*pi,3.399693891249367*pi,3.7280826432884737*pi) q[10];\nu3(3.810182926366328*pi,2.0473152197180133*pi,1.4343358703935722*pi) q[11];\nu3(3.719937514143126*pi,2.7148600503907296*pi,1.0876074866399332*pi) q[12];\nu3(3.148704348521388*pi,0.8706371877504084*pi,4.248845949823529*pi) q[13];\nu3(3.3975019572030476*pi,-0.20334876075868052*pi,4.472651431501951*pi) q[14];\nu3(3.4854767126196955*pi,3.408440545451225*pi,2.0022613361201707*pi) q[15];\nu3(3.901749103001311*pi,2.080776170092685*pi,1.3631468807148504*pi) q[16];\nRxxyyzz(0.38548539611796895*pi,0.1722624847309141*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.29024482735785995*pi,0.1341231902488803*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.3870227886622399*pi,0.29998835764138004*pi,0.048742828632805435*pi) q[11],q[2];\nRxxyyzz(0.3667639441144801*pi,0.3026755148656299*pi,0.10419443195447144*pi) q[10],q[3];\nRxxyyzz(0.43296653581584554*pi,0.1232259721743888*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.43921759682700934*pi,0.17492371691708586*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.43969676914109*pi,0.2366181823858542*pi,3.90880929478603*pi) q[16],q[14];\nu3(3.2625158197438093*pi,0.4472469605686673*pi,0.900825619858326*pi) q[0];\nu3(3.67566338624097*pi,0.794307769510227*pi,2.0000425044307435*pi) q[1];\nu3(3.8340265124710977*pi,3.4396994724032988*pi,3.232639908720189*pi) q[2];\nu3(3.1019212980355837*pi,-0.4281664540107612*pi,1.2291383448471476*pi) q[3];\nu3(3.159973441424167*pi,-0.18571974516534462*pi,2.333223137160644*pi) q[4];\nu3(3.6063386615174915*pi,2.7590205244387382*pi,1.5810286331422359*pi) q[5];\nu3(3.3008202460245752*pi,3.2933353882267027*pi,4.389784375950392*pi) q[7];\nu3(3.2285893374649914*pi,2.7611817714667755*pi,0.6720024817847636*pi) q[8];\nu3(3.1963853527086648*pi,0.7655079909890343*pi,2.059470299198796*pi) q[10];\nu3(3.4667480294817317*pi,1.8492979596802663*pi,0.6069736446099888*pi) q[11];\nu3(3.103528890256796*pi,3.2734352503511355*pi,0.869732678469866*pi) q[13];\nu3(3.371443408486456*pi,-0.48648792740955327*pi,2.0496048425793667*pi) q[14];\nu3(3.2900849606707787*pi,-0.07997456925492097*pi,0.7567635028113795*pi) q[15];\nu3(3.6351368617426436*pi,3.414335057423532*pi,1.0471582290384944*pi) q[16];\nRxxyyzz(0.39421062169948107*pi,0.3382853575292971*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.34693020364867*pi,0.0*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.4209957305324501*pi,0.048505982071601506*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.45313053427866956*pi,0.345781522292234*pi,0.11040526918784763*pi) q[6],q[7];\nRxxyyzz(0.4468735390212699*pi,0.05328904620176189*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4186902695058797*pi,0.17942861746938818*pi,3.921334264888421*pi) q[13],q[9];\nRxxyyzz(0.4491068054929793*pi,0.250548492562501*pi,0.1407754943515493*pi) q[15],q[11];\nu3(3.1184565040379986*pi,3.3278967465758926*pi,2.206107478577214*pi) q[1];\nu3(3.5294942511708807*pi,2.9808893454239107*pi,1.7970207559165048*pi) q[2];\nu3(3.7208637507827165*pi,-0.34994960368639905*pi,4.197342819306389*pi) q[3];\nu3(3.412756228164186*pi,-0.2509738349745648*pi,3.2802225159356104*pi) q[6];\nu3(3.8810207913698687*pi,2.3719562201863167*pi,0.5159458509905798*pi) q[7];\nu3(3.7139114182696567*pi,3.2211475212524237*pi,4.474292184499485*pi) q[8];\nu3(3.652743681665193*pi,0.19917699559294377*pi,1.1393577860177988*pi) q[9];\nu3(3.70410282678283*pi,0.18018547039770982*pi,2.3567515202325477*pi) q[10];\nu3(3.3942074195536076*pi,2.688148762277425*pi,0.9621635238967614*pi) q[11];\nu3(3.1184601401028478*pi,3.1772653943773363*pi,2.0018371373840926*pi) q[12];\nu3(3.7207735483414153*pi,3.062933554108821*pi,1.2081286057935539*pi) q[13];\nu3(3.1932062844687845*pi,-0.10776018823150635*pi,1.7430292881439993*pi) q[14];\nu3(3.7251170372380296*pi,3.3025903549438085*pi,0.6937392464596288*pi) q[15];\nu3(3.952419173738686*pi,0.24214370522715112*pi,1.1552545351379235*pi) q[16];\nRxxyyzz(0.41994024122112006*pi,0.1772582564396218*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.4233601197539303*pi,0.23621794156921805*pi,3.8745352392845103*pi) q[8],q[1];\nRxxyyzz(0.3928367769286293*pi,0.29216745553632917*pi,0.14767266377903673*pi) q[2],q[9];\nRxxyyzz(0.41215440795168007*pi,0.29663275421093616*pi,0.14184934944395491*pi) q[12],q[3];\nRxxyyzz(0.38742956417741947*pi,0.15380993885051092*pi,3.9524438715705497*pi) q[5],q[14];\nRxxyyzz(0.41107554725165996*pi,0.22413915442911003*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4219815024861405*pi,0.2166769864533804*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.466586329101657*pi,0.12515067131125623*pi,0.0*pi) q[15],q[13];\nu3(3.6132963705958154*pi,3.037420586345759*pi,1.1798751350235301*pi) q[0];\nu3(3.5946915193990723*pi,2.973171587543937*pi,1.774724541574126*pi) q[1];\nu3(3.530715723433241*pi,0.5331952524498342*pi,4.382005537127496*pi) q[2];\nu3(3.193366139866189*pi,3.483513453283143*pi,2.400388766070489*pi) q[3];\nu3(3.272739359802156*pi,2.362065368640423*pi,1.2802778831522996*pi) q[5];\nu3(3.1643885106849465*pi,0.3499388081215402*pi,1.297051877229546*pi) q[6];\nu3(3.8349151486584576*pi,2.721485734830753*pi,1.7638947075952074*pi) q[7];\nu3(3.2783150825664515*pi,2.624997248251402*pi,2.100813346657514*pi) q[8];\nu3(3.6442343069771477*pi,2.998368142797816*pi,0.7640505401430601*pi) q[9];\nu3(3.8037879724326134*pi,0.5789342296571842*pi,1.1844231962714442*pi) q[10];\nu3(3.683881899993558*pi,2.4403106677753224*pi,3.5733370425285447*pi) q[11];\nu3(3.387310063450463*pi,2.321040824152993*pi,0.6738998437650919*pi) q[12];\nu3(3.3740618578245876*pi,0.79464810503509*pi,1.6026389852068677*pi) q[13];\nu3(3.333734733653065*pi,0.9044753277169555*pi,2.0868197261198174*pi) q[14];\nu3(3.676399674956035*pi,2.8408457642062377*pi,1.4901723330788008*pi) q[15];\nu3(3.3707182325856975*pi,0.5531146567059602*pi,1.422161040353803*pi) q[16];\nRxxyyzz(0.36445652272501017*pi,0.21592893682447295*pi,0.1474119632566972*pi) q[0],q[3];\nRxxyyzz(0.43801453808206947*pi,0.27304370325069727*pi,0.15013806582069444*pi) q[6],q[1];\nRxxyyzz(0.3915715711167701*pi,0.18315963281042802*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.1783599337161199*pi,0.132293647508136*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.45769055712298023*pi,0.32204938068863254*pi,3.90283128225491*pi) q[8],q[12];\nRxxyyzz(0.4411264216388195*pi,0.307919033981422*pi,3.84517257707821*pi) q[9],q[10];\nRxxyyzz(0.43327213352984006*pi,0.20644799836697772*pi,0.05943564491113615*pi) q[16],q[14];\nu3(3.7735754718958177*pi,2.4796874239665176*pi,3.6193583682437858*pi) q[0];\nu3(3.206021771577364*pi,0.2834469917966034*pi,3.9526333556092386*pi) q[1];\nu3(3.5706679497254497*pi,0.15860238399337634*pi,4.250014446051126*pi) q[2];\nu3(3.5643241896443927*pi,0.1340342967144561*pi,3.5330471313700063*pi) q[3];\nu3(3.5896011393165788*pi,0.380699216354364*pi,2.207121795406005*pi) q[4];\nu3(3.655539680785405*pi,3.3463204988819717*pi,1.1306959480395675*pi) q[5];\nu3(3.2486996982877168*pi,0.24163709181827253*pi,4.491139391028881*pi) q[6];\nu3(3.6661886483205666*pi,2.247751339209408*pi,0.8972037453914874*pi) q[8];\nu3(3.0425060087814906*pi,2.4750167085467503*pi,2.3476530006081306*pi) q[9];\nu3(3.4162462908246294*pi,3.2599396456657557*pi,1.5493277072991218*pi) q[10];\nu3(3.5736250993422156*pi,3.0504385129862626*pi,0.7406423351471076*pi) q[11];\nu3(3.49476357694479*pi,-0.2580359357489585*pi,1.5189114263701198*pi) q[12];\nu3(3.788468301788841*pi,-0.2919845037375107*pi,1.8327497976325615*pi) q[14];\nu3(3.1535008832964397*pi,2.7972974390106176*pi,0.9921462782882846*pi) q[16];\nRxxyyzz(0.4386166190065301*pi,0.12674662148600638*pi,3.953667528049401*pi) q[0],q[14];\nRxxyyzz(0.4457556248839597*pi,0.20873526245986884*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.4177297514767301*pi,0.2937751281947453*pi,0.05601621342590731*pi) q[2],q[3];\nRxxyyzz(0.33187269323430946*pi,0.27363713721894145*pi,0.12906061030329852*pi) q[4],q[7];\nRxxyyzz(0.4887312564406887*pi,0.3799646013165937*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4076999913998999*pi,0.290008079867131*pi,0.10562649014074636*pi) q[8],q[9];\nRxxyyzz(0.40839492875827943*pi,0.28063157609804035*pi,3.93243175705624*pi) q[15],q[10];\nRxxyyzz(0.3936247417472245*pi,0.17470298710602383*pi,0.0*pi) q[13],q[12];\nu3(3.345363636950744*pi,-0.27638648764525325*pi,1.318969048287281*pi) q[0];\nu3(3.276057154267264*pi,-0.23255056374145167*pi,4.097783681258623*pi) q[1];\nu3(3.4450350623506187*pi,2.410501572107219*pi,0.6925312693058001*pi) q[2];\nu3(3.197579515405274*pi,0.6448684174760868*pi,0.8556467905509085*pi) q[3];\nu3(3.652535906529934*pi,0.33686556539003276*pi,0.5029280376067*pi) q[4];\nu3(3.7028511899004855*pi,2.891217328844833*pi,3.296949051967595*pi) q[6];\nu3(3.367995341817495*pi,2.920524634520259*pi,3.9410334343118967*pi) q[7];\nu3(3.463574833594024*pi,0.4106095717469809*pi,4.320200382338308*pi) q[8];\nu3(3.774194064642462*pi,-0.36601957967552823*pi,2.09827630409434*pi) q[9];\nu3(3.5435376805053957*pi,3.3037091095664035*pi,2.487955527165393*pi) q[10];\nu3(3.4481210700174953*pi,2.6938358927351658*pi,0.636025207212028*pi) q[11];\nu3(3.8933716284759616*pi,0.15764920429005147*pi,0.8620543453073444*pi) q[12];\nu3(3.5290516758219477*pi,-0.3479014922583461*pi,1.9689878976527408*pi) q[13];\nu3(3.4105561372440807*pi,0.634009000523089*pi,1.0052433853759206*pi) q[14];\nu3(3.0727915820429397*pi,3.023644062579308*pi,1.1274580048962275*pi) q[15];\nu3(3.3654674711760513*pi,-0.30665062799855725*pi,1.9832088275564972*pi) q[16];\nRxxyyzz(0.41879507672986016*pi,0.3601920754948691*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.34222248092400687*pi,0.2443077595312213*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.38639633130622986*pi,0.13916580690062408*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.45893761001146016*pi,0.3517812725622431*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.41427604153069014*pi,0.20786618918716834*pi,0.0421589246403682*pi) q[8],q[7];\nRxxyyzz(0.38414245775999933*pi,0.21608334696917697*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4668289332304266*pi,0.10037093878719505*pi,0.0*pi) q[16],q[14];\nu3(3.831176464634469*pi,0.3292479491391007*pi,4.480934130916423*pi) q[1];\nu3(3.4009679239463932*pi,3.4192761807683016*pi,1.1357251055473707*pi) q[2];\nu3(3.4707200389265207*pi,2.5655314793965713*pi,1.3797457850851655*pi) q[3];\nu3(3.3621808582457424*pi,3.0391408442626*pi,4.180550291501406*pi) q[4];\nu3(3.2277090630281946*pi,2.8211460811577806*pi,1.7694473661635604*pi) q[5];\nu3(3.456801071978222*pi,3.2375238256813574*pi,0.9538372514014997*pi) q[6];\nu3(3.307494070766199*pi,1.8181224449227837*pi,4.474066521568247*pi) q[7];\nu3(3.465251456811592*pi,-0.07650458047228137*pi,4.193060211517103*pi) q[8];\nu3(3.600477512917691*pi,2.8610872407541983*pi,1.0654516046974603*pi) q[9];\nu3(3.6687950092052932*pi,0.3738498331811977*pi,1.8367282117604622*pi) q[10];\nu3(3.7804926697638295*pi,0.522297129554878*pi,1.881177854857999*pi) q[11];\nu3(3.4656081552702345*pi,0.13879948063442793*pi,2.005735410000673*pi) q[14];\nu3(3.7433843864674095*pi,3.3209966228022987*pi,3.880495672712735*pi) q[15];\nu3(3.4896869394131667*pi,2.1239414851038765*pi,0.9219842796075293*pi) q[16];\nRxxyyzz(0.40756362127317003*pi,0.24479845916533238*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.439663227851229*pi,0.28122123511101194*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.43832814194294556*pi,0.30303690829807106*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.1959412406049753*pi,0.18784383280213546*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4081735988656367*pi,0.18277126529554008*pi,0.09427934496381635*pi) q[8],q[9];\nRxxyyzz(0.4142738747808794*pi,0.2472449870973833*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.43357158836156984*pi,0.36629486299149494*pi,3.88171652562826*pi) q[13],q[11];\nu3(3.5635530129447166*pi,0.1855020645700335*pi,0.6459598089133339*pi) q[0];\nu3(3.328051527240012*pi,1.7577040636018735*pi,1.4150515884259396*pi) q[1];\nu3(3.631741623167066*pi,-0.12873557438782096*pi,0.6146326539302667*pi) q[2];\nu3(3.560325275274274*pi,-0.183280616070576*pi,1.4703765868502467*pi) q[3];\nu3(3.4267287375010707*pi,2.636931419466867*pi,1.3053172472666505*pi) q[5];\nu3(3.3505544926193753*pi,0.008497473981609716*pi,2.4114042276193812*pi) q[6];\nu3(3.3691009652216777*pi,2.3452504841189703*pi,1.7303913408855736*pi) q[7];\nu3(3.493410178191565*pi,2.8206724485745935*pi,1.252150981582317*pi) q[8];\nu3(3.2378127828529415*pi,0.2642086151745623*pi,3.6057792785018665*pi) q[9];\nu3(3.5448782135081287*pi,0.15617865137915254*pi,0.7144661348567893*pi) q[10];\nu3(3.626258727503704*pi,3.106770025629946*pi,1.3497022166736514*pi) q[11];\nu3(3.2555247217736594*pi,3.2313512250731815*pi,1.0522023062941948*pi) q[12];\nu3(3.5783911372041546*pi,1.7413589606342703*pi,1.571617896793886*pi) q[13];\nu3(3.458015402338405*pi,3.4504439624468675*pi,3.640040355340877*pi) q[15];\nRxxyyzz(0.4192574307947*pi,0.292736246299111*pi,0.10051370349136915*pi) q[0],q[16];\nRxxyyzz(0.3719320365609402*pi,0.3221939490408423*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.342721530505412*pi,0.17673786944024727*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.48451487292526907*pi,0.1026414567610241*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.41278899909733996*pi,0.2406322341599587*pi,3.8933846360395297*pi) q[4],q[11];\nRxxyyzz(0.3652631864957393*pi,0.28150929231288113*pi,0.19961462415041875*pi) q[13],q[5];\nRxxyyzz(0.26635341882482955*pi,0.2417069644039458*pi,3.84035432710467*pi) q[15],q[7];\nu3(3.4128629031126363*pi,3.200025226194863*pi,2.1119674292471764*pi) q[0];\nu3(3.859966444991922*pi,0.41390852579923154*pi,1.227359011881346*pi) q[1];\nu3(3.482443181710585*pi,-0.36645706073450524*pi,0.6964439512219078*pi) q[2];\nu3(3.636220384725986*pi,-0.3079778656268899*pi,0.5613907313995288*pi) q[3];\nu3(3.482116655659634*pi,2.123119355279152*pi,2.139899429616279*pi) q[4];\nu3(3.4779914038544884*pi,-0.4064313505397228*pi,3.2958011919263477*pi) q[5];\nu3(0.45799114797420876*pi,-0.13236896837197143*pi,0.6936390760924271*pi) q[7];\nu3(3.1855497012512557*pi,0.08757453923718939*pi,0.8075856286569763*pi) q[10];\nu3(3.2122929716618156*pi,1.9483230853599696*pi,2.2671969271458727*pi) q[11];\nu3(3.2747472740723116*pi,-0.2847401464815138*pi,1.597498046814645*pi) q[12];\nu3(3.542740865716335*pi,0.7398508480114472*pi,0.888461909062495*pi) q[13];\nu3(3.6004467458662703*pi,3.3762250554541113*pi,1.3867053707368933*pi) q[14];\nu3(3.2072911518646072*pi,-0.10404114169567924*pi,2.48161812024392*pi) q[15];\nu3(3.661547785432145*pi,2.6765901455409975*pi,2.2445318631937354*pi) q[16];\nmeasure q[7] -> c[10];\nRxxyyzz(0.3698784099848895*pi,0.31514662560367185*pi,3.88067062921672*pi) q[0],q[5];\nRxxyyzz(0.29467839385784966*pi,0.23782773429926207*pi,3.9163919942541003*pi) q[4],q[1];\nRxxyyzz(0.41114805296306944*pi,0.2216373147360837*pi,3.87550841014537*pi) q[2],q[11];\nRxxyyzz(0.3904955251718193*pi,0.3291290739717021*pi,0.05179589400492718*pi) q[9],q[3];\nRxxyyzz(0.4810181072634895*pi,0.1924147170536341*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.45064915040462994*pi,0.3888064670784176*pi,3.83099311448629*pi) q[8],q[14];\nRxxyyzz(0.34280357508856973*pi,0.2618633951903657*pi,0.06097289000068962*pi) q[10],q[16];\nRxxyyzz(0.32529510550197*pi,0.22412369313828195*pi,3.94148730144957*pi) q[15],q[12];\nu3(3.6782467801740415*pi,2.1882189418715834*pi,2.3599948352697253*pi) q[0];\nu3(0.37684094191862555*pi,3.432920143626474*pi,0.8000646201605419*pi) q[1];\nu3(3.4249910212493444*pi,-0.342399924393361*pi,1.6300522061627873*pi) q[2];\nu3(3.4213654967561054*pi,1.9044672962176943*pi,0.9037786877253743*pi) q[3];\nu3(3.212019262496664*pi,2.756054534605972*pi,1.7828549887407639*pi) q[4];\nu3(3.703951034782146*pi,2.0649656300634716*pi,0.8864793478736295*pi) q[5];\nu3(3.7881810882671134*pi,-0.03226886371520643*pi,0.6712695090047142*pi) q[6];\nu3(3.657859494189311*pi,0.5143635642153075*pi,1.385562079578981*pi) q[8];\nu3(3.503140579009264*pi,2.804529571055464*pi,0.5609124563995751*pi) q[9];\nu3(1.9063528029510068*pi,1.0008103968973192*pi,4.105489643807255*pi) q[10];\nu3(3.3618218659485204*pi,0.2579882907322969*pi,1.9581194873229735*pi) q[11];\nu3(2.807416125635842*pi,3.317702748609983*pi,0.9453823453377366*pi) q[12];\nu3(3.4740515351693437*pi,0.6207514330296193*pi,1.8871698342185756*pi) q[13];\nu3(3.3968567989306795*pi,0.2287580851564286*pi,1.4544141689704104*pi) q[14];\nu3(3.2710816159488427*pi,-0.2536330524126512*pi,1.4625648427695594*pi) q[15];\nu3(0.2884171853301918*pi,-0.3317958581770466*pi,3.750691584697447*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[15] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[14] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[5] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[1] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[16] -> c[15];\nmeasure q[11] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.4291523953892167*pi,-0.06196318961279579*pi,1.8762211908805426*pi) q[0];\nu3(3.404512665639218*pi,-0.29677510296325116*pi,3.277212680436441*pi) q[1];\nu3(3.757669031411032*pi,3.034251545473771*pi,3.9297952470775375*pi) q[2];\nu3(3.2913167340212772*pi,3.332637571190763*pi,3.499818935250018*pi) q[3];\nu3(3.3923714616042395*pi,-0.04923361412791849*pi,1.1171607027442025*pi) q[4];\nu3(3.2086627405936916*pi,0.943468351398308*pi,1.8509683873613527*pi) q[5];\nu3(3.5564611776872725*pi,0.28775212576289*pi,4.320545364637829*pi) q[6];\nu3(3.4726730098019503*pi,3.171683822475287*pi,0.6720801976051176*pi) q[7];\nu3(3.5305480418456434*pi,3.3113336457789213*pi,3.9960702572557376*pi) q[8];\nu3(3.3690253525105023*pi,2.8717024196473853*pi,2.5418253588670305*pi) q[9];\nu3(3.364283558723003*pi,3.206913634384972*pi,1.7445065167520475*pi) q[10];\nu3(3.352726417548268*pi,2.50306032040343*pi,0.6134975224181504*pi) q[11];\nu3(3.73378044973808*pi,2.7243972342438605*pi,2.494764140352521*pi) q[12];\nu3(3.291055007225541*pi,0.3406768865537264*pi,2.0838316508502186*pi) q[13];\nu3(3.546366891993431*pi,2.14034433197059*pi,0.8948966279300785*pi) q[14];\nu3(3.161528498832401*pi,-0.1987735325996981*pi,0.6336754715136399*pi) q[15];\nu3(3.8487860233052493*pi,-0.3077849374998186*pi,1.6563967535481847*pi) q[16];\nRxxyyzz(0.2529272663373955*pi,0.20827988071453896*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4624640268293393*pi,0.3174106695746257*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.42426533820418855*pi,0.2328095688731251*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4580064520349296*pi,0.37298529604889374*pi,3.9140392866315192*pi) q[3],q[10];\nRxxyyzz(0.4626126238149695*pi,0.24208351229806824*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4361631104696091*pi,0.31846177062404746*pi,0.17144274247276864*pi) q[5],q[11];\nRxxyyzz(0.2683936574061392*pi,0.058584119386754896*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.42272381330882935*pi,0.13467552250303005*pi,0.0*pi) q[7],q[15];\nu3(3.524285112449791*pi,0.5482970710127226*pi,1.966644161652538*pi) q[0];\nu3(3.3921633750151834*pi,3.4405776290501984*pi,3.84016151866857*pi) q[1];\nu3(3.636261751592018*pi,-0.10367207532003275*pi,2.1457849160595575*pi) q[2];\nu3(3.5755440868854764*pi,2.660298258036613*pi,2.0756791900586573*pi) q[3];\nu3(3.505632312782919*pi,2.0404568539621755*pi,1.3946043005789304*pi) q[4];\nu3(3.7750815098996244*pi,0.09400590992943758*pi,3.9156264354212276*pi) q[5];\nu3(1.3747758345560577*pi,3.391508598870242*pi,0.6652083651881737*pi) q[6];\nu3(3.2787556538153177*pi,2.5323069120060198*pi,1.2688755392356557*pi) q[7];\nu3(3.760057464532884*pi,-0.22187877844490778*pi,4.471764100272682*pi) q[8];\nu3(3.9623220478920484*pi,-0.2303512597328134*pi,4.362541833000918*pi) q[9];\nu3(3.5177506147452724*pi,0.2509573822391249*pi,1.3888166392459023*pi) q[10];\nu3(3.753196524062695*pi,2.7478510150602125*pi,3.7022510100557047*pi) q[11];\nu3(3.579870563745053*pi,0.11614219205229825*pi,1.7885209266686426*pi) q[12];\nu3(3.327276028794924*pi,3.218893945148782*pi,1.8006238738646922*pi) q[13];\nu3(3.10647919108046*pi,3.2789977394528034*pi,1.1379510047273391*pi) q[15];\nu3(3.214702616032688*pi,0.12262797915225265*pi,1.2208708772556167*pi) q[16];\nRxxyyzz(0.4236208589980394*pi,0.3542839156648344*pi,0.11215931806898614*pi) q[9],q[1];\nRxxyyzz(0.4262741492337898*pi,0.21989868987599515*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.4563137805820898*pi,0.2044496970143751*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.38566225784855007*pi,0.2838058892610014*pi,3.8698079789352406*pi) q[4],q[14];\nRxxyyzz(0.4603078859111392*pi,0.2797457347157462*pi,0.17696948045841027*pi) q[5],q[7];\nRxxyyzz(0.4024771785258098*pi,0.0*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4427174043369799*pi,0.12410953434809147*pi,0.0*pi) q[13],q[11];\nu3(3.87472147582211*pi,2.461343900585144*pi,0.5349685920634273*pi) q[1];\nu3(3.239735659117061*pi,2.41476359132028*pi,2.2227167247903727*pi) q[2];\nu3(3.730549420732141*pi,2.5029273741102163*pi,1.6718962423185868*pi) q[3];\nu3(3.4229807407837556*pi,0.6206185887130007*pi,1.7312491848645117*pi) q[4];\nu3(3.6865475050677636*pi,0.41580427188686864*pi,3.54987375381021*pi) q[5];\nu3(3.795051187067313*pi,2.427798782653046*pi,2.4263409526329656*pi) q[6];\nu3(3.1750675895092115*pi,0.7409933917630531*pi,1.069309641707822*pi) q[7];\nu3(3.364068743655808*pi,0.24206410006338985*pi,4.134089337288867*pi) q[9];\nu3(3.8645959441439452*pi,-0.13301813289024922*pi,1.3343511232681595*pi) q[10];\nu3(3.5313513090365762*pi,0.511076116331191*pi,2.008325065350047*pi) q[11];\nu3(3.611527376773275*pi,-0.46242140155472244*pi,1.4353354550592163*pi) q[13];\nu3(3.4745995448253852*pi,3.4700861533010032*pi,0.6273752602564011*pi) q[14];\nu3(3.6717209718366046*pi,0.044891679809400786*pi,1.213007613167877*pi) q[15];\nu3(3.5057875507533027*pi,3.275303305539455*pi,2.0112834781374955*pi) q[16];\nRxxyyzz(0.3789613293812002*pi,0.18444041657879606*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.3610019272829601*pi,0.20296132519569188*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.4446673940823195*pi,0.3075149027157753*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.35442629082547017*pi,0.32703313813549695*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.36316391027341055*pi,0.18022142342723413*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.44031480916086*pi,0.3064952458036641*pi,0.06552395790919475*pi) q[7],q[11];\nRxxyyzz(0.42002067312758273*pi,0.13413679058599692*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.3928865688394998*pi,0.1458172448273095*pi,0.08046471415389254*pi) q[15],q[14];\nu3(3.7864621369051927*pi,-0.0911172709368333*pi,1.1369068020068958*pi) q[0];\nu3(3.189536922897969*pi,-0.1795860920850234*pi,0.6133825810168685*pi) q[1];\nu3(3.5374243572011825*pi,0.24463073497309396*pi,4.364039357530496*pi) q[2];\nu3(3.9118840655159466*pi,1.108100048261686*pi,1.331247572899311*pi) q[3];\nu3(3.9068730941762277*pi,1.7081661216194095*pi,1.6635612052243693*pi) q[4];\nu3(3.1932776988298444*pi,1.0826859167741958*pi,1.1941421787182138*pi) q[5];\nu3(3.4934270596651222*pi,0.2736689659336786*pi,1.0003315119609824*pi) q[6];\nu3(3.710257534255374*pi,0.8114798416844715*pi,4.336583352664766*pi) q[7];\nu3(3.288520325344601*pi,0.9322624968943489*pi,1.6663084671321293*pi) q[8];\nu3(3.5395712350794186*pi,0.6138874578900959*pi,0.8346303117988914*pi) q[9];\nu3(3.062486348952638*pi,2.521417166329843*pi,2.0726152026439966*pi) q[10];\nu3(3.0406649061063824*pi,-0.18221351858464607*pi,3.6021319054914436*pi) q[11];\nu3(3.6358031981743792*pi,2.9023754948372127*pi,4.215639967670308*pi) q[12];\nu3(3.7095114774890208*pi,2.725535888857376*pi,4.396776270289218*pi) q[14];\nu3(3.708515830074794*pi,0.9694396420440072*pi,0.8829539148138519*pi) q[15];\nu3(3.623215332687096*pi,2.593347316049633*pi,2.439825515176678*pi) q[16];\nRxxyyzz(0.42277502355699964*pi,0.2358679487551179*pi,0.06189551980299618*pi) q[0],q[6];\nRxxyyzz(0.3758211385865319*pi,0.2421400079618925*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.4544302661668005*pi,0.18360367779687795*pi,0.08486063065243914*pi) q[7],q[2];\nRxxyyzz(0.38172067611530985*pi,0.14448230479807697*pi,3.93837075233777*pi) q[3],q[15];\nRxxyyzz(0.4274476165951405*pi,0.27115967261680807*pi,3.7825091592917204*pi) q[4],q[9];\nRxxyyzz(0.3971733573838897*pi,0.31378863921737304*pi,3.8990066957198*pi) q[5],q[11];\nRxxyyzz(0.4327637644513201*pi,0.17189811041061404*pi,0.09188181835785142*pi) q[12],q[8];\nu3(3.448025462027312*pi,0.5729195862778567*pi,4.389437970573556*pi) q[0];\nu3(3.1674732661630864*pi,3.4619813574272147*pi,0.8147662046236845*pi) q[1];\nu3(3.230704528447841*pi,3.0006224542150113*pi,1.5191921002288025*pi) q[2];\nu3(3.53922551904023*pi,-0.35142825363821134*pi,1.2906027651637508*pi) q[3];\nu3(3.90603723186612*pi,0.04254036984561482*pi,1.362367979409062*pi) q[4];\nu3(3.247328995737054*pi,0.944435200776689*pi,0.5580004842132023*pi) q[5];\nu3(3.221416266606102*pi,0.9766493610239504*pi,0.679182395462203*pi) q[6];\nu3(3.484031805498592*pi,2.7488953927814874*pi,0.6748529277545334*pi) q[7];\nu3(3.1449866271200166*pi,0.6082545013517966*pi,4.437734504785378*pi) q[8];\nu3(3.4166301405095516*pi,0.6225336613289716*pi,0.6962627005027513*pi) q[9];\nu3(3.2029891976701763*pi,-0.3350799697042902*pi,1.445788162066664*pi) q[11];\nu3(3.8897848228942298*pi,0.6216127616167226*pi,0.5008282172790242*pi) q[12];\nu3(3.174117785387521*pi,2.893401896092957*pi,2.3525538590814734*pi) q[14];\nu3(3.5897051227911105*pi,-0.3393230587848342*pi,2.2263744159414145*pi) q[15];\nRxxyyzz(0.4137154954209603*pi,0.21055884649219192*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4385549962014199*pi,0.154135378336015*pi,0.10696071461961024*pi) q[2],q[16];\nRxxyyzz(0.3895420358183702*pi,0.2649634479554972*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.43063234975296016*pi,0.20482132478240686*pi,3.8840378243512106*pi) q[5],q[7];\nRxxyyzz(0.4503245725116196*pi,0.11597836209957002*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.35944388251033577*pi,0.31336469899875485*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.3611026469489196*pi,0.2560075507909141*pi,0.0*pi) q[15],q[10];\nu3(3.103579786233303*pi,0.9781035191824992*pi,1.3531953362609923*pi) q[0];\nu3(3.3777026070098053*pi,0.49709418224177604*pi,4.071153023032665*pi) q[2];\nu3(3.6426475435512082*pi,-0.4881308638924342*pi,4.081071658051479*pi) q[3];\nu3(3.7784358683747707*pi,-0.27864938432347647*pi,1.4554905832595932*pi) q[4];\nu3(3.4829046861707074*pi,2.6373733634016734*pi,1.2255572578796445*pi) q[5];\nu3(3.544137484949361*pi,0.6006014239422663*pi,0.6456535628678717*pi) q[6];\nu3(3.4783789645323124*pi,-0.32271447580119417*pi,1.5556811421262204*pi) q[7];\nu3(3.5081294464506247*pi,-0.12786605729978628*pi,1.9356631499134243*pi) q[8];\nu3(3.1309429630349985*pi,0.7683593139044813*pi,1.4175880393053144*pi) q[9];\nu3(3.5061507759169297*pi,-0.1347194199871719*pi,0.6129711090926371*pi) q[10];\nu3(3.710581906619495*pi,0.6222273551169362*pi,2.1934646506276945*pi) q[11];\nu3(3.0684515051198984*pi,-0.009046382818576393*pi,1.2110512587949103*pi) q[13];\nu3(3.3342164634088736*pi,0.10923168941895045*pi,2.184658403392139*pi) q[15];\nu3(3.4785517622936517*pi,0.009442581419767837*pi,0.6688647237639787*pi) q[16];\nRxxyyzz(0.35248255440986054*pi,0.26545267698155817*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4344517407420412*pi,0.32617176122593783*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4017284434701698*pi,0.26933547858184115*pi,0.13331508938147776*pi) q[4],q[12];\nRxxyyzz(0.45238763426595957*pi,0.2914061135655287*pi,0.17631068942231864*pi) q[6],q[16];\nRxxyyzz(0.4688895061587104*pi,0.38123699294124186*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.48458859058119996*pi,0.3144600067979564*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.4299241199565199*pi,0.309446174466594*pi,0.18285701350730377*pi) q[10],q[11];\nRxxyyzz(0.3093508411046503*pi,0.29058153757155303*pi,0.0*pi) q[15],q[13];\nu3(3.686130900691992*pi,0.8429611127536321*pi,0.8158247129815129*pi) q[1];\nu3(3.211921876424352*pi,-0.10692189533582908*pi,1.277247043552726*pi) q[2];\nu3(3.225886606989519*pi,1.9583682489020173*pi,1.3732443740825226*pi) q[3];\nu3(3.5837777073181925*pi,0.10750265279738147*pi,3.6114478096380234*pi) q[4];\nu3(3.876784909071489*pi,2.172347069668479*pi,2.0352252855342816*pi) q[5];\nu3(3.114817663641555*pi,-0.46718456949746817*pi,3.611098183474109*pi) q[6];\nu3(3.0553406809636914*pi,-0.24239932941940484*pi,1.6155915606519453*pi) q[7];\nu3(3.6361436072872566*pi,0.8444290778712285*pi,0.8017611978446569*pi) q[8];\nu3(3.1133471398988117*pi,0.42340905789539884*pi,0.6525428598639664*pi) q[9];\nu3(3.920072341111906*pi,-0.10333077349853781*pi,0.7924444274742461*pi) q[10];\nu3(3.205475267281571*pi,2.9928520172346014*pi,1.2792291553329211*pi) q[11];\nu3(3.6669855488503975*pi,0.19969604554628417*pi,1.7230189416255077*pi) q[12];\nu3(3.4924062556596223*pi,2.3269291296623402*pi,0.5470518850036497*pi) q[13];\nu3(3.675950997544643*pi,0.7651645269571188*pi,1.3470672043989889*pi) q[14];\nu3(3.5203021070363536*pi,0.2060922324659077*pi,4.152838700395546*pi) q[15];\nu3(3.45290482260194*pi,0.2797052821530427*pi,4.033546509954343*pi) q[16];\nRxxyyzz(0.48558003331925537*pi,0.22371293962455285*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.2841950403013494*pi,0.21504039774650874*pi,3.9561228422258896*pi) q[15],q[1];\nRxxyyzz(0.3108165274284901*pi,0.048120104777271355*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.4489822059764529*pi,0.10121124675643867*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3544394999587395*pi,0.286654365079706*pi,3.9420796285630595*pi) q[4],q[10];\nRxxyyzz(0.45157620974764*pi,0.3474937266247575*pi,0.06229138395445213*pi) q[5],q[14];\nRxxyyzz(0.36595487177073016*pi,0.1434753680462607*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.31049381453743896*pi,0.276560267641222*pi,3.94335710229245*pi) q[9],q[13];\nu3(3.6728587641392063*pi,2.829391969560986*pi,1.42371750805391*pi) q[0];\nu3(3.37490451172428*pi,0.8505481458118092*pi,1.9171295285882608*pi) q[1];\nu3(3.6009693427397904*pi,2.2433730398233918*pi,0.9794731465936972*pi) q[2];\nu3(3.5675105567472896*pi,3.057522111638172*pi,2.157030892132494*pi) q[3];\nu3(3.3702553442369627*pi,3.4257115951200525*pi,3.343701141476626*pi) q[4];\nu3(3.6010971224618062*pi,2.4043886186743193*pi,1.2376399282088553*pi) q[5];\nu3(3.924395559117748*pi,3.3086826411966976*pi,4.202201252380071*pi) q[6];\nu3(3.6287329117295934*pi,0.27997555106386574*pi,1.5743730177841395*pi) q[8];\nu3(3.514047497067292*pi,2.8213548933851094*pi,0.9950251744254881*pi) q[9];\nu3(3.5269523529765774*pi,2.419511451610656*pi,2.202269697624022*pi) q[10];\nu3(3.409977407814334*pi,-0.31044551012194554*pi,3.867126979788806*pi) q[11];\nu3(3.685339845609882*pi,3.199730363626015*pi,1.9779469283840825*pi) q[12];\nu3(3.369265042725349*pi,2.491744087002615*pi,1.907887457081075*pi) q[13];\nu3(3.2377710638249213*pi,-0.18815902648953964*pi,3.852573557266619*pi) q[14];\nu3(3.575518600675663*pi,2.820379753614585*pi,2.1061256793077283*pi) q[15];\nu3(3.3855969126429613*pi,0.7384497191042185*pi,1.7374876396490764*pi) q[16];\nRxxyyzz(0.47911978295167934*pi,0.21427745236310802*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.45360611554373964*pi,0.330266474675329*pi,3.8418631364391005*pi) q[1],q[5];\nRxxyyzz(0.45341504030125973*pi,0.16008434891779796*pi,3.8898006229813102*pi) q[4],q[2];\nRxxyyzz(0.45514852261779026*pi,0.37345074475903095*pi,3.9397881396812*pi) q[3],q[16];\nRxxyyzz(0.37937791138322174*pi,0.19807349302506794*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4191263822013086*pi,0.22570514066840586*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.17675836274376988*pi,0.07548481481256353*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.410053737208962*pi,0.21488259113178143*pi,0.0*pi) q[15],q[12];\nu3(3.6532963013780018*pi,-0.25520202605839826*pi,1.0193111566614848*pi) q[0];\nu3(3.1796047074747515*pi,2.460623565405178*pi,1.1872130035431976*pi) q[1];\nu3(3.6834960312905722*pi,1.8859080382172322*pi,2.232898475099395*pi) q[2];\nu3(3.6760619371638956*pi,1.153603692260233*pi,1.3492361163747582*pi) q[3];\nu3(3.329157937959103*pi,2.940598403310358*pi,1.7075921040379392*pi) q[4];\nu3(3.705458045491074*pi,3.4675702632049945*pi,1.7816132586770994*pi) q[5];\nu3(3.3351057986155936*pi,1.732516034323674*pi,1.6828071230930477*pi) q[7];\nu3(3.6302126103100245*pi,-0.4962353303358791*pi,4.2509641337072885*pi) q[8];\nu3(3.454739285999718*pi,0.0025076525961829077*pi,2.0514864479956922*pi) q[9];\nu3(3.3570162446997878*pi,0.5294835864075389*pi,2.359964628290398*pi) q[10];\nu3(3.7790700870496834*pi,0.9785924610980712*pi,0.6990800748428418*pi) q[11];\nu3(3.5245051683095214*pi,0.4910929341798609*pi,0.8097746625929403*pi) q[12];\nu3(3.642796291110446*pi,-0.036400815416136545*pi,2.1708505419164204*pi) q[13];\nu3(3.5570138371308917*pi,2.8002527823201318*pi,0.7908364815015361*pi) q[14];\nu3(3.486733246513152*pi,0.2908010457474175*pi,1.6729605784473816*pi) q[15];\nu3(3.442063135997535*pi,2.634182502087151*pi,0.9651980778969566*pi) q[16];\nRxxyyzz(0.37357610232621985*pi,0.22074347242602732*pi,3.90444586298562*pi) q[0],q[15];\nRxxyyzz(0.4535620294372502*pi,0.3242777854361153*pi,3.8788625459178996*pi) q[9],q[1];\nRxxyyzz(0.43629880605293003*pi,0.20672676453561456*pi,3.9447548803241403*pi) q[8],q[2];\nRxxyyzz(0.47999491589557974*pi,0.16451539931028603*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3232529752786777*pi,0.30484934777466877*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.45240397716576997*pi,0.1154945091698264*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4874946214195298*pi,0.2979610165756036*pi,0.0*pi) q[10],q[6];\nu3(3.5455729677096692*pi,0.388748408925637*pi,2.202249534773453*pi) q[0];\nu3(3.221846873021997*pi,2.0023022340772796*pi,2.351251111356327*pi) q[1];\nu3(3.4004267517301514*pi,2.548138822092513*pi,1.6678798702792574*pi) q[2];\nu3(3.492335542569369*pi,-0.384001755751165*pi,3.666510517422681*pi) q[3];\nu3(3.9147066537098936*pi,2.09435535005323*pi,1.0283448588646156*pi) q[4];\nu3(3.6168846467009286*pi,1.1157576853935733*pi,2.09223360369682*pi) q[5];\nu3(3.2356059709553313*pi,0.35268929334358257*pi,1.7671467892166237*pi) q[6];\nu3(3.9096594792151236*pi,0.22766016113943632*pi,1.4494199647362918*pi) q[7];\nu3(3.651010207208283*pi,1.233908635752845*pi,2.4081599923645696*pi) q[8];\nu3(3.406337022342382*pi,3.3016165286696237*pi,1.9178891259775495*pi) q[9];\nu3(3.578616238668293*pi,-0.3907992629128959*pi,2.1433209679956264*pi) q[10];\nu3(3.251901567621903*pi,2.5307673027206365*pi,1.8347498977615513*pi) q[14];\nu3(3.9044055754955944*pi,3.462535168242566*pi,0.6863548938824282*pi) q[15];\nu3(3.5004147943527593*pi,0.5239487998206986*pi,2.2857116833006383*pi) q[16];\nRxxyyzz(0.41860965122199*pi,0.3498174895922028*pi,3.78172055030542*pi) q[1],q[3];\nRxxyyzz(0.36522314430293*pi,0.2459363615893373*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.4917400365014205*pi,0.32432946428823684*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.30456377637315013*pi,0.1457618635397151*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.46811695042862*pi,0.4234951737062699*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4368342911773603*pi,0.31871930799407794*pi,3.93920617264284*pi) q[9],q[8];\nRxxyyzz(0.3935199061768896*pi,0.25550146954086916*pi,0.0*pi) q[14],q[12];\nRxxyyzz(0.42960250473041384*pi,0.25685650058141474*pi,0.0*pi) q[15],q[16];\nu3(3.326752362164438*pi,0.2491693864438438*pi,1.5540943312041842*pi) q[1];\nu3(3.4533502562910474*pi,2.8502379542097116*pi,0.5215689177069338*pi) q[2];\nu3(3.684041739029034*pi,2.434199206986062*pi,2.2462601760640273*pi) q[3];\nu3(3.488726238196885*pi,3.016724848741217*pi,0.6060278816746827*pi) q[4];\nu3(3.258929602092813*pi,0.49721143781463006*pi,2.1813145577297965*pi) q[5];\nu3(3.6530206871479414*pi,-0.4587856013751326*pi,2.4539392173755887*pi) q[6];\nu3(3.617574744115982*pi,0.348836998892351*pi,4.3052061669149015*pi) q[7];\nu3(3.5864149325869845*pi,3.013565069608931*pi,1.6010598099119635*pi) q[8];\nu3(3.5929844840420007*pi,0.46817774556445824*pi,1.1441001431071198*pi) q[9];\nu3(3.0809143258309133*pi,-0.3050311777720877*pi,3.6282737297606946*pi) q[10];\nu3(3.4676626377815176*pi,-0.44394635306885555*pi,0.6197720456742046*pi) q[11];\nu3(3.3442862745463*pi,2.6791771755452163*pi,4.405729410479983*pi) q[12];\nu3(3.3178792204209033*pi,0.9580951704727578*pi,1.712686286986238*pi) q[13];\nu3(3.6569727385523847*pi,0.34501896375262997*pi,2.091841077850764*pi) q[14];\nu3(3.6801752554111444*pi,2.83151918993058*pi,0.7571856871101565*pi) q[15];\nu3(3.609425037722384*pi,0.17770318645843353*pi,1.8101366515101995*pi) q[16];\nRxxyyzz(0.4135572493679294*pi,0.339337544986935*pi,0.08914566505412304*pi) q[0],q[14];\nRxxyyzz(0.3250784345529437*pi,0.25693094229946345*pi,3.947727618637993*pi) q[1],q[13];\nRxxyyzz(0.3290855723554069*pi,0.27712598615958073*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.39210971145167006*pi,0.31690420069144243*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4066919408175918*pi,0.26810498598989674*pi,3.8478544635793828*pi) q[7],q[4];\nRxxyyzz(0.23456581416101938*pi,0.19827507072178685*pi,0.17699708854074103*pi) q[12],q[6];\nRxxyyzz(0.45190285146449793*pi,0.253416417295278*pi,0.0*pi) q[10],q[11];\nu3(3.524666211602114*pi,3.0982750604647236*pi,0.8288956483295339*pi) q[0];\nu3(3.675401323387314*pi,1.0067814461343731*pi,0.703612156080208*pi) q[1];\nu3(3.3404898987853553*pi,1.261911374635998*pi,1.0554987606232629*pi) q[2];\nu3(3.753209094354388*pi,0.8558959120194016*pi,1.9514422016811324*pi) q[3];\nu3(3.578044786419728*pi,3.0481667969892126*pi,1.1827996699094028*pi) q[4];\nu3(3.207674906630407*pi,3.331867100141456*pi,3.0870415118322057*pi) q[6];\nu3(3.3437516157946816*pi,0.06726977889237684*pi,1.1126160643958116*pi) q[7];\nu3(3.558580560814476*pi,-0.06395945081419652*pi,3.1733734283840622*pi) q[8];\nu3(3.540762738497672*pi,3.0561817503251523*pi,4.4890152726623125*pi) q[9];\nu3(3.455653105010003*pi,2.878606691517428*pi,1.6956941936482282*pi) q[10];\nu3(3.2195586763401827*pi,-0.2021350792494344*pi,3.8741912021917124*pi) q[11];\nu3(3.7259423398824754*pi,-0.4613687303644053*pi,1.7452410043494895*pi) q[12];\nu3(3.819900981040669*pi,2.274046280712263*pi,1.2935257117594783*pi) q[13];\nu3(3.712911362233068*pi,0.18487198515891667*pi,3.307528131510434*pi) q[14];\nRxxyyzz(0.45214185026225984*pi,0.38520000516783914*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3556311033187769*pi,0.22064607205844178*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.4321796835387998*pi,0.19933686844294302*pi,3.95422940139374*pi) q[5],q[10];\nRxxyyzz(0.44727216036335016*pi,0.16039412314179416*pi,0.050686201168081015*pi) q[9],q[6];\nRxxyyzz(0.41689348844430013*pi,0.24685945648630814*pi,3.9331188343404992*pi) q[14],q[11];\nRxxyyzz(0.3841871055449896*pi,0.19908953828308637*pi,3.892208811242769*pi) q[12],q[16];\nu3(3.7618501317424076*pi,2.495373102046255*pi,1.3047716766882003*pi) q[0];\nu3(3.736107806146351*pi,1.3633161633492556*pi,1.2200591514538197*pi) q[3];\nu3(3.689695619671697*pi,1.0157272026726805*pi,1.5092761504721544*pi) q[5];\nu3(3.4985145830164703*pi,-0.191275810252299*pi,3.74938252232148*pi) q[6];\nu3(3.5590948687892463*pi,-0.4060179086721467*pi,2.686563657299202*pi) q[8];\nu3(3.6928833629239124*pi,0.0028977184635716746*pi,3.6934499895804764*pi) q[9];\nu3(3.8418842715560473*pi,0.18825692366847047*pi,1.6507142175501555*pi) q[10];\nu3(3.77090542780295*pi,1.3259301329457938*pi,0.5853190017318077*pi) q[11];\nu3(3.081020541552851*pi,1.2127165562550917*pi,2.41871929713753*pi) q[12];\nu3(3.4819852605145467*pi,1.761655602172942*pi,0.5248995319754983*pi) q[14];\nu3(3.1329874630891323*pi,2.4786150378330687*pi,0.5367651545127702*pi) q[15];\nu3(3.533873030708434*pi,0.20701573787358096*pi,1.5163072409814702*pi) q[16];\nRxxyyzz(0.3819588294205599*pi,0.19937443694742651*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.26287687787402986*pi,0.1505393731808331*pi,0.04090758798004179*pi) q[1],q[3];\nRxxyyzz(0.24526503539435995*pi,0.22650113255222903*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.3994321941648801*pi,0.3372803803261092*pi,0.20996825616404344*pi) q[6],q[4];\nRxxyyzz(0.3713011701689296*pi,0.177771638011902*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.4211838573285597*pi,0.28562365473243295*pi,0.232500049017175*pi) q[15],q[8];\nRxxyyzz(0.36141178064728*pi,0.24560210906653923*pi,0.1347917651591069*pi) q[9],q[14];\nRxxyyzz(0.42074318777955*pi,0.33103058787709816*pi,0.1238810832720122*pi) q[10],q[13];\nu3(3.8104362463139894*pi,2.769310790830472*pi,1.0142142224796415*pi) q[0];\nu3(3.543093073586609*pi,2.6032107371061812*pi,3.9024404821731347*pi) q[1];\nu3(3.403153446216673*pi,1.0771551737557181*pi,1.5836721138088765*pi) q[2];\nu3(3.1000430371113255*pi,-0.48018829901494176*pi,2.454261555054315*pi) q[3];\nu3(3.4381751548572965*pi,0.8271181857517638*pi,1.1250621843059379*pi) q[4];\nu3(3.2650672841356556*pi,3.0239167787588745*pi,1.5351018103676541*pi) q[6];\nu3(3.7083092984743926*pi,1.2117412373089342*pi,1.4433951089127508*pi) q[7];\nu3(3.4743633204301774*pi,1.091523232905657*pi,4.284470857487013*pi) q[8];\nu3(3.5135553122449235*pi,2.7618757896803228*pi,0.7122289274105136*pi) q[9];\nu3(3.4497439149742544*pi,1.1395000425753503*pi,3.5620298428190393*pi) q[10];\nu3(3.6590303305080263*pi,2.8322423411444393*pi,0.725177186150274*pi) q[11];\nu3(3.4787184490613976*pi,-0.013302265267235047*pi,1.1890872131878938*pi) q[12];\nu3(3.3846885435835707*pi,0.1240737472464788*pi,3.222709393101483*pi) q[13];\nu3(3.1326911422404127*pi,3.4999066680424424*pi,4.4356389185079825*pi) q[14];\nu3(3.862283356074485*pi,0.9087737152023401*pi,3.9484702275203407*pi) q[15];\nu3(3.7222655952475874*pi,-0.14437584232549466*pi,4.352832644266572*pi) q[16];\nRxxyyzz(0.3406851601231192*pi,0.1313435328130943*pi,0.05945391029500158*pi) q[0],q[1];\nRxxyyzz(0.29627189164125*pi,0.23087476395520845*pi,0.09279356559286489*pi) q[2],q[7];\nRxxyyzz(0.39817644117954964*pi,0.31489911281110283*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.47142615356393025*pi,0.29622917103833246*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.45731472866210815*pi,0.15296039348684862*pi,3.9392324306099287*pi) q[14],q[6];\nRxxyyzz(0.35226677299460984*pi,0.16420646778758696*pi,3.9559091089590694*pi) q[9],q[8];\nRxxyyzz(0.2792110840876895*pi,0.1888504222786258*pi,3.8340264417232603*pi) q[16],q[10];\nRxxyyzz(0.46413614940061954*pi,0.35933286669816855*pi,0.0*pi) q[12],q[13];\nu3(3.7848084009698377*pi,0.09552724011164182*pi,0.9665160394162193*pi) q[0];\nu3(3.4826747266218576*pi,-0.3365685455413695*pi,4.182238639563998*pi) q[1];\nu3(3.6853942381837803*pi,2.378231520391153*pi,0.671680536374597*pi) q[2];\nu3(3.7163684301483864*pi,3.132665201208477*pi,0.9982715568644185*pi) q[3];\nu3(3.7601109107869815*pi,-0.10638820961669715*pi,0.648802105185701*pi) q[4];\nu3(3.386222853331402*pi,0.04676835431986559*pi,2.226277187834846*pi) q[6];\nu3(3.4792083773564473*pi,2.334216358867704*pi,3.954555535578285*pi) q[7];\nu3(3.4731404685326672*pi,3.309852648527197*pi,1.7218324563423044*pi) q[8];\nu3(3.5817015762538773*pi,3.3622505910324514*pi,3.9622338194896947*pi) q[9];\nu3(3.7700769467648825*pi,2.71085310707887*pi,1.1280141937279649*pi) q[10];\nu3(3.0750625563382856*pi,0.0027986034859159847*pi,4.036102455303672*pi) q[11];\nu3(3.2219280040995084*pi,-0.1895691950535705*pi,0.8326138872108131*pi) q[12];\nu3(3.6456574946158016*pi,1.236459983394215*pi,1.7037600307970493*pi) q[13];\nu3(3.329372754778719*pi,0.4833110817274535*pi,2.170520521682003*pi) q[14];\nu3(3.703475506648228*pi,3.1330806194141347*pi,1.4709309552020586*pi) q[15];\nu3(3.7473605339572544*pi,0.6192360688226859*pi,0.9702797417870772*pi) q[16];\nRxxyyzz(0.45909726400281947*pi,0.13917831782542045*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.46031253237065994*pi,0.3187132444073641*pi,0.2019222906736204*pi) q[1],q[10];\nRxxyyzz(0.46115977912707995*pi,0.14046850807588662*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.3740951388698003*pi,0.08970132620397031*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.33775039326476997*pi,0.29129657363031614*pi,0.059449870760513335*pi) q[15],q[5];\nRxxyyzz(0.40184367430996987*pi,0.2023975499690741*pi,0.07896576486407852*pi) q[9],q[13];\nRxxyyzz(0.4356431182709106*pi,0.1410095326552061*pi,0.0*pi) q[12],q[11];\nu3(3.3140121191965397*pi,0.25543838268790253*pi,1.0450873030089534*pi) q[0];\nu3(3.129507771292924*pi,-0.3481027172524983*pi,4.438715283821521*pi) q[1];\nu3(3.901256514511324*pi,2.9734117602682835*pi,0.7934008372125989*pi) q[2];\nu3(3.1194278169202834*pi,-0.3490040239870881*pi,1.036449334715548*pi) q[4];\nu3(3.2085158183882636*pi,0.007755804993628157*pi,1.2932174245418107*pi) q[5];\nu3(3.6523478552627435*pi,2.579004198675908*pi,1.9132139709311589*pi) q[7];\nu3(3.9300721934500067*pi,0.4366356735457756*pi,1.373457805544489*pi) q[8];\nu3(3.517716825606437*pi,0.5316204543988023*pi,0.6392996539223768*pi) q[9];\nu3(3.228598410972685*pi,0.8679833671652475*pi,4.351156948315325*pi) q[10];\nu3(3.678337762083661*pi,3.146643097977562*pi,2.4085554657423165*pi) q[11];\nu3(3.182414962447539*pi,-0.4390225244906885*pi,0.8994405345389274*pi) q[12];\nu3(3.780283372956466*pi,-0.3894773787845768*pi,2.6603928667436354*pi) q[13];\nu3(3.57440742400685*pi,0.935412780765219*pi,1.6504417129247106*pi) q[15];\nu3(3.5663008601774515*pi,2.1737588316695544*pi,0.8442131289191692*pi) q[16];\nRxxyyzz(0.3610358084273436*pi,0.09025404491717404*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.16921204336818008*pi,0.09774077391030023*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3183943968482691*pi,0.13775898919598095*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3797984447372701*pi,0.2488465907455446*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.49115372954696046*pi,0.1870175550208384*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4377140691825393*pi,0.18758264160051305*pi,0.08587106320608745*pi) q[14],q[8];\nRxxyyzz(0.44358715683919925*pi,0.24815595226827322*pi,0.1684512059376688*pi) q[16],q[11];\nRxxyyzz(0.41918576542894215*pi,0.2537555361081121*pi,0.0*pi) q[13],q[12];\nu3(3.856466127705365*pi,0.6900794589631492*pi,1.0497509814834758*pi) q[0];\nu3(3.3601852416213482*pi,2.698939214395986*pi,1.1627359957868446*pi) q[1];\nu3(3.120078695939261*pi,-0.1402208996738235*pi,4.277637345993051*pi) q[2];\nu3(3.243635662554407*pi,0.3250394009913107*pi,1.2710942231488773*pi) q[4];\nu3(3.30969632494811*pi,0.6125219454180315*pi,1.5852634529238674*pi) q[5];\nu3(3.587559370590843*pi,0.6733704644980067*pi,2.0039254040774255*pi) q[6];\nu3(3.7460094171313107*pi,-0.34493150094548175*pi,1.1900963421776365*pi) q[7];\nu3(3.843200187611844*pi,2.1009863350061586*pi,1.8867725938834605*pi) q[8];\nu3(3.583415062596271*pi,3.3142765877855664*pi,2.483218847303347*pi) q[9];\nu3(3.9467995048364677*pi,1.2814444332155643*pi,1.629936521054021*pi) q[10];\nu3(3.12292263146517*pi,-0.3777341766616136*pi,0.8614075315659317*pi) q[11];\nu3(3.6070781128958633*pi,-0.12847659281522644*pi,4.163722962251492*pi) q[12];\nu3(3.592138224687281*pi,3.3526643988450684*pi,4.261601203661979*pi) q[13];\nu3(3.9331720587457077*pi,3.4273048387942064*pi,3.0883253205374848*pi) q[14];\nu3(3.3888421425489423*pi,3.274830806206555*pi,0.6421807910231204*pi) q[15];\nu3(3.325969523865304*pi,2.7211636738601*pi,3.590869509782469*pi) q[16];\nmeasure q[8] -> c[12];\nRxxyyzz(0.48484118756191996*pi,0.29093533613170575*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.46041500572028105*pi,0.2856986838383355*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.32594844473154005*pi,0.07861625084431312*pi,3.9554814891006*pi) q[2],q[15];\nRxxyyzz(0.36315620240391067*pi,0.2614638480198411*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.3297124983173895*pi,0.2953354364812477*pi,3.93157745662754*pi) q[4],q[11];\nRxxyyzz(0.41425620960023934*pi,0.35274292008062774*pi,0.09292306911546634*pi) q[12],q[5];\nRxxyyzz(0.37790770582041966*pi,0.15582435319652643*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.40125225483803995*pi,0.29312622796696797*pi,3.863306978275951*pi) q[16],q[13];\nu3(3.423501314494979*pi,3.154214496208679*pi,0.9579547507990447*pi) q[0];\nu3(3.5052016352252173*pi,-0.2519208245693143*pi,1.3305207881664898*pi) q[1];\nu3(3.372654124704983*pi,-0.44514964149260794*pi,1.9351307752345748*pi) q[2];\nu3(3.2653766693827104*pi,1.0597073751554542*pi,4.360420990681608*pi) q[3];\nu3(1.7159245522122242*pi,0.1341079386988866*pi,0.5927483477369657*pi) q[4];\nu3(3.303479750624547*pi,0.5450737252287334*pi,4.407208796182894*pi) q[5];\nu3(3.3622465290057337*pi,2.7555648551115617*pi,0.8774927476829664*pi) q[6];\nu3(3.5584812965348256*pi,1.441843769910517*pi,1.798133952875497*pi) q[7];\nu3(3.1064368788250194*pi,0.8611269370361021*pi,1.297791477148045*pi) q[9];\nu3(3.5577896868627596*pi,0.9858257027852066*pi,1.7972970972407536*pi) q[10];\nu3(0.34926165145034604*pi,0.19930744314945914*pi,0.505776732040521*pi) q[11];\nu3(3.6085016318573984*pi,0.9493265627997474*pi,3.3914936904834754*pi) q[12];\nu3(3.553966266847119*pi,0.4751944233981451*pi,1.2415939240412917*pi) q[13];\nu3(3.238016372669615*pi,3.4824669093856904*pi,0.6148740642842108*pi) q[14];\nu3(0.8439921253447618*pi,0.40257275647315505*pi,0.7945572848291774*pi) q[15];\nu3(3.152240232420672*pi,1.3905903421719077*pi,2.180012532844476*pi) q[16];\nmeasure q[3] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[12] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[14] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[2] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[15] -> c[9];\nmeasure q[9] -> c[10];\nmeasure q[16] -> c[11];\nmeasure q[5] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[13] -> c[15];\nmeasure q[11] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5214026752445076*pi,0.4682659219002767*pi,2.03782197718251*pi) q[0];\nu3(3.7242557810114763*pi,0.1940921095335606*pi,1.448431190832679*pi) q[1];\nu3(3.738717647527888*pi,2.3282227019675994*pi,1.2841971080535042*pi) q[2];\nu3(3.79312711198646*pi,2.3729284805986897*pi,4.193635567992057*pi) q[3];\nu3(3.435102964050636*pi,-0.28279933197214197*pi,1.707056234639164*pi) q[4];\nu3(3.387192120603788*pi,3.048938671193821*pi,4.2029145610568985*pi) q[5];\nu3(3.2710902992231814*pi,3.443470179560016*pi,4.452959345861693*pi) q[6];\nu3(3.382116356701286*pi,-0.10540527244913767*pi,1.3114601036909017*pi) q[7];\nu3(3.5891471737595184*pi,3.477028380656549*pi,0.8558598742418912*pi) q[8];\nu3(3.799269839239918*pi,2.7169346322994428*pi,3.4255102121326475*pi) q[9];\nu3(3.587943778597382*pi,2.4047790121618657*pi,3.5556109587195195*pi) q[10];\nu3(3.8391888042206666*pi,-0.32301050335181236*pi,1.7219493726468387*pi) q[11];\nu3(3.9746087291602366*pi,2.3525952403623482*pi,2.9898675757865796*pi) q[12];\nu3(3.6840570410160844*pi,2.285024742116611*pi,4.218627105099011*pi) q[13];\nu3(3.493910072051494*pi,2.324455501673287*pi,4.40331951628988*pi) q[14];\nu3(3.8026455918325763*pi,3.0065491136298546*pi,1.2527667824083137*pi) q[15];\nu3(3.842680851172357*pi,2.4987840408936135*pi,2.210620771874889*pi) q[16];\nRxxyyzz(0.33339944870072014*pi,0.2540911731480868*pi,3.9518427016356505*pi) q[0],q[13];\nRxxyyzz(0.36039895763147933*pi,0.12857232524228923*pi,0.08124334304544867*pi) q[1],q[12];\nRxxyyzz(0.43276352413317987*pi,0.26586600823684836*pi,3.8422001891841107*pi) q[2],q[15];\nRxxyyzz(0.36356763671575004*pi,0.24902271758840736*pi,0.12100813282831584*pi) q[3],q[11];\nRxxyyzz(0.3473561116608207*pi,0.28073935329323474*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4160667963491399*pi,0.2936068888070942*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.44032738872700955*pi,0.3024264062895075*pi,3.75195444452638*pi) q[7],q[10];\nRxxyyzz(0.44020749338088994*pi,0.18956830725427887*pi,0.0*pi) q[9],q[14];\nu3(3.4263151275776504*pi,3.017390462825809*pi,1.8767141319144978*pi) q[0];\nu3(3.1961301513849265*pi,0.3440961830061091*pi,4.124662279250465*pi) q[1];\nu3(3.7560745996742013*pi,0.37724778302205886*pi,0.7675299738793573*pi) q[2];\nu3(3.18248519753754*pi,-0.02498987238396455*pi,3.8606701055764834*pi) q[3];\nu3(3.7415411779647387*pi,1.9463045751098873*pi,2.000706226252085*pi) q[4];\nu3(3.849301832124996*pi,-0.18551501440084256*pi,1.7125903120758446*pi) q[5];\nu3(3.8990468377650362*pi,3.2418483838459826*pi,0.6647625024024113*pi) q[6];\nu3(3.6302194583373573*pi,2.6174801931546194*pi,0.5237718780921399*pi) q[7];\nu3(3.7106114980848957*pi,2.8885106175478676*pi,2.456995566504163*pi) q[9];\nu3(3.1934982123761944*pi,1.9737902517976975*pi,0.8853282593190257*pi) q[10];\nu3(3.2931126912305944*pi,2.156372315576137*pi,3.5200272046984815*pi) q[11];\nu3(3.235911839115615*pi,-0.2790468136416508*pi,1.6082352473482573*pi) q[12];\nu3(3.654724056476887*pi,1.0650675739941722*pi,1.6408903225383096*pi) q[13];\nu3(3.8067114364545853*pi,0.27734764737076933*pi,1.6298035058159135*pi) q[14];\nu3(3.5580938285446644*pi,2.559924180334876*pi,0.7171555620266585*pi) q[15];\nu3(3.8728196050160584*pi,0.21649910306117093*pi,1.3857606420666173*pi) q[16];\nRxxyyzz(0.32836618099185977*pi,0.16243366762762534*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.41061962546643993*pi,0.276215524840727*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4115019584200166*pi,0.2834272240039427*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.46988764291289975*pi,0.1851957619591439*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.36027631437119645*pi,0.24286827806755673*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3725127522443995*pi,0.23437016081457895*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.2916177746637595*pi,0.24423538594135152*pi,0.17457951070481403*pi) q[8],q[11];\nRxxyyzz(0.39232693963480914*pi,0.2738415834835469*pi,0.0*pi) q[12],q[15];\nu3(3.7582399761596554*pi,0.041481263020472614*pi,0.8949516970717755*pi) q[0];\nu3(3.81576681286552*pi,2.1765067983806934*pi,1.459077261164064*pi) q[1];\nu3(3.2506828761758504*pi,2.2735977616974488*pi,1.4085284232110562*pi) q[3];\nu3(3.278916199974903*pi,0.05574959556236969*pi,4.338817415146998*pi) q[4];\nu3(3.7080220943834847*pi,2.486953421679351*pi,1.2564434200997514*pi) q[5];\nu3(3.6633653791753784*pi,0.9686343050847945*pi,0.9101307503919024*pi) q[6];\nu3(3.7367277415951494*pi,-0.4252196557239653*pi,0.5102350589756108*pi) q[7];\nu3(3.429464139496411*pi,1.1157522418278998*pi,1.1065088535198893*pi) q[8];\nu3(3.647612400073842*pi,2.1954540499875166*pi,1.706696023879553*pi) q[9];\nu3(3.409165421925323*pi,2.114566057797625*pi,0.9158580407249047*pi) q[10];\nu3(3.494295638792294*pi,3.3437029419313724*pi,1.227814581797475*pi) q[11];\nu3(3.457266837440783*pi,3.3142509992169784*pi,1.3225461252084632*pi) q[12];\nu3(3.1884518613368042*pi,0.3720430506606578*pi,0.7918060276481161*pi) q[13];\nu3(3.4754346709576787*pi,0.7207591595267941*pi,1.9497709182037561*pi) q[14];\nu3(3.3378570529718408*pi,1.7313804331611378*pi,1.650047257785952*pi) q[15];\nu3(3.6698779117083005*pi,3.1936181306476894*pi,3.974969472740298*pi) q[16];\nRxxyyzz(0.4137032313754894*pi,0.32549040345478825*pi,3.8550756762999505*pi) q[10],q[1];\nRxxyyzz(0.3575806871962799*pi,0.16022110068903594*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.422009425325769*pi,0.17952258692320022*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.40302065598797*pi,0.26930544006423673*pi,0.1562762306246672*pi) q[5],q[7];\nRxxyyzz(0.43097021756637044*pi,0.27537677917810943*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.3352746923053296*pi,0.22300815089112602*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.39400692502037954*pi,0.16080668619374625*pi,3.8839558283012003*pi) q[11],q[14];\nu3(3.3027601737730174*pi,3.3220776646762706*pi,1.8074922007957062*pi) q[1];\nu3(3.516334152371416*pi,2.266616425452258*pi,1.6871831550989866*pi) q[2];\nu3(3.9607466269365146*pi,2.7236901027790035*pi,4.466017314175398*pi) q[3];\nu3(3.3190193599350346*pi,0.44495779750084374*pi,2.47538110186583*pi) q[4];\nu3(3.2575581982579402*pi,0.05832091038304377*pi,4.4482460018327785*pi) q[5];\nu3(3.1310090460484785*pi,-0.04008578593996054*pi,0.6985203057635685*pi) q[6];\nu3(3.3508815888456307*pi,0.59499220322578*pi,3.896950850263078*pi) q[7];\nu3(3.760429830622752*pi,-0.2978178657981011*pi,4.1644820471654365*pi) q[8];\nu3(3.6156256579100887*pi,-0.4050923666265121*pi,0.650019269126769*pi) q[9];\nu3(3.3520648495268826*pi,-0.029686767780122914*pi,0.7872299384038426*pi) q[10];\nu3(3.8292816282381152*pi,2.1691415715554125*pi,2.40614602127323*pi) q[11];\nu3(3.8502149292322536*pi,-0.12677051182066224*pi,1.0631973539659731*pi) q[13];\nu3(3.4406382109937694*pi,0.07382434551846995*pi,1.2591941711211545*pi) q[14];\nu3(3.399419806622892*pi,0.7538977724973481*pi,1.863943968719658*pi) q[16];\nRxxyyzz(0.45329631076112903*pi,0.17222365830465447*pi,3.87993106113925*pi) q[0],q[8];\nRxxyyzz(0.43066131310239003*pi,0.19742068447769145*pi,0.07368686181042652*pi) q[2],q[1];\nRxxyyzz(0.46246431553802125*pi,0.44044788286766506*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.3620330739680099*pi,0.2615348380356011*pi,3.95523968206727*pi) q[12],q[4];\nRxxyyzz(0.4226788651711598*pi,0.13334934291619494*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.35418418094964943*pi,0.17413263409943536*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.4484656736982503*pi,0.356939542742778*pi,3.9101526359211096*pi) q[13],q[14];\nRxxyyzz(0.40914426761468015*pi,0.2759730627190671*pi,0.0*pi) q[16],q[15];\nu3(3.284383552183632*pi,2.8080436279414918*pi,0.9328940007077291*pi) q[0];\nu3(3.7841088995566627*pi,0.21054833850662258*pi,1.5010242303520795*pi) q[1];\nu3(3.8946827319751756*pi,2.7887384784078932*pi,1.5555141824486034*pi) q[2];\nu3(3.1566765006090813*pi,-0.27409779160061937*pi,3.2845533306602412*pi) q[3];\nu3(3.350330512217353*pi,-0.470798217126033*pi,2.303663955905831*pi) q[4];\nu3(3.1250523781146633*pi,-0.25626763385039797*pi,4.066247747776963*pi) q[5];\nu3(3.8151031554892754*pi,0.3972870371912435*pi,1.3206190020146074*pi) q[6];\nu3(3.429185450758051*pi,-0.25545707584344457*pi,1.3077755158239301*pi) q[7];\nu3(3.0844893536485447*pi,-0.30916602223678336*pi,0.7021915032030952*pi) q[8];\nu3(3.833742197193153*pi,3.0503105152642274*pi,1.2380042696281086*pi) q[9];\nu3(3.270416809000441*pi,2.597282138964165*pi,0.6066201877458787*pi) q[10];\nu3(3.3222758614482224*pi,0.5091999879168685*pi,0.7057711387630019*pi) q[12];\nu3(3.342124185089739*pi,0.7257401379224833*pi,1.22992930677633*pi) q[13];\nu3(3.4806678452288824*pi,3.114167420822144*pi,1.7338480580573814*pi) q[14];\nu3(3.4233139805730737*pi,3.192066714060293*pi,2.4829828409082584*pi) q[15];\nu3(3.3338462738517167*pi,2.7642635351941642*pi,0.9224827598746902*pi) q[16];\nRxxyyzz(0.45681418156536*pi,0.3019108442454369*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3384661023333192*pi,0.2893552876771822*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.44936160878497944*pi,0.24469521076107448*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4181730167326498*pi,0.27081552301369394*pi,3.95899744120093*pi) q[10],q[4];\nRxxyyzz(0.4502531715204197*pi,0.31518955657141917*pi,3.9090116658547*pi) q[5],q[11];\nRxxyyzz(0.45143888759846945*pi,0.2506597327974612*pi,3.9135010328189*pi) q[7],q[6];\nRxxyyzz(0.4726964781252193*pi,0.2910774106915408*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.34769105222804925*pi,0.18304784933979112*pi,3.95273137237062*pi) q[16],q[12];\nu3(3.777580095609979*pi,1.9391199672712998*pi,1.8883171144901045*pi) q[0];\nu3(3.65574458815292*pi,2.196255282579588*pi,2.147393992421287*pi) q[1];\nu3(3.6379964892758196*pi,0.10438639814485073*pi,4.162215505489874*pi) q[2];\nu3(3.5337465475571554*pi,3.2941120929985925*pi,2.2823536467661034*pi) q[3];\nu3(3.6456761169429015*pi,0.26380290091998493*pi,0.6854421910231805*pi) q[4];\nu3(3.188267849137666*pi,3.317736199612509*pi,1.2733719520296143*pi) q[5];\nu3(3.7009282286668563*pi,1.7358759837653235*pi,0.6792323645241813*pi) q[6];\nu3(3.098804568444186*pi,1.9043298319499131*pi,1.5330157237126032*pi) q[7];\nu3(3.590645939879223*pi,0.11876348817908666*pi,4.170713912368605*pi) q[9];\nu3(3.3169120881224217*pi,0.19744768440661975*pi,1.59397295859669*pi) q[10];\nu3(3.6991030869185346*pi,-0.14445158379288853*pi,1.6086817802027389*pi) q[11];\nu3(3.4871377037116345*pi,-0.30842786239319264*pi,2.119011497309274*pi) q[12];\nu3(3.7640396595210412*pi,0.7765090911733405*pi,2.19779847353392*pi) q[13];\nu3(3.829272211757688*pi,0.05811950905503327*pi,2.3393415194355134*pi) q[14];\nu3(3.5581226577302987*pi,2.4165041602670048*pi,0.8705569440631005*pi) q[15];\nu3(3.401882176283973*pi,0.7015557156269554*pi,1.0486663068552997*pi) q[16];\nRxxyyzz(0.4083275004451296*pi,0.27545572315650024*pi,0.05772538104768708*pi) q[0],q[16];\nRxxyyzz(0.4683860273030095*pi,0.16878610109178394*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.3700367887614836*pi,0.1712006132606556*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.38031553487700986*pi,0.24952987711025576*pi,3.8775997142643295*pi) q[3],q[12];\nRxxyyzz(0.3390259818933298*pi,0.2635441451646834*pi,0.1586858316092732*pi) q[15],q[4];\nRxxyyzz(0.2882082938340296*pi,0.25891685528958774*pi,3.9213224700184104*pi) q[11],q[6];\nRxxyyzz(0.2568780533245896*pi,0.1825881889046519*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.36695306350117984*pi,0.2569538353917929*pi,0.14781749767902239*pi) q[8],q[13];\nu3(3.389297077396797*pi,1.0022186241742803*pi,4.231366509272391*pi) q[0];\nu3(3.4382421592181664*pi,3.4125619552132895*pi,3.720384869269548*pi) q[1];\nu3(3.426894657779763*pi,-0.009459954310725882*pi,0.5843731866877737*pi) q[2];\nu3(3.467713651860526*pi,0.5371417297836008*pi,1.3956312012032854*pi) q[3];\nu3(3.4088911802296296*pi,-0.16043642498542793*pi,3.596238222303638*pi) q[4];\nu3(3.5744438058092456*pi,3.461103268459757*pi,1.9027165679010993*pi) q[6];\nu3(3.470197287588855*pi,2.7028648001284092*pi,2.032942867280919*pi) q[7];\nu3(3.43505119040885*pi,-0.3076924879145795*pi,2.9359142726387653*pi) q[8];\nu3(3.50359217452944*pi,0.37519342069376027*pi,2.0786026373316133*pi) q[9];\nu3(3.6413684402223825*pi,3.084688304483246*pi,0.699935988618915*pi) q[10];\nu3(3.4086753197775934*pi,0.05729086690601248*pi,1.9480266865410112*pi) q[11];\nu3(3.5708385586055256*pi,0.17304325440681723*pi,0.5359290159569046*pi) q[12];\nu3(3.5536146719309216*pi,2.670358359346177*pi,0.6595634766900401*pi) q[13];\nu3(3.4692963582680645*pi,3.3924335263880283*pi,2.1393061016332213*pi) q[14];\nu3(3.9153362961872964*pi,-0.4819675620147056*pi,0.7667163460875228*pi) q[15];\nu3(3.1305529840925415*pi,2.9027797907006554*pi,0.6591715038150113*pi) q[16];\nRxxyyzz(0.2387267719693993*pi,0.13788049355308285*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4642158350548705*pi,0.24961473879437268*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4922978014500696*pi,0.3841929447142116*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.2617399203288403*pi,0.11191617811874921*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.4731148328949599*pi,0.20811421488681714*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.37070408812095934*pi,0.3107436327018235*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.46638391022619075*pi,0.12226600940837362*pi,0.0*pi) q[15],q[11];\nRxxyyzz(0.34075215527837*pi,0.20606158408694997*pi,0.042266492786618315*pi) q[16],q[12];\nu3(3.585080355231664*pi,2.9513438898798663*pi,1.1148250873500944*pi) q[0];\nu3(3.48226471567336*pi,1.5896194082649937*pi,1.5470655786062961*pi) q[2];\nu3(3.2452337601685763*pi,-0.3848234383360686*pi,0.6518957339141807*pi) q[3];\nu3(3.4042529813462443*pi,-0.2465931534221666*pi,4.393174472460952*pi) q[4];\nu3(3.3020303896332694*pi,0.6060920722718612*pi,1.2776974844128997*pi) q[5];\nu3(3.7577472795644153*pi,-0.34540149555884514*pi,1.2432250060214907*pi) q[6];\nu3(3.4340779418261023*pi,0.4664797699365353*pi,2.2682878482484705*pi) q[7];\nu3(3.926640435727773*pi,3.2961621340291667*pi,0.5096617480337633*pi) q[8];\nu3(3.39577472262199*pi,-0.11575071289284677*pi,1.9332579446709834*pi) q[9];\nu3(3.2790853569641376*pi,2.564144473427287*pi,2.1015147692401173*pi) q[10];\nu3(3.394547036880923*pi,0.491993596365096*pi,2.2684454177493625*pi) q[11];\nu3(3.9807009814405463*pi,0.5631920178681078*pi,3.6722021611989106*pi) q[12];\nu3(3.277643988051339*pi,3.1036050242319804*pi,4.339228616129294*pi) q[13];\nu3(3.4861668513723365*pi,2.7288530642169286*pi,4.284996679675898*pi) q[14];\nu3(3.461177382880839*pi,-0.15839653525927688*pi,1.077613564073483*pi) q[15];\nu3(3.582879857421904*pi,2.1672288071916244*pi,3.5588420729687473*pi) q[16];\nRxxyyzz(0.43760591967712037*pi,0.13092289961046977*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.3284670679361201*pi,0.1661067726302985*pi,0.03960973429902337*pi) q[2],q[16];\nRxxyyzz(0.3563583074628594*pi,0.1894465044501672*pi,0.06599662305700349*pi) q[3],q[14];\nRxxyyzz(0.2783377890685097*pi,0.17588242867161707*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.3917448346319*pi,0.11851602171162112*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.43628692213364495*pi,0.3061435401211497*pi,3.880287097199032*pi) q[9],q[12];\nRxxyyzz(0.42384586985867045*pi,0.39460051554625164*pi,0.0*pi) q[10],q[11];\nu3(3.844309797018681*pi,0.2870210517747631*pi,0.6346562323677833*pi) q[0];\nu3(3.5230968325260994*pi,2.8618289758320103*pi,1.187649667925268*pi) q[2];\nu3(3.677781999496506*pi,0.5264477082075036*pi,4.480424929525622*pi) q[3];\nu3(3.426221268988087*pi,0.43764593701886545*pi,1.6424276267613287*pi) q[4];\nu3(3.6075549370869577*pi,0.4822641620252748*pi,1.8692352243765238*pi) q[6];\nu3(3.375310729527385*pi,0.15199514005164905*pi,2.4602169658685344*pi) q[7];\nu3(3.5181542332429188*pi,3.1639525589903323*pi,1.213605510952716*pi) q[8];\nu3(3.698142062787386*pi,0.12015315979958496*pi,1.168565504207344*pi) q[9];\nu3(3.785861965324155*pi,0.5718346488139732*pi,0.5314741412459608*pi) q[10];\nu3(3.3857442826663258*pi,0.28050713450568054*pi,4.10971911701205*pi) q[11];\nu3(3.293113629432839*pi,1.1775370667631337*pi,2.2825553678211055*pi) q[12];\nu3(3.7397728041469436*pi,3.2067497299745367*pi,2.034586563079772*pi) q[14];\nu3(3.4461493867394477*pi,0.2869191197509776*pi,2.0662294310152216*pi) q[15];\nu3(3.47315637308248*pi,-0.31458645491326176*pi,3.311165674794605*pi) q[16];\nRxxyyzz(0.42708098669537986*pi,0.3413604305741933*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.4051297904737601*pi,0.32986446578440987*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.4358625350041696*pi,0.19088716630898817*pi,3.92963575100619*pi) q[5],q[2];\nRxxyyzz(0.43946251670711*pi,0.11377659474051005*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.44945245917020693*pi,0.2606063126278182*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.3804145571966905*pi,0.3583722710857*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.38658749605348935*pi,0.3160972314893948*pi,3.896732953603239*pi) q[11],q[13];\nu3(3.8015593517947286*pi,3.265610270914487*pi,1.4130834452408916*pi) q[0];\nu3(3.915209801936478*pi,2.3365222768994696*pi,0.9338319951585267*pi) q[1];\nu3(3.5790215933408107*pi,3.293211802223375*pi,1.9506146647946956*pi) q[2];\nu3(3.7497810132159093*pi,3.0005994014930275*pi,1.1429626896921115*pi) q[3];\nu3(3.58541325791315*pi,0.7516601906725002*pi,1.4195677695849085*pi) q[4];\nu3(3.55871027623133*pi,2.8256945132810602*pi,2.2219091854039843*pi) q[5];\nu3(3.796058823364676*pi,-0.347487528476873*pi,1.4890452054478072*pi) q[6];\nu3(3.5422190923952845*pi,-0.45041224674074654*pi,1.6309906766444071*pi) q[7];\nu3(3.665671908211045*pi,1.0358293249637376*pi,1.3117440283569115*pi) q[10];\nu3(3.3653946326719693*pi,0.7437147167402911*pi,1.032609893510843*pi) q[11];\nu3(3.390094942702844*pi,0.5898914381232663*pi,1.7055738348907243*pi) q[13];\nu3(3.4630331203115494*pi,0.49427593909512413*pi,1.1711208115635616*pi) q[14];\nu3(3.2634174685424027*pi,0.06618094102562733*pi,4.284109025412706*pi) q[15];\nu3(3.4806482159574825*pi,2.923374058849179*pi,2.01133743723796*pi) q[16];\nRxxyyzz(0.4478883588298398*pi,0.33684930050061246*pi,0.14205276468877265*pi) q[0],q[8];\nRxxyyzz(0.43972196499343064*pi,0.23763091728921748*pi,0.14762964540903303*pi) q[10],q[2];\nRxxyyzz(0.43580339952347025*pi,0.37157720832103114*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3980287305191693*pi,0.19231285435739665*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.4401356345436601*pi,0.2617549955182652*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.35406634373129986*pi,0.14917430584942537*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.41979224847027985*pi,0.2504370289958562*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.39484328020212967*pi,0.17876941398876822*pi,0.0*pi) q[14],q[12];\nu3(3.2729658010600216*pi,2.117053810863906*pi,1.0645432503371843*pi) q[0];\nu3(3.8275657174170057*pi,0.24569955286187561*pi,3.3926776875499907*pi) q[2];\nu3(3.813558877257606*pi,2.4866506953862295*pi,3.6477697846779567*pi) q[3];\nu3(3.3482998582970915*pi,-0.42193024747577024*pi,3.739059941526599*pi) q[4];\nu3(3.35113743845815*pi,3.1615601505153834*pi,0.9857037564440327*pi) q[5];\nu3(3.6559346366754064*pi,3.4822260801787883*pi,0.5138094168202407*pi) q[6];\nu3(3.5513400180930916*pi,3.3708328003675687*pi,2.3557071189573175*pi) q[7];\nu3(3.6563255636743612*pi,-0.17305992245999557*pi,1.9964059590208256*pi) q[8];\nu3(3.942220561463407*pi,3.3873391726338338*pi,0.964531834450991*pi) q[9];\nu3(3.804283536970301*pi,-0.0031599943619248227*pi,1.2148804579692385*pi) q[10];\nu3(3.363055850996099*pi,3.490037194679871*pi,1.1810119832139985*pi) q[11];\nu3(3.5740476636846914*pi,0.7620488277456343*pi,1.3382465421150458*pi) q[12];\nu3(3.666063140983553*pi,3.262511197807864*pi,1.1505766014457226*pi) q[13];\nu3(3.343550437016078*pi,3.107285557686615*pi,2.1480403163560897*pi) q[14];\nu3(3.710312074680725*pi,2.1252995674809103*pi,1.7480645424755783*pi) q[15];\nu3(3.6489261978263943*pi,2.951509049885141*pi,0.7369579922788221*pi) q[16];\nRxxyyzz(0.25907598482723937*pi,0.20245198267593079*pi,3.8680630525787407*pi) q[0],q[11];\nRxxyyzz(0.4715758059289872*pi,0.22895419274135187*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4341566372428254*pi,0.3003680515321818*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.453042145661247*pi,0.19977967510803707*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.41608946234789623*pi,0.1403370881198268*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.4488724429280194*pi,0.17229211606240125*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.45746356556718015*pi,0.3507410389679379*pi,0.13460459515079906*pi) q[10],q[15];\nRxxyyzz(0.36712582974331986*pi,0.2442157437498343*pi,0.09199994026504729*pi) q[13],q[14];\nu3(3.519652361475189*pi,-0.1657294584884934*pi,3.835407387287518*pi) q[0];\nu3(3.793936681535035*pi,3.3247960257594182*pi,1.4104798036740633*pi) q[1];\nu3(3.2057090619356963*pi,0.1992648764806879*pi,1.6655866756079538*pi) q[2];\nu3(3.43425336633775*pi,0.17223849302886485*pi,4.3378917797002385*pi) q[4];\nu3(3.608725729893783*pi,-0.17549852712244762*pi,2.2217654609450648*pi) q[5];\nu3(3.5579809446602773*pi,0.08108978626522045*pi,1.5189736346622276*pi) q[6];\nu3(3.2152466261752717*pi,2.703445771830618*pi,2.3492257583096787*pi) q[7];\nu3(3.5667860204004245*pi,1.835695524234887*pi,1.530145642198901*pi) q[8];\nu3(3.553468750128614*pi,0.9518778901285421*pi,1.3907271836470545*pi) q[9];\nu3(3.3755422756392552*pi,1.3007447862353283*pi,0.5057083790920455*pi) q[10];\nu3(3.5516525021548033*pi,0.35003471999598457*pi,1.6045415724107441*pi) q[11];\nu3(3.3044863297357003*pi,3.293001257456369*pi,1.9954782054165294*pi) q[12];\nu3(3.83342854500129*pi,0.20030223717402418*pi,3.2122093427399694*pi) q[13];\nu3(3.9618882352705693*pi,2.838773283620893*pi,3.9986454616826563*pi) q[14];\nu3(3.908763846902331*pi,-0.1886634911456676*pi,3.1194785328063652*pi) q[15];\nu3(3.52459063440205*pi,2.855216919933368*pi,0.713911805184944*pi) q[16];\nRxxyyzz(0.32918711097892206*pi,0.22097274072021578*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.47557755085993914*pi,0.2612228325760029*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.42492588873100956*pi,0.24940292337823655*pi,3.796986342225539*pi) q[3],q[14];\nRxxyyzz(0.3106055322314104*pi,0.1748786089849239*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.42918890551634015*pi,0.15101312509868725*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.4445452768556598*pi,0.24971041336331593*pi,3.906831769609509*pi) q[8],q[15];\nRxxyyzz(0.4099376630660201*pi,0.29476896276615044*pi,0.06473350605308946*pi) q[11],q[13];\nu3(3.3271143222728443*pi,-0.3076824072501877*pi,4.363841887044014*pi) q[0];\nu3(3.672632085335601*pi,2.726251055669774*pi,1.689751548816598*pi) q[1];\nu3(3.51147162858407*pi,3.3278232353321524*pi,0.6191982327224199*pi) q[2];\nu3(3.2921490202619057*pi,2.1818159805125372*pi,0.9095374618427612*pi) q[3];\nu3(3.4425669428893904*pi,0.31368421448877726*pi,0.5614353456728587*pi) q[5];\nu3(3.584135425789716*pi,2.050496298416378*pi,1.2961526855807293*pi) q[6];\nu3(3.651650724249146*pi,0.5937091608219447*pi,0.930361027111034*pi) q[7];\nu3(3.6957885368215813*pi,2.2244999845067674*pi,0.7793891097590189*pi) q[8];\nu3(3.1522779405946446*pi,0.8285223196551965*pi,0.7544299480571065*pi) q[10];\nu3(3.2998950076889204*pi,0.8578058232044978*pi,4.229558802395343*pi) q[11];\nu3(3.433944046989511*pi,0.2431085931724808*pi,0.6616800588641272*pi) q[12];\nu3(3.35010908859489*pi,-0.1529840043168259*pi,0.9139588410427469*pi) q[13];\nu3(3.3558972596312566*pi,2.2357678032064223*pi,0.7339451867505367*pi) q[14];\nu3(3.537645930509246*pi,0.6010713599121555*pi,1.7535994087280224*pi) q[15];\nRxxyyzz(0.40140178016565997*pi,0.31114773936383533*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.47106053141646054*pi,0.2993198155946306*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3710189343273391*pi,0.26685801767804573*pi,0.06805808599835837*pi) q[2],q[14];\nRxxyyzz(0.4261629862196499*pi,0.2591440280614919*pi,3.8232978653608605*pi) q[3],q[6];\nRxxyyzz(0.4261578556642497*pi,0.25263881519697545*pi,3.9167319097847297*pi) q[5],q[4];\nRxxyyzz(0.4225268433058501*pi,0.3211795482138583*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.39539820455776997*pi,0.3376058091088532*pi,3.89872622213669*pi) q[8],q[11];\nRxxyyzz(0.45831500715675005*pi,0.2863901729025162*pi,3.92934253523977*pi) q[10],q[13];\nu3(3.4621393677978527*pi,0.2430350928688214*pi,2.146010550206044*pi) q[0];\nu3(3.3795929006333667*pi,3.2254150055839723*pi,2.427189218768438*pi) q[1];\nu3(3.541740052921867*pi,0.23217940794570158*pi,3.5895944506814326*pi) q[2];\nu3(3.1829341500753534*pi,0.4661249140664814*pi,1.8645906982856337*pi) q[3];\nu3(3.612171375074386*pi,-0.43314350753306186*pi,0.9006908670049334*pi) q[4];\nu3(3.753680066275608*pi,3.453925370806083*pi,1.8939123149901933*pi) q[5];\nu3(3.115912495023112*pi,-0.3468316443131092*pi,1.5567979127553508*pi) q[6];\nu3(3.159129626169488*pi,2.914668856401252*pi,0.7400014591691514*pi) q[7];\nu3(3.468379225835423*pi,0.2485804949820275*pi,1.7456495341893827*pi) q[8];\nu3(3.665172859916657*pi,-0.2583025770315689*pi,1.3038925026006085*pi) q[9];\nu3(3.6084349003797023*pi,2.3362512593952314*pi,2.1997915566391484*pi) q[10];\nu3(3.818200686424611*pi,0.8811680344803441*pi,1.045493792514403*pi) q[11];\nu3(3.711599336907441*pi,3.3752217705308656*pi,1.9614098309123067*pi) q[13];\nu3(3.6938006970427137*pi,-0.14591875534887444*pi,0.6785024956612264*pi) q[14];\nu3(3.295374170537152*pi,-0.07068922267953381*pi,4.156193731766008*pi) q[15];\nu3(3.4889025318392566*pi,0.9707191228171101*pi,1.5866600143499152*pi) q[16];\nRxxyyzz(0.3709094231394998*pi,0.11061886542415622*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.42459063930904994*pi,0.22947222244776466*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.43857005271421046*pi,0.268771742001076*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.42087669898089974*pi,0.1215971248178449*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.40214949327282884*pi,0.26148570308805846*pi,0.07781738446993952*pi) q[9],q[5];\nRxxyyzz(0.4657345515090301*pi,0.0*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.33830441211676937*pi,0.23653001623647718*pi,0.1528473568796591*pi) q[10],q[14];\nRxxyyzz(0.3580532151940096*pi,0.11306310959551613*pi,3.950440992228231*pi) q[11],q[16];\nu3(3.5545892089413744*pi,-0.3515379344232401*pi,1.9514027771561941*pi) q[0];\nu3(3.7169498096141678*pi,1.5928526751551857*pi,1.4899842831286314*pi) q[1];\nu3(3.1177919799771203*pi,-0.03093468999298632*pi,0.8772230983266169*pi) q[2];\nu3(3.5194650444021436*pi,0.17526998112855052*pi,2.3204373433444134*pi) q[3];\nu3(3.3120427133949217*pi,3.4881967877877*pi,0.8600554953937332*pi) q[4];\nu3(3.362006724569559*pi,3.4264062767125854*pi,3.791753829492013*pi) q[5];\nu3(3.6885371307204573*pi,2.6386060593756735*pi,1.2101805718286618*pi) q[6];\nu3(3.100013575585915*pi,2.583709600120982*pi,1.7904908546155032*pi) q[7];\nu3(3.428578955377402*pi,3.0002995352652433*pi,3.463964113584532*pi) q[9];\nu3(3.117035216973834*pi,3.3161206362981783*pi,0.5283475069816688*pi) q[10];\nu3(3.3486364756437426*pi,0.32228828728140335*pi,1.5743352140254725*pi) q[11];\nu3(3.6229341772774144*pi,2.108462053815244*pi,2.137678428251703*pi) q[12];\nu3(3.5269035627608956*pi,-0.3615049171677999*pi,0.8386734193614538*pi) q[13];\nu3(3.6468764495254304*pi,2.547317606096783*pi,4.066115003625933*pi) q[14];\nu3(3.132465644521536*pi,1.9397066392960864*pi,1.9193820811745086*pi) q[15];\nu3(3.5497326253138484*pi,-0.22684439840166915*pi,4.067139863148242*pi) q[16];\nRxxyyzz(0.35265050230894934*pi,0.24683591298369634*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.45694565305160895*pi,0.1902715181264161*pi,3.9117484191977994*pi) q[15],q[1];\nRxxyyzz(0.3103852745299407*pi,0.16521379753168353*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.39113118215553466*pi,0.31570476134962755*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4316879799337606*pi,0.17971485631393944*pi,0.06976913822534202*pi) q[5],q[6];\nRxxyyzz(0.4851665332874102*pi,0.2434271411497192*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.4087355830116097*pi,0.3182105108254853*pi,3.85433037113582*pi) q[8],q[14];\nRxxyyzz(0.4244167662532997*pi,0.21559091903761998*pi,0.09977005172113351*pi) q[16],q[13];\nu3(3.7483243890330424*pi,2.434862860074027*pi,0.7228602596542222*pi) q[0];\nu3(3.7623242196221227*pi,-0.2741947182002906*pi,2.2177202634845883*pi) q[1];\nu3(3.639966221724714*pi,3.375347702797743*pi,1.0726031548755914*pi) q[2];\nu3(3.4469908391681257*pi,1.0435866667996891*pi,2.33535527002125*pi) q[3];\nu3(3.5718596759449537*pi,0.8655484402379456*pi,1.5057323739208779*pi) q[4];\nu3(3.5384378680249795*pi,2.8860114334016345*pi,3.129398746190489*pi) q[5];\nu3(3.3305711303851586*pi,2.8106262820157513*pi,1.3148190376223017*pi) q[6];\nu3(3.2720085476818213*pi,0.4999556577669907*pi,1.1542007359321147*pi) q[7];\nu3(3.55013660365987*pi,-0.412672629040495*pi,1.4955624442738424*pi) q[8];\nu3(3.5163792459730265*pi,-0.17596123492021226*pi,2.242964651686216*pi) q[9];\nu3(3.513115404653009*pi,0.4845747844783752*pi,0.6962670365178079*pi) q[10];\nu3(3.318449667022979*pi,2.863505203505296*pi,1.0033108710281793*pi) q[12];\nu3(3.1050103928170536*pi,2.262183016767705*pi,3.7977560149041625*pi) q[13];\nu3(3.2336392883063656*pi,3.3676852341418453*pi,1.1236916540253108*pi) q[14];\nu3(3.627523245904746*pi,0.7544806577947525*pi,0.5967377104721563*pi) q[15];\nu3(3.282677473891076*pi,0.7496533328574508*pi,4.482389306980865*pi) q[16];\nRxxyyzz(0.4204469001893801*pi,0.30887913956690727*pi,3.8962883479320607*pi) q[15],q[0];\nRxxyyzz(0.4037477844951398*pi,0.2754677979938532*pi,0.07888338948483577*pi) q[8],q[2];\nRxxyyzz(0.3371473753761599*pi,0.3059974950596023*pi,0.13838007850891998*pi) q[12],q[3];\nRxxyyzz(0.4039967399882398*pi,0.11664370951541969*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.4096546264760802*pi,0.3010022655326363*pi,0.0*pi) q[7],q[5];\nRxxyyzz(0.3461296620026796*pi,0.2576562997597881*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.41726930694512016*pi,0.29434844946994904*pi,3.8325624749600102*pi) q[11],q[10];\nRxxyyzz(0.38604139489764067*pi,0.08944259113977338*pi,0.0*pi) q[16],q[14];\nu3(3.189651236910268*pi,2.7171303236810638*pi,1.257600306025054*pi) q[0];\nu3(3.4858795333031876*pi,3.455761297133218*pi,3.9787523460012006*pi) q[2];\nu3(3.705119459333728*pi,-0.46631148711384907*pi,4.114518896060705*pi) q[3];\nu3(3.0565051360607596*pi,3.284008688271177*pi,4.284713845498119*pi) q[4];\nu3(3.806173307421783*pi,0.6440619668473857*pi,4.235728547250316*pi) q[5];\nu3(3.469591672873284*pi,0.16876873432939576*pi,4.201220889123083*pi) q[6];\nu3(3.3460598521348985*pi,0.4566508587213012*pi,0.9566854534529845*pi) q[7];\nu3(3.4751605392302776*pi,-0.011836312696198892*pi,1.1100870808104644*pi) q[8];\nu3(3.6134935002855566*pi,2.7047487588137864*pi,1.53887394190093*pi) q[9];\nu3(3.495361794460874*pi,-0.015147515933931766*pi,2.1670127591561354*pi) q[10];\nu3(3.5223864871368447*pi,3.056466926923121*pi,0.7238153435410961*pi) q[11];\nu3(3.160619619056046*pi,-0.2369483409349804*pi,0.7894433149443343*pi) q[12];\nu3(3.4347667916352362*pi,1.7476061434724768*pi,1.4232445761505408*pi) q[13];\nu3(3.4666401261722455*pi,0.00913876652029011*pi,2.1382204337108273*pi) q[14];\nu3(3.278017430609241*pi,2.8321857615443715*pi,0.893746362113613*pi) q[15];\nu3(3.007995387201638*pi,2.847343278743946*pi,0.6993766849579242*pi) q[16];\nmeasure q[15] -> c[0];\nRxxyyzz(0.29738918848982987*pi,0.13650768043253514*pi,0.11574999327680979*pi) q[13],q[0];\nRxxyyzz(0.3772089176649298*pi,0.122583659606536*pi,0.08761752065949313*pi) q[11],q[1];\nRxxyyzz(0.4103364300367596*pi,0.1588322228779772*pi,3.8702501452198703*pi) q[10],q[2];\nRxxyyzz(0.38040198968144034*pi,0.27247798347689844*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.46775519942335986*pi,0.14153327468795984*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.20917464493147964*pi,0.0*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.44714722427021103*pi,0.2939057093301565*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.37721587987283994*pi,0.25565630775367815*pi,3.9066983249148794*pi) q[9],q[16];\nu3(2.4709579172339193*pi,-0.29900551640483053*pi,4.334586606618062*pi) q[0];\nu3(3.4413148511664198*pi,2.963311280259548*pi,0.6406298290071083*pi) q[1];\nu3(3.737632360289825*pi,2.2902255927432873*pi,2.4884073009137246*pi) q[2];\nu3(3.7183804682940855*pi,0.3965336491067337*pi,1.5993402330695488*pi) q[3];\nu3(3.6995227960603057*pi,0.15644398415202976*pi,0.6350978862944912*pi) q[4];\nu3(1.4790219714145885*pi,-0.32511272522005524*pi,0.759273522502514*pi) q[5];\nu3(3.4484681517875906*pi,0.5973342060042732*pi,1.3393793330304355*pi) q[6];\nu3(3.65640344750157*pi,1.1775146270733394*pi,1.311545519067508*pi) q[7];\nu3(0.746807868512582*pi,-0.461324502935466*pi,1.5466859001330946*pi) q[8];\nu3(3.6024705883732726*pi,1.632391740455243*pi,0.644974678409743*pi) q[9];\nu3(3.576273077625195*pi,1.3336272854784799*pi,0.6364044935699744*pi) q[10];\nu3(3.839289115096463*pi,1.613522744377438*pi,4.441547475415776*pi) q[11];\nu3(3.122152918204641*pi,0.8160734273990986*pi,1.470548998054516*pi) q[12];\nu3(3.487927701117323*pi,3.464429603588295*pi,1.0017004972975072*pi) q[13];\nu3(3.723074077475264*pi,3.027080745215409*pi,1.3772385283234285*pi) q[14];\nu3(3.3097649472743957*pi,2.1610043948254445*pi,1.8406089406972437*pi) q[16];\nmeasure q[8] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[3] -> c[6];\nmeasure q[6] -> c[7];\nmeasure q[5] -> c[8];\nmeasure q[10] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[14] -> c[11];\nmeasure q[9] -> c[12];\nmeasure q[7] -> c[13];\nmeasure q[2] -> c[14];\nmeasure q[16] -> c[15];\nmeasure q[0] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.7046463430877727*pi,3.180447892052519*pi,1.9429374989246968*pi) q[0];\nu3(3.5623418235759816*pi,2.0719385341071614*pi,1.4132869447284557*pi) q[1];\nu3(3.761711350500788*pi,3.3250092752950846*pi,1.3203576992137032*pi) q[2];\nu3(3.5961764360721244*pi,0.11589035439343986*pi,2.556172760959281*pi) q[3];\nu3(3.503898238982255*pi,0.9744535705062862*pi,2.2701621412136452*pi) q[4];\nu3(3.3861205986032985*pi,0.26782154394754465*pi,0.7227734108881329*pi) q[5];\nu3(3.260062463224412*pi,-0.4907038864801491*pi,2.9315069858747904*pi) q[6];\nu3(3.54647343971331*pi,3.4265002280349135*pi,0.5555239072140166*pi) q[7];\nu3(3.4119917334180987*pi,-0.2903745124307787*pi,0.9994275646512443*pi) q[8];\nu3(3.6774716287459124*pi,-0.13811186007819143*pi,0.863097272985788*pi) q[9];\nu3(3.5522525750273934*pi,0.9682030007591831*pi,2.2711086902074435*pi) q[10];\nu3(3.3013252592080375*pi,2.0227549225559134*pi,0.8100867544491519*pi) q[11];\nu3(3.3642156762229094*pi,0.9307614164418498*pi,2.98643198324769*pi) q[12];\nu3(3.3045702306318616*pi,3.2623298510348366*pi,4.245587564013304*pi) q[13];\nu3(3.6073755432222314*pi,0.7133048145034653*pi,1.1067982308480284*pi) q[14];\nu3(3.667513383043182*pi,-0.19188521644157752*pi,1.3154175474978524*pi) q[15];\nu3(3.328484417545614*pi,2.340105508444778*pi,2.197639858337719*pi) q[16];\nRxxyyzz(0.4196450669682595*pi,0.35799931038296195*pi,0.06795074260089201*pi) q[0],q[16];\nRxxyyzz(0.44319119553315145*pi,0.07453263237405805*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.4486072078498442*pi,0.22049675567517313*pi,0.0*pi) q[2],q[13];\nRxxyyzz(0.44187687473463966*pi,0.2401394694882164*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3937169848030599*pi,0.1848643237150984*pi,3.8626532824267397*pi) q[4],q[8];\nRxxyyzz(0.39716887125891015*pi,0.3013104980213898*pi,0.09300338149148313*pi) q[5],q[10];\nRxxyyzz(0.21149670323338954*pi,0.16703489918818804*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.44270006325211275*pi,0.3370447857732427*pi,0.0*pi) q[9],q[14];\nu3(3.680088943951305*pi,3.1303465274385696*pi,0.5060282053491567*pi) q[0];\nu3(3.402600479916293*pi,-0.08475490257293905*pi,1.5887191801275908*pi) q[1];\nu3(3.6145884536979747*pi,-0.3472211783664779*pi,0.9876298290688171*pi) q[2];\nu3(3.4332102580805177*pi,0.7586996203697529*pi,1.5741475176092592*pi) q[3];\nu3(3.2324645612582437*pi,0.08352590558445727*pi,1.6042609092388007*pi) q[4];\nu3(3.4020427643871476*pi,0.45487208085902364*pi,0.7768237831766929*pi) q[5];\nu3(3.787787871574798*pi,2.385946736055062*pi,1.3098277064934156*pi) q[6];\nu3(3.082487086746124*pi,1.2963731244613683*pi,1.3406679408196716*pi) q[7];\nu3(3.386804980095795*pi,1.097082961367975*pi,0.7096780142099046*pi) q[8];\nu3(3.5888316930300825*pi,-0.3094281316646337*pi,0.7314108495811737*pi) q[9];\nu3(3.8262571185785768*pi,1.4131024990022647*pi,4.4651364368193835*pi) q[10];\nu3(3.5798556062609888*pi,1.0123884241281735*pi,0.9784308125449073*pi) q[12];\nu3(3.7092543354751237*pi,3.1102358080114803*pi,2.2319472811169168*pi) q[13];\nu3(3.685026993298214*pi,0.35180468306060864*pi,3.874973038882824*pi) q[14];\nu3(3.4147872647348283*pi,1.3284498233000943*pi,1.5560147516066662*pi) q[15];\nu3(3.465609389413665*pi,3.2874603424178774*pi,3.2655391316455584*pi) q[16];\nRxxyyzz(0.31592085525058966*pi,0.27786969804791584*pi,0.08285827313749294*pi) q[0],q[8];\nRxxyyzz(0.34401841944715006*pi,0.18710515090773927*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.4017638362785698*pi,0.2861211985143999*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3429788925252098*pi,0.2987273844954288*pi,3.91101739634251*pi) q[3],q[12];\nRxxyyzz(0.48652557955811027*pi,0.1879656408820347*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.44896787775711605*pi,0.3212398031343042*pi,3.870157016308477*pi) q[6],q[10];\nRxxyyzz(0.44391636457883005*pi,0.1704689588480583*pi,3.9172203739157805*pi) q[13],q[9];\nRxxyyzz(0.2673520848962197*pi,0.24818062364211402*pi,0.07693444879081168*pi) q[15],q[14];\nu3(3.1742560117634904*pi,2.8212120164770176*pi,1.2893780606458796*pi) q[0];\nu3(3.7403275256802457*pi,0.594150784958549*pi,2.2086771408410284*pi) q[1];\nu3(3.2393814054496093*pi,-0.044228231735714996*pi,0.9186683290617719*pi) q[2];\nu3(3.715247783197566*pi,3.316776850308074*pi,2.4904915262359846*pi) q[3];\nu3(3.360993041356382*pi,0.8052923037776347*pi,0.8225956391766299*pi) q[5];\nu3(3.413234714361706*pi,0.20131100346932373*pi,1.1282479081678076*pi) q[6];\nu3(3.7379568248266333*pi,2.4758425195920255*pi,3.345025612436131*pi) q[7];\nu3(3.200452955925109*pi,3.4211796413733344*pi,2.017200444454443*pi) q[8];\nu3(3.4076343470817934*pi,-0.32486248315671096*pi,1.5942040322477258*pi) q[9];\nu3(3.740414613188166*pi,0.8975874691214161*pi,0.882900296764459*pi) q[10];\nu3(3.196100935582373*pi,3.3914378004755523*pi,3.8106463305748832*pi) q[11];\nu3(3.3126015137327505*pi,2.2329925889878828*pi,0.9598603158927952*pi) q[12];\nu3(3.4328378000708293*pi,0.04258596958552707*pi,1.567626026691457*pi) q[13];\nu3(3.6669869644550985*pi,-0.3411337747535693*pi,0.5910469085050591*pi) q[14];\nu3(3.9481395325961794*pi,2.057909199737872*pi,0.5032401082548768*pi) q[15];\nu3(3.5976934261787337*pi,0.7911790769971134*pi,1.1567119368203054*pi) q[16];\nRxxyyzz(0.4609907737762895*pi,0.371219416524162*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.4067891327045401*pi,0.23926694711430052*pi,0.14394041917713876*pi) q[8],q[1];\nRxxyyzz(0.32511550324531946*pi,0.1611211529920331*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.4142376331639197*pi,0.18237346626136747*pi,0.1459733296743807*pi) q[13],q[3];\nRxxyyzz(0.45345839293660006*pi,0.41776459163140256*pi,0.13916760696210517*pi) q[4],q[9];\nRxxyyzz(0.3558440098590232*pi,0.16119866083571655*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.41704818274801025*pi,0.26389129791333726*pi,0.08121834922175702*pi) q[14],q[12];\nu3(3.648722378278572*pi,-0.10032758870269148*pi,1.5190840110470514*pi) q[0];\nu3(3.4521624369551933*pi,1.0743378406650648*pi,4.208304936521898*pi) q[1];\nu3(3.6899046116662575*pi,3.3153913232958656*pi,2.309075069416137*pi) q[2];\nu3(3.732887132408395*pi,3.1333822085727236*pi,0.7766002498577664*pi) q[3];\nu3(3.517119900068678*pi,2.7291499642651234*pi,0.6659303699498363*pi) q[4];\nu3(3.5029756572686286*pi,3.463757894474065*pi,2.5766398131518216*pi) q[5];\nu3(3.33744777096564*pi,-0.44138154945813013*pi,0.9677392041589918*pi) q[7];\nu3(3.4234425386553458*pi,0.03573331738499019*pi,3.9418320757808565*pi) q[8];\nu3(3.6574736458452546*pi,3.0966340804503507*pi,4.408205396102895*pi) q[9];\nu3(3.2730420573910766*pi,-0.4008202423386047*pi,2.862590509335063*pi) q[11];\nu3(3.456265116601944*pi,2.9726255892945534*pi,0.7381978878407355*pi) q[12];\nu3(3.1512418839216703*pi,3.3149514067852914*pi,2.2039983411464696*pi) q[13];\nu3(3.936439353502098*pi,1.140621537102353*pi,0.5990776394673971*pi) q[14];\nu3(3.2582864633100246*pi,2.677405915859099*pi,1.7807462827870693*pi) q[15];\nRxxyyzz(0.4936314766080907*pi,0.3425754003991024*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.38533682334531993*pi,0.2441846374466723*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4534828557416094*pi,0.15768999004925954*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.47231989482943715*pi,0.17476946193856824*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.43476550615286025*pi,0.3509341919359698*pi,0.1363563642883728*pi) q[5],q[16];\nRxxyyzz(0.4604344799817598*pi,0.234362130183831*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3648958226318889*pi,0.26876014876249743*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.20825809448444066*pi,0.20145277725063038*pi,0.0*pi) q[11],q[10];\nu3(3.4872292153496303*pi,2.61024739906356*pi,1.7644081650727212*pi) q[0];\nu3(3.483745561118123*pi,3.111075842427988*pi,2.4823010572435535*pi) q[1];\nu3(3.7144434144985192*pi,0.7398091314304098*pi,1.4331102896670072*pi) q[2];\nu3(3.536077800988636*pi,1.4381704732451273*pi,2.1136001080624327*pi) q[3];\nu3(3.6633400221593218*pi,-0.4189295272854602*pi,2.1198704236690458*pi) q[4];\nu3(3.6919027829896427*pi,0.2500538444390251*pi,3.263040952292205*pi) q[5];\nu3(3.613502007408079*pi,3.4154158296220034*pi,1.407403218054407*pi) q[6];\nu3(3.8897011990283845*pi,0.8712034925358978*pi,1.5515314351956433*pi) q[7];\nu3(3.3952732780895376*pi,2.824738606691667*pi,0.6643641650528982*pi) q[8];\nu3(3.828339517651335*pi,0.5576183344040975*pi,0.9970079890182082*pi) q[9];\nu3(3.504702224210257*pi,0.34464890009609406*pi,4.060637870223597*pi) q[10];\nu3(3.0864641025711856*pi,2.5397144350378342*pi,0.5422677268573151*pi) q[11];\nu3(3.589040609136001*pi,-0.417873330480402*pi,3.6929311692340323*pi) q[12];\nu3(3.385859503097312*pi,3.429580697435893*pi,0.6602954107596145*pi) q[14];\nu3(3.7812284655593675*pi,0.1700853862570031*pi,0.8368743412538213*pi) q[15];\nu3(3.958422951825191*pi,2.1865520564298437*pi,4.278715485694362*pi) q[16];\nRxxyyzz(0.41031799005237946*pi,0.1589216634182833*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3817083837489993*pi,0.26623083573484224*pi,0.08423213482722941*pi) q[8],q[1];\nRxxyyzz(0.4501367350560296*pi,0.23704615786469496*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.3160799772522297*pi,0.204318588654961*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.44707014468965944*pi,0.2535928980822009*pi,3.9062767056500896*pi) q[7],q[4];\nRxxyyzz(0.44260811552334056*pi,0.3302183981016269*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.32467984884183976*pi,0.19109363507766997*pi,3.94571920768597*pi) q[12],q[10];\nRxxyyzz(0.4436523376536601*pi,0.27858193260708664*pi,0.0*pi) q[13],q[15];\nu3(3.5318165117813822*pi,-0.03298615505997404*pi,1.31612733473292*pi) q[0];\nu3(3.189034833923295*pi,-0.28126497404301465*pi,2.9110987441346685*pi) q[1];\nu3(3.6567309798264103*pi,0.741974556495669*pi,1.1488363248774385*pi) q[2];\nu3(3.4937399307936543*pi,0.1254076433610607*pi,1.8571314511728372*pi) q[3];\nu3(3.1309818243832255*pi,2.270598594004542*pi,2.333628521591034*pi) q[4];\nu3(3.5735173509951226*pi,-0.25310248507006916*pi,3.548743284432699*pi) q[5];\nu3(3.5957106168769113*pi,-0.20697705574320246*pi,2.42592838751872*pi) q[6];\nu3(3.8876856504727435*pi,3.3014981517099504*pi,2.0848121006024485*pi) q[7];\nu3(3.6250268446233527*pi,0.358786909631442*pi,3.946278563253472*pi) q[8];\nu3(3.773250199554277*pi,0.06897531597637108*pi,0.6405044068781232*pi) q[9];\nu3(3.87981263916191*pi,-0.220120297350068*pi,0.8547620518335521*pi) q[10];\nu3(3.498045594271103*pi,0.20018221912865275*pi,1.5830474139024235*pi) q[11];\nu3(3.562571108339781*pi,3.4911311413464663*pi,1.9066590509690897*pi) q[12];\nu3(3.757728380612047*pi,2.9947099001539654*pi,4.432844023238653*pi) q[13];\nu3(3.6722370737126404*pi,-0.3981368329430992*pi,4.4936430902478826*pi) q[14];\nu3(3.7817354645673085*pi,-0.29705410251296394*pi,1.9579117899843341*pi) q[15];\nRxxyyzz(0.41844869981561894*pi,0.2885740276491314*pi,3.90521427400287*pi) q[0],q[15];\nRxxyyzz(0.4142695442639295*pi,0.2618666713292348*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.42924000292987075*pi,0.22874021151733126*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.42092160891739006*pi,0.2536374230579295*pi,0.14805445230544453*pi) q[7],q[3];\nRxxyyzz(0.45176288099111966*pi,0.17205607244911242*pi,0.0716430563390877*pi) q[5],q[4];\nRxxyyzz(0.3316174417357099*pi,0.25547637822033176*pi,0.18876171162809197*pi) q[14],q[6];\nRxxyyzz(0.4475165518675998*pi,0.33061718104078136*pi,0.12444814445942355*pi) q[8],q[9];\nRxxyyzz(0.4460451062911043*pi,0.30736018834657347*pi,0.21319320016917181*pi) q[13],q[16];\nu3(3.1390380165564844*pi,0.39581677709291885*pi,1.6797747861525991*pi) q[0];\nu3(3.5880293379497328*pi,1.383515331228533*pi,1.4937164789734751*pi) q[1];\nu3(3.7660698668995423*pi,3.1567379171349783*pi,1.028172048703669*pi) q[2];\nu3(3.9588739749489337*pi,-0.10074972918318226*pi,1.935963330627218*pi) q[3];\nu3(3.052637071362147*pi,2.4133438588421656*pi,0.9161517446689679*pi) q[4];\nu3(3.7204314808871*pi,0.2793368253824623*pi,3.7677926689633883*pi) q[5];\nu3(3.722787730642049*pi,-0.38859456668590897*pi,2.1081809379650167*pi) q[6];\nu3(3.4368354209819545*pi,3.4101264291735545*pi,1.8891162390826826*pi) q[7];\nu3(3.636390047153704*pi,2.7762828697291946*pi,1.3197386165431833*pi) q[8];\nu3(3.4436785145161717*pi,3.2534707084394596*pi,1.7123651491819634*pi) q[9];\nu3(3.222189046077258*pi,2.6457331213877966*pi,2.3125226266588577*pi) q[10];\nu3(3.684861203781715*pi,2.2286038204289085*pi,1.381556675431126*pi) q[11];\nu3(3.2171078378533746*pi,0.35795732263339286*pi,3.8861108918654033*pi) q[13];\nu3(3.413782979897303*pi,3.0186400103029207*pi,4.486923390198585*pi) q[14];\nu3(3.8058716402205217*pi,3.2216600043943275*pi,1.828695392126102*pi) q[15];\nu3(3.2381527060588233*pi,0.5489557214994834*pi,0.9967920343471368*pi) q[16];\nRxxyyzz(0.2953750779749803*pi,0.22659259030244006*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.44006495672929014*pi,0.23981765316327144*pi,0.13907653302528855*pi) q[2],q[9];\nRxxyyzz(0.42240577647056027*pi,0.311124781481729*pi,0.053305739589116725*pi) q[11],q[3];\nRxxyyzz(0.3823186633288901*pi,0.269778776763284*pi,3.9405067913928598*pi) q[8],q[6];\nRxxyyzz(0.3609989189251302*pi,0.19440959906992497*pi,0.15619791611068917*pi) q[7],q[10];\nRxxyyzz(0.4180938857163792*pi,0.0892301393128554*pi,0.0*pi) q[12],q[15];\nu3(3.5517624855892356*pi,-0.06698580381056474*pi,0.8872512195471352*pi) q[0];\nu3(3.8632100353474383*pi,0.42890189613195573*pi,1.0252200015964485*pi) q[2];\nu3(3.1783310330336025*pi,2.3045444336297853*pi,4.061340114066893*pi) q[3];\nu3(3.6038194389449494*pi,1.2373358500346123*pi,0.6020509447464155*pi) q[6];\nu3(3.7747568923737704*pi,3.1202039300698674*pi,0.6838161798889486*pi) q[7];\nu3(3.29342088137555*pi,1.7369737707433064*pi,0.6160663884371163*pi) q[8];\nu3(3.4438176404015852*pi,1.5994405940324627*pi,4.449247709674053*pi) q[9];\nu3(3.757068905284607*pi,0.4309541241496597*pi,0.5503236785738652*pi) q[10];\nu3(3.422736493943419*pi,0.8525133081835268*pi,4.213660384316235*pi) q[11];\nu3(3.4256856594289515*pi,1.7564569100432692*pi,1.3964172765344522*pi) q[12];\nu3(3.2824209507985884*pi,3.0795373563249804*pi,2.439747442272277*pi) q[14];\nu3(3.575729408013405*pi,0.725945375842026*pi,1.8357004509708392*pi) q[15];\nRxxyyzz(0.36935746036315964*pi,0.1822299984523037*pi,3.9433026803757194*pi) q[0],q[2];\nRxxyyzz(0.3855415926526294*pi,0.28220858156453077*pi,0.12137017813038481*pi) q[11],q[1];\nRxxyyzz(0.32035346637929013*pi,0.19890029595866787*pi,0.160904968327106*pi) q[14],q[3];\nRxxyyzz(0.4111465808821907*pi,0.1549203152286882*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.40360328582896*pi,0.1880386991001971*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.37424178905578914*pi,0.26370348173536773*pi,3.9199332126003306*pi) q[7],q[8];\nRxxyyzz(0.4306568017850201*pi,0.26433744728952*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.23926271168565938*pi,0.23219608649270562*pi,0.0*pi) q[15],q[10];\nu3(3.623631666834314*pi,0.3099742630758979*pi,0.88972977321637*pi) q[0];\nu3(3.7509317347913034*pi,0.05578048650550482*pi,3.803124224644452*pi) q[1];\nu3(3.193075589051811*pi,3.138046240894785*pi,2.4159043041572517*pi) q[2];\nu3(3.607582954255279*pi,3.073288525778087*pi,3.326523383689352*pi) q[3];\nu3(3.8443603018387362*pi,0.384417137888288*pi,2.3280733832416542*pi) q[4];\nu3(3.8523648961547194*pi,0.21183796097927*pi,0.8673452388706944*pi) q[5];\nu3(3.486923444409399*pi,3.4853887292085877*pi,0.8177623751733711*pi) q[6];\nu3(3.4715275408115023*pi,0.24365811812690708*pi,0.8035794538275667*pi) q[7];\nu3(3.560598583668015*pi,2.154214444162749*pi,0.8147014464287543*pi) q[8];\nu3(3.1960178739605825*pi,3.0745222934712726*pi,2.3421419919117743*pi) q[9];\nu3(3.6434775596588227*pi,0.16954558482212212*pi,4.410745310707303*pi) q[10];\nu3(3.5908668768750482*pi,-0.30540175146833337*pi,3.0749477716552613*pi) q[11];\nu3(3.7103183962100132*pi,0.2958718645946755*pi,0.9793817736859877*pi) q[12];\nu3(3.3233963031140283*pi,2.8334078933432054*pi,0.831305618850301*pi) q[13];\nu3(3.3164627929334274*pi,1.8067719055057854*pi,0.9859590327718801*pi) q[14];\nu3(3.5271020521115144*pi,0.8944688000735042*pi,2.6054985865586717*pi) q[15];\nRxxyyzz(0.42747841604930115*pi,0.28496399665593775*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.3782718948549203*pi,0.19079275152375175*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.27451341646443955*pi,0.09631044930595101*pi,0.09132573909153585*pi) q[11],q[2];\nRxxyyzz(0.4506205253279205*pi,0.15264826829172073*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.4469363318367501*pi,0.3696275016157774*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.3950875389056203*pi,0.19163100923006793*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.37129394328579973*pi,0.27097109889535537*pi,0.1347243180252752*pi) q[14],q[6];\nRxxyyzz(0.2824229142373085*pi,0.0852325789529369*pi,0.0*pi) q[7],q[15];\nu3(3.5531060511270254*pi,0.6868227563925187*pi,0.7287166665297174*pi) q[0];\nu3(3.6185821062234584*pi,-0.05317383409865151*pi,0.5461177355301966*pi) q[1];\nu3(3.3661223129277396*pi,2.548162406019738*pi,1.153731381617645*pi) q[2];\nu3(3.3071606893787138*pi,2.7411742777201384*pi,0.913612573429809*pi) q[3];\nu3(3.0464477768823643*pi,-0.4034685018822194*pi,1.7206132674090542*pi) q[4];\nu3(3.7817269662592317*pi,0.2269314908489829*pi,0.6447191189674903*pi) q[5];\nu3(3.2195649088952782*pi,3.2681432933361014*pi,3.779465080634567*pi) q[6];\nu3(3.2234778931474573*pi,3.412612624520717*pi,1.448379619219717*pi) q[7];\nu3(3.3376577967642893*pi,2.8539297119050175*pi,2.1371778892851716*pi) q[8];\nu3(3.4834792350856487*pi,2.8869487244116456*pi,1.5941015637401303*pi) q[9];\nu3(3.77512279892654*pi,2.5756868241584954*pi,4.049155614537151*pi) q[10];\nu3(3.493203849154525*pi,3.360776157462547*pi,1.4081578198689715*pi) q[11];\nu3(3.3594556929720882*pi,2.4829984974715638*pi,0.7316845483223214*pi) q[12];\nu3(3.7592414311166658*pi,2.4451198448467633*pi,3.606200532470828*pi) q[14];\nu3(3.359713167597393*pi,-0.10947284058621687*pi,1.8724424385497773*pi) q[15];\nu3(3.795607536567499*pi,-0.3617266531116922*pi,1.0999505502194864*pi) q[16];\nRxxyyzz(0.39074690524092937*pi,0.31187181645270995*pi,3.9095228383952207*pi) q[0],q[14];\nRxxyyzz(0.49666009171972014*pi,0.11785751027159297*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4334867064324198*pi,0.22815684634190936*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4583552639376699*pi,0.32634934257689974*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.2661961090537197*pi,0.24930978153069194*pi,3.86984223539383*pi) q[5],q[10];\nRxxyyzz(0.3631443210614195*pi,0.18407854472436513*pi,3.9204445672843296*pi) q[6],q[12];\nRxxyyzz(0.37806868935923005*pi,0.10826578449474102*pi,3.944533145667681*pi) q[7],q[9];\nRxxyyzz(0.404915478569679*pi,0.28489670580651394*pi,0.0*pi) q[8],q[16];\nu3(3.653474475743163*pi,-0.13431835772343803*pi,1.18708114669487*pi) q[0];\nu3(3.355135097341908*pi,2.5219096029435044*pi,2.3760692929734124*pi) q[1];\nu3(3.5648272367095046*pi,0.21002954938534424*pi,4.4672477102590396*pi) q[2];\nu3(3.6266253146818133*pi,2.8138460667144245*pi,1.6178674163619449*pi) q[3];\nu3(3.6857831989388754*pi,0.2316218846180832*pi,2.0740077346885033*pi) q[4];\nu3(3.466258738499561*pi,2.5998647855635406*pi,4.207452527968632*pi) q[5];\nu3(3.887791035052273*pi,3.25732089413694*pi,1.605436399246995*pi) q[6];\nu3(3.719513536549095*pi,1.667819184895086*pi,2.4863842556629763*pi) q[7];\nu3(3.5208991431527696*pi,0.32529507014621006*pi,4.485872050243592*pi) q[8];\nu3(3.358155249803092*pi,2.3897205771781183*pi,0.9626222700920932*pi) q[9];\nu3(3.248741566740447*pi,2.9217294977534496*pi,1.1090684739579766*pi) q[10];\nu3(3.5760909230624036*pi,2.4339699335593323*pi,1.3947369582614486*pi) q[11];\nu3(3.470504647517934*pi,2.85720142097291*pi,2.320057329281495*pi) q[12];\nu3(3.5224237090746024*pi,2.7047713962325495*pi,0.5530217130843105*pi) q[13];\nu3(3.433722291220005*pi,0.3603237050457767*pi,1.5903405592682298*pi) q[14];\nu3(3.4017426290159305*pi,2.6270637354422135*pi,1.0229093396957571*pi) q[16];\nRxxyyzz(0.4531932465452896*pi,0.32594577264074154*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.46536581790045173*pi,0.3488428141303226*pi,0.0*pi) q[15],q[1];\nRxxyyzz(0.44895888820108043*pi,0.19742575396558903*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.38010672248356003*pi,0.3328970272243099*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3733789574018601*pi,0.33243761915444286*pi,3.95840491886338*pi) q[5],q[14];\nRxxyyzz(0.3144498326880393*pi,0.30786380427369164*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.39052341143272956*pi,0.28732467252286176*pi,0.09369953076343573*pi) q[7],q[11];\nRxxyyzz(0.46174573188318924*pi,0.39182022815062734*pi,0.0*pi) q[10],q[9];\nu3(3.4962071593880633*pi,3.462148150523177*pi,0.7356208517015403*pi) q[0];\nu3(3.7855940868196227*pi,3.2020761792059425*pi,2.033829764563417*pi) q[1];\nu3(3.2280234429694943*pi,3.2440339842807395*pi,0.997102050693019*pi) q[2];\nu3(3.415921383683185*pi,0.5040151278703298*pi,0.655926019959951*pi) q[3];\nu3(3.455273925975268*pi,2.619691174814544*pi,2.284118446393*pi) q[4];\nu3(3.4256836851860486*pi,-0.36806003002279586*pi,1.513317584261419*pi) q[5];\nu3(3.535953357977381*pi,3.129873969035709*pi,0.5359067580701501*pi) q[6];\nu3(3.2620717541639275*pi,1.0434082917526122*pi,4.2818689236722784*pi) q[7];\nu3(3.459192982058845*pi,0.38102044962510073*pi,1.8531176973738628*pi) q[8];\nu3(3.5503832630185816*pi,2.510852900741949*pi,1.0472846703823473*pi) q[9];\nu3(3.6975788065841937*pi,2.673651346253106*pi,0.6882281903162872*pi) q[10];\nu3(3.889187290794886*pi,2.4851967934128862*pi,0.687381450939411*pi) q[11];\nu3(3.3450273387266276*pi,2.258751267075364*pi,1.5134808071533725*pi) q[13];\nu3(3.826100233928979*pi,3.1258903327168817*pi,1.3143370618323476*pi) q[14];\nu3(3.496199273477993*pi,2.3342937084247146*pi,1.5441866264599438*pi) q[15];\nu3(3.4502524653392928*pi,0.1283631078467501*pi,2.4663907037711446*pi) q[16];\nRxxyyzz(0.46099307232244957*pi,0.18714863244636348*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.3840119485309804*pi,0.24616812785300923*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.35470073508164995*pi,0.2138510311760764*pi,0.18042610959320893*pi) q[2],q[10];\nRxxyyzz(0.43692669606349976*pi,0.2485903090379281*pi,3.9405471789525897*pi) q[3],q[15];\nRxxyyzz(0.3753647518590099*pi,0.2602967334545219*pi,3.8641248725493806*pi) q[5],q[7];\nRxxyyzz(0.45863853989474984*pi,0.3078477031166945*pi,3.9371609325069503*pi) q[6],q[12];\nRxxyyzz(0.3623396390515615*pi,0.10680753467408988*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.40675827795387953*pi,0.34697267349193717*pi,0.0*pi) q[16],q[13];\nu3(3.67815741415337*pi,3.2483955418217*pi,1.1585234310370442*pi) q[0];\nu3(3.166238499131059*pi,2.336197809171722*pi,1.5801386756126838*pi) q[1];\nu3(3.602230108543847*pi,0.8331859632267911*pi,4.479611560703362*pi) q[2];\nu3(3.5754791400392696*pi,2.9227897265945346*pi,2.350974796592996*pi) q[3];\nu3(3.796439565487633*pi,3.116525899473775*pi,0.8274186644492527*pi) q[4];\nu3(3.531256997476284*pi,-0.32616750530679806*pi,0.7083625094689758*pi) q[5];\nu3(3.6799303041780096*pi,-0.0542076797889261*pi,1.5665984109292272*pi) q[6];\nu3(3.1584243474555187*pi,2.318327784093307*pi,1.1520201519724642*pi) q[7];\nu3(3.2343693851470894*pi,0.08932374325529546*pi,0.9997299445465023*pi) q[8];\nu3(3.534319270935548*pi,-0.31308670446626735*pi,1.6684055899186752*pi) q[10];\nu3(3.5431305759919067*pi,-0.37997153738957334*pi,4.253659582578796*pi) q[11];\nu3(3.5662545246119857*pi,3.4390615971111336*pi,0.7058006281774574*pi) q[12];\nu3(3.9175984565318775*pi,1.925955661076392*pi,1.2914974653727396*pi) q[13];\nu3(3.758753077849228*pi,3.1101363126475485*pi,1.1973965277418235*pi) q[14];\nu3(3.4678092954611466*pi,0.40885373442596895*pi,2.20769910829339*pi) q[15];\nu3(3.263337130060271*pi,3.2529745580375775*pi,3.762002087343359*pi) q[16];\nRxxyyzz(0.4175606982733196*pi,0.29059171480823676*pi,3.9340860368796697*pi) q[7],q[0];\nRxxyyzz(0.27387095379831294*pi,0.2262850319951879*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.46337520701875*pi,0.2027839210888005*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.4359862990747324*pi,0.22117026469754997*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.46971494717548434*pi,0.2362077435204678*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.45278208021260025*pi,0.2150118839703854*pi,0.1184392901277422*pi) q[5],q[13];\nRxxyyzz(0.3622412509490297*pi,0.17583530418751625*pi,0.0*pi) q[16],q[15];\nu3(3.5001739721392955*pi,2.9087498187171343*pi,1.4024891796685126*pi) q[0];\nu3(3.6565173399683113*pi,2.323168490312016*pi,0.8978984080636239*pi) q[1];\nu3(3.044024467223936*pi,-0.1610426979849095*pi,1.7013589723023257*pi) q[2];\nu3(3.3411324062587626*pi,-0.4661728626755628*pi,1.3183541455813215*pi) q[3];\nu3(3.536747520057269*pi,2.718072858008371*pi,1.4348388924125484*pi) q[4];\nu3(3.0987739528091205*pi,3.242676438297583*pi,0.8121250751410382*pi) q[5];\nu3(3.1755233458746823*pi,1.5820631863342216*pi,1.5234021740220534*pi) q[6];\nu3(3.4520308592940445*pi,0.4418172522712114*pi,1.6191828862440727*pi) q[7];\nu3(3.603140687493966*pi,0.47833679910291704*pi,0.5167598079659022*pi) q[8];\nu3(3.731134065886797*pi,1.3197474652819066*pi,1.5159171144967811*pi) q[9];\nu3(3.4987001959034423*pi,1.9558141036002645*pi,1.869529405835291*pi) q[10];\nu3(3.89924663743229*pi,1.1023069638791174*pi,4.2194368999796525*pi) q[13];\nu3(3.164789643569874*pi,0.8569970271579326*pi,1.3141684350598828*pi) q[15];\nu3(3.7880911494486664*pi,-0.2679650717136893*pi,2.299369005907102*pi) q[16];\nRxxyyzz(0.39160234252216064*pi,0.11906744945640757*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.2860012436570707*pi,0.23579645804040017*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.36776422455047975*pi,0.32355087450525266*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.32288822423357466*pi,0.11246420678659641*pi,0.07547876010747734*pi) q[5],q[7];\nRxxyyzz(0.34156052688103955*pi,0.24802921943474865*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.3022254237394303*pi,0.24208006186375686*pi,3.9028865949377405*pi) q[14],q[8];\nRxxyyzz(0.44906107095538944*pi,0.09077080231880388*pi,3.93967768135115*pi) q[10],q[12];\nu3(3.4353479174036763*pi,-0.3663848523171921*pi,2.045904737973361*pi) q[0];\nu3(3.228721096082711*pi,-0.2727984587709779*pi,2.039257371140539*pi) q[1];\nu3(3.415262749403573*pi,2.5542684810558125*pi,1.5773793888514804*pi) q[3];\nu3(3.5423844726325253*pi,3.4340722233846934*pi,4.441092821284*pi) q[5];\nu3(3.302315984134108*pi,-0.39862020098075*pi,1.5186375673174322*pi) q[6];\nu3(3.5232257155555446*pi,2.9237095306689036*pi,3.5227656130762863*pi) q[7];\nu3(3.9722222618244407*pi,0.03766281602982646*pi,0.8077913182250831*pi) q[8];\nu3(3.545667247421994*pi,3.2871976205414613*pi,2.217749228324654*pi) q[10];\nu3(3.12252278148393*pi,2.024176527339561*pi,1.1469004851365792*pi) q[11];\nu3(3.588114539654371*pi,1.6892587421651433*pi,0.6217138804100553*pi) q[12];\nu3(3.4610297907637615*pi,3.108201671310651*pi,0.9316219755773743*pi) q[13];\nu3(3.2179184301368693*pi,2.8356008418541117*pi,4.40093704830952*pi) q[14];\nu3(3.0263803820583046*pi,0.8104338050733912*pi,1.984130011160603*pi) q[15];\nu3(3.258413358861022*pi,3.4182362823742913*pi,2.110906241625194*pi) q[16];\nRxxyyzz(0.44946216325129995*pi,0.34333482566601525*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4803581760706399*pi,0.28320068780590124*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.41227748961734945*pi,0.1098094535513745*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.31296367015444965*pi,0.19358491585224336*pi,3.886698123664131*pi) q[6],q[8];\nRxxyyzz(0.4533350102003464*pi,0.27561609212098337*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.29440140796412*pi,0.24866852068226297*pi,3.83083077586012*pi) q[10],q[16];\nRxxyyzz(0.41010035912887066*pi,0.1879781164440823*pi,3.949438974478341*pi) q[13],q[14];\nu3(3.439718719160382*pi,-0.48268366540878904*pi,4.196852507132558*pi) q[0];\nu3(3.219705067919052*pi,3.4913301106960115*pi,1.3846379551494632*pi) q[1];\nu3(3.856774439155758*pi,2.8799532484556525*pi,0.800685546938061*pi) q[2];\nu3(3.6895643875525166*pi,3.0101650487345357*pi,2.332890947862142*pi) q[4];\nu3(3.659572724756272*pi,2.2830932479543824*pi,1.4899011715697366*pi) q[6];\nu3(3.501867089651946*pi,3.232878411940358*pi,0.61130165654441*pi) q[8];\nu3(3.1476588791721527*pi,3.338703549089728*pi,2.23354338799312*pi) q[9];\nu3(3.597928394875813*pi,3.111865869153352*pi,2.137790174969324*pi) q[10];\nu3(3.7289025385193795*pi,-0.19212444161587672*pi,4.364099166629046*pi) q[11];\nu3(3.3420760112985106*pi,-0.4717153177466563*pi,4.149402388993369*pi) q[12];\nu3(3.4388043110339552*pi,2.3628537672110266*pi,1.1370913090563461*pi) q[13];\nu3(3.284016333641345*pi,1.136783553334954*pi,0.8533779500917014*pi) q[14];\nu3(3.7020835069396343*pi,3.116546215948828*pi,1.1151583536928498*pi) q[15];\nu3(3.771703821768334*pi,3.3640631857732357*pi,1.8669062236705034*pi) q[16];\nRxxyyzz(0.43869792215157977*pi,0.24142932784215376*pi,0.0*pi) q[7],q[0];\nRxxyyzz(0.44603964621493*pi,0.29913533888043053*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.3776440340807041*pi,0.2648114510019922*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.3516761257596447*pi,0.26481765637506016*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4458158190939301*pi,0.2543108404646548*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3926552467399603*pi,0.22173617542497492*pi,3.95834112678069*pi) q[13],q[8];\nRxxyyzz(0.4607837549378996*pi,0.2808733221992251*pi,3.89128839493031*pi) q[9],q[15];\nRxxyyzz(0.42224982595418914*pi,0.11291874876971347*pi,3.8915005112017393*pi) q[14],q[12];\nu3(3.6704450617834405*pi,3.370618851577729*pi,0.9152624693630637*pi) q[0];\nu3(3.641326215173474*pi,-0.38104667452110025*pi,2.1511889641962365*pi) q[1];\nu3(3.6118257404097185*pi,-0.015162345855123327*pi,1.2975125979912012*pi) q[2];\nu3(3.471399449870347*pi,0.6803417013181585*pi,2.346687217601222*pi) q[3];\nu3(3.259283658646945*pi,1.1251000584526203*pi,1.3769408565370036*pi) q[4];\nu3(3.3545411731512886*pi,0.7543587964877143*pi,1.3812280970105966*pi) q[5];\nu3(3.5609429626309836*pi,0.3009340886458326*pi,4.260275581628225*pi) q[6];\nu3(3.8319066822122987*pi,2.611347574970356*pi,1.8681222594267917*pi) q[7];\nu3(3.951188633770538*pi,0.7745286083285967*pi,1.1758502513894662*pi) q[8];\nu3(3.122365482396484*pi,-0.49869653287645477*pi,1.4695343106105838*pi) q[9];\nu3(3.582696277360992*pi,2.7049537934571593*pi,1.8716363311661122*pi) q[11];\nu3(3.8647451994715447*pi,3.0671474437245956*pi,1.4356952748334617*pi) q[12];\nu3(3.464576107128409*pi,-0.38103088847429356*pi,1.2280833356181273*pi) q[13];\nu3(3.142370528034536*pi,-0.4795096298531103*pi,2.1057178099708054*pi) q[14];\nu3(3.2430293636533962*pi,0.5253441630316578*pi,1.90434956959727*pi) q[15];\nu3(3.516090608981101*pi,3.2004686911540663*pi,1.6853849212167764*pi) q[16];\nmeasure q[6] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[1] -> c[13];\nRxxyyzz(0.35245414644947026*pi,0.21374844771631507*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.4206436285956599*pi,0.3319156971922105*pi,0.15778492851928277*pi) q[7],q[2];\nRxxyyzz(0.43130769290515975*pi,0.27028374377277714*pi,0.09314683975357671*pi) q[4],q[14];\nRxxyyzz(0.29306146737076066*pi,0.2080090170670409*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.35183909440043026*pi,0.21572298845551752*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.38415571441265983*pi,0.33780523607413115*pi,0.05112084802116411*pi) q[11],q[15];\nRxxyyzz(0.43152108801767985*pi,0.20148664505307456*pi,0.08832183339694627*pi) q[13],q[12];\nu3(3.2931380547523816*pi,0.12723524472650005*pi,2.3293265984050118*pi) q[0];\nu3(3.771422152217819*pi,1.5502461936768275*pi,0.6884634770477771*pi) q[2];\nu3(3.4198368674598165*pi,-0.1974188258661439*pi,1.7259219564592696*pi) q[4];\nu3(0.7563810971967067*pi,3.4743799780384386*pi,4.371754074484629*pi) q[5];\nu3(3.5809270428187654*pi,-0.426951674730084*pi,1.5924176006444792*pi) q[7];\nu3(3.467144142327533*pi,2.76796144336054*pi,1.5003966646452158*pi) q[8];\nu3(3.454570996459017*pi,2.681693561214835*pi,1.3496948547397727*pi) q[9];\nu3(0.6708522881715295*pi,2.9082628021764605*pi,4.402163996373269*pi) q[10];\nu3(3.4141352686414894*pi,3.1948814131743646*pi,1.7504496389479896*pi) q[11];\nu3(3.2896754519713527*pi,0.07681340501880873*pi,4.38316287666555*pi) q[12];\nu3(3.673877388167318*pi,2.287758512982677*pi,1.5765698221885374*pi) q[13];\nu3(3.395411014585545*pi,2.347561219121209*pi,1.6475614090598028*pi) q[14];\nu3(3.188495370334259*pi,0.043807823586221595*pi,4.287398589518336*pi) q[15];\nu3(0.4089538075949377*pi,0.7683015060399785*pi,1.740600361229702*pi) q[16];\nmeasure q[16] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[7] -> c[3];\nmeasure q[9] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[14] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[5] -> c[12];\nmeasure q[8] -> c[14];\nmeasure q[15] -> c[15];\nmeasure q[12] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5097671666729093*pi,-0.26417845509978194*pi,3.518070979699725*pi) q[0];\nu3(3.9077056781671495*pi,2.345965534540099*pi,3.7331600314627313*pi) q[1];\nu3(3.8014835115975325*pi,-0.06605864418100416*pi,2.0061317608359426*pi) q[2];\nu3(3.9398632005669088*pi,-0.39488834441864207*pi,3.8764988007517207*pi) q[3];\nu3(3.518998444558327*pi,3.316885927038918*pi,0.883939931118157*pi) q[4];\nu3(3.7090888998022176*pi,0.07206611864907209*pi,3.1114571736587537*pi) q[5];\nu3(3.1402089126014667*pi,0.5193650465739499*pi,0.8395384173692345*pi) q[6];\nu3(3.5468993508272084*pi,3.1987570059361756*pi,4.081655904288095*pi) q[7];\nu3(3.2118316331468884*pi,3.0827182169163776*pi,1.2093630437558893*pi) q[8];\nu3(3.866614555062039*pi,2.9076590879389843*pi,1.1315836177966585*pi) q[9];\nu3(3.4672990850196914*pi,3.168187832204213*pi,1.4639779120701732*pi) q[10];\nu3(3.1778025202886475*pi,0.19481546575732844*pi,0.8850418539064135*pi) q[11];\nu3(3.302272259436325*pi,-0.05799992383737329*pi,3.218619490662909*pi) q[12];\nu3(3.911695934434255*pi,-0.19305331605814613*pi,3.4883274369795987*pi) q[13];\nu3(3.8157162424393087*pi,2.0027788781377476*pi,0.8907154059096194*pi) q[14];\nu3(3.582976725287244*pi,-0.3519557722746365*pi,4.384928407903352*pi) q[15];\nu3(3.3759536053343004*pi,0.4520820348342889*pi,1.1788499577682607*pi) q[16];\nRxxyyzz(0.4415212633956296*pi,0.3706760437373147*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.45829467670593105*pi,0.2796719239767277*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3408135515926201*pi,0.2169887296255899*pi,0.1319866872339146*pi) q[2],q[15];\nRxxyyzz(0.4041500310525201*pi,0.12562389724416712*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.40882877201108114*pi,0.27408838415340164*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4615062081367588*pi,0.2833385535792816*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.4177886032626499*pi,0.18864667195733895*pi,0.09604542164001183*pi) q[8],q[10];\nRxxyyzz(0.44042472112578956*pi,0.23261651075906986*pi,0.0*pi) q[12],q[16];\nu3(3.598426798917047*pi,-0.3316181439596441*pi,3.444866228641584*pi) q[0];\nu3(3.8752920785059914*pi,2.7209625048115336*pi,0.6310121216348635*pi) q[1];\nu3(3.8089304078615807*pi,-0.3674117702725189*pi,3.151820389157418*pi) q[2];\nu3(3.686843032873511*pi,3.302699855251907*pi,1.6337274368182984*pi) q[3];\nu3(3.7078972349156087*pi,-0.03271423537802076*pi,0.6619711124903074*pi) q[4];\nu3(3.0781618869600367*pi,-0.08507450428850649*pi,1.2463272047355245*pi) q[5];\nu3(3.4231491571450854*pi,2.677334561090174*pi,1.80377983084255*pi) q[6];\nu3(3.7517916711112598*pi,2.305038573438325*pi,1.0187510757827278*pi) q[7];\nu3(3.4183331795087604*pi,0.5809830899265331*pi,1.1370502762206611*pi) q[8];\nu3(3.25956442105475*pi,3.113088340122121*pi,1.8720240972660422*pi) q[9];\nu3(3.7193796013506226*pi,2.6862848852461436*pi,1.5756452728569805*pi) q[10];\nu3(3.7925246004982203*pi,0.8039279198759188*pi,1.3738784473554286*pi) q[12];\nu3(3.6080455452544045*pi,3.1545665178060665*pi,1.750276046083878*pi) q[13];\nu3(3.432177284336825*pi,0.18453710958957847*pi,4.412859937157046*pi) q[14];\nu3(3.683122941120264*pi,2.6887285264684975*pi,1.600774250599457*pi) q[15];\nu3(3.44671424726915*pi,3.1868381821629783*pi,1.4810049124099205*pi) q[16];\nRxxyyzz(0.47457545176914984*pi,0.261645489829324*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.47123544686675045*pi,0.18453290272038614*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.2757271433735201*pi,0.07378365464260206*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.41290258921845957*pi,0.3548256773642404*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.43924562053024985*pi,0.20258884332646832*pi,3.92405107448881*pi) q[8],q[16];\nRxxyyzz(0.4223804110022501*pi,0.258376525366951*pi,0.0*pi) q[13],q[14];\nu3(3.618773541472774*pi,2.9873794887110208*pi,1.5614103838732698*pi) q[0];\nu3(3.29361918859648*pi,2.5028346406480075*pi,2.2835379320633935*pi) q[3];\nu3(3.626577519477448*pi,2.356780849203796*pi,1.5334472627342977*pi) q[4];\nu3(3.5330567601380776*pi,-0.23375980828444276*pi,2.4650736789356893*pi) q[6];\nu3(3.2683764088367635*pi,0.11716465632405515*pi,1.2499839212423256*pi) q[8];\nu3(3.321122647048571*pi,3.3697241544450036*pi,0.5945442406699191*pi) q[9];\nu3(3.2196785169426425*pi,-0.2868764437679343*pi,0.5592436513892487*pi) q[10];\nu3(3.314872205184636*pi,2.9854160482641645*pi,0.5090977911610479*pi) q[11];\nu3(3.2779691315293285*pi,-0.0845959626194821*pi,2.368203185841516*pi) q[12];\nu3(3.250056059935752*pi,2.8686367572814886*pi,2.390735666183203*pi) q[13];\nu3(3.989427183834371*pi,2.3889653299520175*pi,2.1337432019078424*pi) q[14];\nu3(3.291821252036535*pi,2.6777535159600117*pi,1.592422080199549*pi) q[16];\nRxxyyzz(0.46007024166701027*pi,0.25876389179652737*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.44430012898363974*pi,0.20453507697082662*pi,3.8599379164900096*pi) q[4],q[1];\nRxxyyzz(0.3091181254413097*pi,0.13447984977333283*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.48023162398181984*pi,0.15174322000630203*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4362326201636799*pi,0.2776413390134685*pi,0.04489294434699588*pi) q[5],q[8];\nRxxyyzz(0.4648707506537293*pi,0.2775614979430556*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.35811150548990944*pi,0.25362126990645084*pi,3.8817389695574005*pi) q[15],q[16];\nu3(3.7601474189183306*pi,-0.3023892831095496*pi,4.255719488385575*pi) q[0];\nu3(3.3093794608186666*pi,-0.1917602676726074*pi,0.7423601234604966*pi) q[1];\nu3(3.15707418137509*pi,2.5508858509606345*pi,2.1650773856558936*pi) q[2];\nu3(3.3143392279009842*pi,2.655412511782185*pi,4.363382917613616*pi) q[3];\nu3(3.4240348443251305*pi,0.7970466100526026*pi,2.2794621613689983*pi) q[4];\nu3(3.775501096207719*pi,2.2077807857333314*pi,0.5718882433886723*pi) q[5];\nu3(3.346836844012652*pi,0.9743047995294714*pi,0.5553113457614212*pi) q[6];\nu3(3.533920451258617*pi,0.021829391712995694*pi,4.032063421215536*pi) q[7];\nu3(3.782432308871674*pi,2.5915676596027675*pi,4.207688350322563*pi) q[8];\nu3(3.3930623037232626*pi,3.364108124785527*pi,1.2647430370729271*pi) q[9];\nu3(3.4463114983313443*pi,-0.26182691980360495*pi,2.0769188705102897*pi) q[10];\nu3(3.572596629977134*pi,0.6643225999037914*pi,0.8426902596009631*pi) q[11];\nu3(3.726722745209325*pi,3.4221018681661044*pi,1.902963295609367*pi) q[15];\nu3(3.6556219594030117*pi,-0.25537542638072425*pi,0.5916676069549176*pi) q[16];\nRxxyyzz(0.4442320771830399*pi,0.32212278821495366*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.2727211189786898*pi,0.14940419650821024*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4534894440165802*pi,0.3663758391537204*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.44493334441377963*pi,0.127407250438628*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.33587577508132915*pi,0.19461753908917245*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3823891816396002*pi,0.19879915075390017*pi,0.06406252191856504*pi) q[14],q[10];\nRxxyyzz(0.36102669386355934*pi,0.15692375731406039*pi,0.0*pi) q[13],q[16];\nu3(3.6283572757252203*pi,1.8555905193158684*pi,1.7194263490252115*pi) q[1];\nu3(3.7228178335806654*pi,0.8287367968811004*pi,0.7464128451283286*pi) q[3];\nu3(3.535277589106347*pi,-0.48337721365273845*pi,3.025251198404746*pi) q[4];\nu3(3.3710163141272163*pi,-0.448487097666055*pi,3.9588542863400633*pi) q[5];\nu3(3.3138368000664684*pi,2.952828725596299*pi,1.7157884347041426*pi) q[6];\nu3(3.348704877955064*pi,2.7467987983690363*pi,0.5044485152397358*pi) q[7];\nu3(3.427136883091846*pi,-0.34070765747083404*pi,0.6737577682580964*pi) q[8];\nu3(3.407815945173528*pi,0.8136084768457195*pi,0.9740690230647481*pi) q[10];\nu3(3.0344431047916234*pi,2.730496946288003*pi,2.205842749489736*pi) q[11];\nu3(3.721115054736371*pi,3.284470482586452*pi,1.2004732669693343*pi) q[12];\nu3(3.8430435486851007*pi,0.08501929920676377*pi,0.7752940366756871*pi) q[13];\nu3(3.237030461515028*pi,-0.44565715342733747*pi,0.8321417578440509*pi) q[14];\nu3(3.6061002571806826*pi,0.8276345308127511*pi,3.5325651836166543*pi) q[15];\nu3(3.876104186077675*pi,1.399857041464067*pi,1.7853880207732822*pi) q[16];\nRxxyyzz(0.47709038926663005*pi,0.26878055836280557*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.3176216561579098*pi,0.17742591682578024*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.33058125213432954*pi,0.15521477267055994*pi,0.050940261311390955*pi) q[2],q[10];\nRxxyyzz(0.39146509719438993*pi,0.21659072389876965*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.32907041739449977*pi,0.12400359634942859*pi,0.10307813628481721*pi) q[5],q[14];\nRxxyyzz(0.3580375310583497*pi,0.2967250045984562*pi,3.893219094189851*pi) q[9],q[7];\nRxxyyzz(0.42026496810161007*pi,0.18564054416586015*pi,3.870368458493351*pi) q[8],q[13];\nRxxyyzz(0.30932833185280917*pi,0.14772942416219603*pi,0.0*pi) q[12],q[16];\nu3(3.1069245221304103*pi,2.8398747895084924*pi,0.8352289748137371*pi) q[0];\nu3(3.657983590481185*pi,2.0951548843800665*pi,0.6513749246288277*pi) q[1];\nu3(3.4096878265202792*pi,3.204747956779898*pi,3.3854414255166407*pi) q[2];\nu3(3.855906859489125*pi,-0.2553486170657153*pi,4.10023645521382*pi) q[3];\nu3(3.3320737114080297*pi,2.2243113760634463*pi,3.808819588336136*pi) q[4];\nu3(3.8739036361265087*pi,3.1402901145247175*pi,1.4921774243178674*pi) q[5];\nu3(3.4418072851020174*pi,0.45241491965686953*pi,0.755764324153361*pi) q[6];\nu3(3.3907586699223273*pi,0.6036676811601509*pi,1.1538803002811375*pi) q[7];\nu3(3.6388167357945473*pi,3.3217357619061354*pi,1.5316496472197603*pi) q[8];\nu3(3.509608159438201*pi,0.29134949999117643*pi,1.665854273544825*pi) q[9];\nu3(3.374446139771432*pi,0.3068656605004203*pi,4.3298210476330885*pi) q[10];\nu3(3.616852508384825*pi,-0.046904556643325435*pi,2.251811974883071*pi) q[12];\nu3(3.7782014196528855*pi,2.5903299643234217*pi,1.605838532838019*pi) q[13];\nu3(3.7240173561684276*pi,3.1563369809501927*pi,3.2438537135378454*pi) q[14];\nu3(3.588879888249299*pi,0.31004840515822685*pi,1.3470186677604927*pi) q[15];\nu3(3.405237332939529*pi,-0.340391009141091*pi,1.7531371293727165*pi) q[16];\nRxxyyzz(0.44814248105473964*pi,0.33351328194153335*pi,3.8778482448761*pi) q[0],q[6];\nRxxyyzz(0.2795017992979797*pi,0.1760394756636665*pi,0.08823335993467829*pi) q[1],q[7];\nRxxyyzz(0.3241871387001699*pi,0.11430848844710306*pi,0.05199372060237906*pi) q[2],q[13];\nRxxyyzz(0.4328184607747999*pi,0.31879393610134515*pi,3.91004507406102*pi) q[9],q[3];\nRxxyyzz(0.3017651673450297*pi,0.2971975021316441*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4497491047737895*pi,0.28103485657658167*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3294734068394299*pi,0.2899931766233834*pi,3.792419398034701*pi) q[8],q[15];\nRxxyyzz(0.3992975183701393*pi,0.34213020928314636*pi,0.12897228251323484*pi) q[16],q[11];\nu3(3.8643749609671603*pi,3.308196367801591*pi,1.9468181880749902*pi) q[0];\nu3(3.279347337535836*pi,-0.4462381246116588*pi,3.6945798880817264*pi) q[1];\nu3(3.4648410354348456*pi,2.685678301741823*pi,0.6162469432342226*pi) q[2];\nu3(3.219239693611239*pi,0.09535712648864014*pi,1.811317222127112*pi) q[3];\nu3(3.5912967597791132*pi,0.8819689055116731*pi,1.3840295949290238*pi) q[4];\nu3(3.6157983048639117*pi,2.618334743905544*pi,1.6177923801682013*pi) q[5];\nu3(3.5598760411646513*pi,3.3353558726383827*pi,1.3606422442424153*pi) q[6];\nu3(3.72978936532849*pi,0.4198060969347106*pi,4.432853928879931*pi) q[7];\nu3(3.2191558531925883*pi,2.7614300578101885*pi,2.108977381187369*pi) q[8];\nu3(3.711911293976945*pi,2.8411397087091705*pi,1.3143949366035717*pi) q[9];\nu3(3.5931373945117997*pi,-0.45297566559517705*pi,1.5517284118437351*pi) q[10];\nu3(3.4123672160085787*pi,2.509711548054433*pi,4.068794383712006*pi) q[11];\nu3(3.4373320555972064*pi,2.0557416040440923*pi,1.3575573447827756*pi) q[12];\nu3(3.466732929221579*pi,-0.3489719119169161*pi,3.134396617057751*pi) q[13];\nu3(3.360164920551441*pi,3.2203775913926416*pi,0.9105151040853912*pi) q[15];\nu3(3.572675664969234*pi,0.7767399938169657*pi,4.345522496082035*pi) q[16];\nRxxyyzz(0.41129905335728356*pi,0.36787111585080584*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.4237213116420896*pi,0.19592128271314835*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.42042015971148927*pi,0.19068351288190313*pi,3.91746647009667*pi) q[9],q[2];\nRxxyyzz(0.45508887406306986*pi,0.31520112845762555*pi,0.10234190355435287*pi) q[3],q[13];\nRxxyyzz(0.40004203818977*pi,0.14797705368115394*pi,3.95915514346971*pi) q[4],q[7];\nRxxyyzz(0.41200274033458983*pi,0.3137291787305187*pi,3.955650214642711*pi) q[5],q[8];\nRxxyyzz(0.38238084019898955*pi,0.12857811311931*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4018314407556094*pi,0.24957642957106296*pi,3.7800899068689695*pi) q[10],q[11];\nu3(3.2866946110217468*pi,3.2957606165559463*pi,1.8711781164574008*pi) q[0];\nu3(3.9031987845438945*pi,3.18822027356195*pi,0.512835709144678*pi) q[1];\nu3(3.388846268669929*pi,-0.007375235958810067*pi,1.6048851210626074*pi) q[2];\nu3(3.186923235374827*pi,0.24009993993253875*pi,1.344492133582774*pi) q[3];\nu3(3.2035195755667574*pi,-0.00685273226020322*pi,1.7109475572492112*pi) q[4];\nu3(3.376626887382632*pi,2.089165251441111*pi,2.2155801222246305*pi) q[5];\nu3(3.2008173599938137*pi,-0.1589928397400533*pi,0.9779610071404252*pi) q[6];\nu3(3.523100470674503*pi,-0.23640458364154748*pi,1.8248416839898511*pi) q[7];\nu3(3.278948771516124*pi,2.8458266542467694*pi,1.7700504988130654*pi) q[8];\nu3(3.242102866201691*pi,2.268862970464257*pi,1.0065258223319256*pi) q[9];\nu3(3.5891137421877763*pi,3.0729839427275882*pi,1.209930587398625*pi) q[10];\nu3(3.3858462721821394*pi,-0.1397255235238289*pi,1.4469543289934546*pi) q[11];\nu3(3.4478105057401605*pi,2.218683715605795*pi,4.0225529746057*pi) q[13];\nu3(3.2946227902143166*pi,0.669913191301964*pi,4.38299078094478*pi) q[14];\nu3(3.4929019651593443*pi,-0.42523088979988344*pi,2.0082414087165006*pi) q[15];\nu3(3.134020574976711*pi,3.2649578920939533*pi,1.242151085657135*pi) q[16];\nRxxyyzz(0.22558369520029942*pi,0.14596153862622696*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4131727479126655*pi,0.25626226547973996*pi,3.889066730650827*pi) q[1],q[10];\nRxxyyzz(0.4647244135344991*pi,0.20393205779773838*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4832293948979097*pi,0.2891202942784352*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.3569289399381005*pi,0.11221827466916567*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3447359674737499*pi,0.23425994257052096*pi,0.04578689688402804*pi) q[14],q[6];\nRxxyyzz(0.40302991717404996*pi,0.299946205567125*pi,3.94576960290471*pi) q[9],q[8];\nRxxyyzz(0.38042499599254953*pi,0.19660832443941922*pi,3.9331564128906003*pi) q[16],q[13];\nu3(3.4790808233653707*pi,-0.37272566127249207*pi,0.8348903074143093*pi) q[0];\nu3(3.435152892672071*pi,2.398432598290823*pi,0.8344595986620322*pi) q[1];\nu3(3.2687765334182357*pi,0.5886914618619588*pi,1.2589669386000133*pi) q[2];\nu3(3.3922232527490817*pi,-0.38238178353456936*pi,0.7443080946169569*pi) q[4];\nu3(3.571661813469288*pi,2.8458020746716124*pi,1.9736543668953908*pi) q[5];\nu3(3.827882057419637*pi,0.6337135337982147*pi,1.1686923708912915*pi) q[6];\nu3(3.5224979332110697*pi,-0.10609827021741564*pi,2.327529111818344*pi) q[7];\nu3(3.3279744289936124*pi,2.9469703309265367*pi,1.8206030558013948*pi) q[8];\nu3(3.7243463656918814*pi,-0.264194257594307*pi,2.0904501108952065*pi) q[9];\nu3(3.280867388083479*pi,0.7497776567525525*pi,2.138364897866752*pi) q[10];\nu3(3.3804250205023303*pi,3.3948366685562776*pi,0.7508110499666683*pi) q[11];\nu3(3.2467261945396984*pi,3.315818135613944*pi,0.6271837161532507*pi) q[12];\nu3(3.5940777257239063*pi,-0.012648716719790676*pi,1.861382007842411*pi) q[13];\nu3(3.7247307444496838*pi,3.4297970556133834*pi,2.443505051940365*pi) q[14];\nu3(3.5199339478598874*pi,2.888665603161921*pi,1.8192268755390129*pi) q[15];\nu3(3.6438155847874394*pi,0.5280366067047786*pi,2.0982369988020038*pi) q[16];\nRxxyyzz(0.41413923936186975*pi,0.26104346304941645*pi,0.21123196380981274*pi) q[14],q[0];\nRxxyyzz(0.4566057478347223*pi,0.350072065632002*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3493666100889309*pi,0.22772478742206836*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.39865102018758947*pi,0.25727277344956934*pi,3.8578876917231195*pi) q[5],q[11];\nRxxyyzz(0.36119859263729925*pi,0.09260890642640351*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.3879441238614243*pi,0.195662432886604*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.4084336205105128*pi,0.2792600362252511*pi,0.0*pi) q[9],q[13];\nu3(3.7343747574550608*pi,2.864907710051577*pi,3.3302060769575963*pi) q[0];\nu3(3.2403311310144707*pi,-0.15586139230502383*pi,0.967931127841163*pi) q[2];\nu3(3.7806935796678114*pi,-0.3264926445429309*pi,1.336998352197695*pi) q[3];\nu3(3.112996662015031*pi,-0.18810151627796523*pi,0.8583954838687293*pi) q[5];\nu3(3.713607919168822*pi,0.27501628625941177*pi,2.301530855532302*pi) q[6];\nu3(3.0907644400307954*pi,2.715691495757261*pi,0.5172164810536576*pi) q[7];\nu3(3.573864752638127*pi,-0.41491178288597685*pi,0.77415555479674*pi) q[8];\nu3(3.358342952431789*pi,0.5000314746293366*pi,1.4226318291527504*pi) q[9];\nu3(3.4112634185809343*pi,2.728980352479544*pi,2.371569376701802*pi) q[11];\nu3(3.4434347250737103*pi,2.513138257267476*pi,1.5459342120997506*pi) q[12];\nu3(3.8535655063783874*pi,2.3083466349077533*pi,1.3363887839626112*pi) q[13];\nu3(3.4104623749473153*pi,0.2412501791334103*pi,1.5664071648071958*pi) q[14];\nu3(3.1841954047830145*pi,3.2067567040486877*pi,0.6467869279321823*pi) q[15];\nu3(3.594183865140257*pi,2.190038901706763*pi,2.0374637904968544*pi) q[16];\nRxxyyzz(0.43075815689643016*pi,0.33144640139966497*pi,0.22026425792783208*pi) q[16],q[0];\nRxxyyzz(0.34909697240366*pi,0.25866690592751596*pi,0.18245626257402625*pi) q[7],q[1];\nRxxyyzz(0.3493383898694699*pi,0.2921488787484825*pi,3.811891997653989*pi) q[14],q[2];\nRxxyyzz(0.39705174539075994*pi,0.2755884947895253*pi,0.17537185970801838*pi) q[4],q[6];\nRxxyyzz(0.41434448588997974*pi,0.22153187699720517*pi,3.903982576707231*pi) q[5],q[10];\nRxxyyzz(0.3170878397210996*pi,0.2542596570143285*pi,0.07208023620085946*pi) q[8],q[9];\nRxxyyzz(0.3626523212934601*pi,0.1896798880344704*pi,3.950771645494111*pi) q[13],q[11];\nRxxyyzz(0.36418914265043967*pi,0.21367852379664332*pi,0.0*pi) q[15],q[12];\nu3(3.627801867952743*pi,1.5012443500662744*pi,4.177487352334966*pi) q[0];\nu3(3.3394809774012906*pi,-0.10506220331122862*pi,4.003613124277912*pi) q[1];\nu3(3.2134441697363645*pi,-0.4921295676455781*pi,2.309747292255737*pi) q[2];\nu3(3.557652875727259*pi,0.9175475233955521*pi,0.6801525681324073*pi) q[4];\nu3(3.390430435550395*pi,2.538737786320285*pi,2.411421485361213*pi) q[5];\nu3(3.6795134205439073*pi,3.3028487287432267*pi,2.710111257288765*pi) q[6];\nu3(3.303491565941308*pi,3.068090307362719*pi,0.5574987384575787*pi) q[7];\nu3(3.2169518437563247*pi,0.7654128792320329*pi,1.102182154074868*pi) q[8];\nu3(3.5814011438394635*pi,0.680042216238046*pi,0.75731598244281*pi) q[9];\nu3(3.342013855587699*pi,1.7940713377432878*pi,0.6542191980479988*pi) q[10];\nu3(3.43913836256042*pi,3.235442569494567*pi,2.413290845151323*pi) q[11];\nu3(3.488715391030139*pi,1.0344595051831798*pi,1.8545781041207994*pi) q[12];\nu3(3.6747893566706993*pi,-0.08830457171919892*pi,0.7031742603612305*pi) q[13];\nu3(3.174418895325306*pi,0.28984071643881326*pi,2.0203385631625563*pi) q[14];\nu3(3.804419229865321*pi,2.2271529577335807*pi,1.592912792378584*pi) q[15];\nu3(3.427252679994295*pi,-0.4855515050309589*pi,2.6690008491447146*pi) q[16];\nRxxyyzz(0.32217503261196967*pi,0.20582143849682732*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.3714419384999302*pi,0.24280745505010287*pi,0.0963687652004733*pi) q[5],q[1];\nRxxyyzz(0.4157033939328001*pi,0.17287987691081919*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.3651368015994195*pi,0.201815932803303*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.3678589481748594*pi,0.27613667736770453*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4193652761365594*pi,0.2089184402429587*pi,3.9384109752219807*pi) q[11],q[6];\nRxxyyzz(0.4288912190954699*pi,0.22935801460243252*pi,0.15828743520289068*pi) q[16],q[12];\nRxxyyzz(0.44415294991369925*pi,0.2317574688986447*pi,3.96049003244093*pi) q[15],q[14];\nu3(3.0433076364469165*pi,2.851272514617886*pi,2.3266566264344792*pi) q[0];\nu3(3.7300691985188963*pi,2.350153039270262*pi,1.0761140094591823*pi) q[1];\nu3(3.677159289806224*pi,-0.2894845056381671*pi,0.788455234967731*pi) q[2];\nu3(3.943141502244597*pi,-0.2486718002394459*pi,0.8623788427931447*pi) q[3];\nu3(3.3653624031288687*pi,2.80520133827138*pi,2.1116467154781215*pi) q[4];\nu3(3.1028203542968935*pi,-0.046128970182019724*pi,3.5266677572291654*pi) q[5];\nu3(3.4799454810008923*pi,3.0344710126828067*pi,1.5423641262766496*pi) q[6];\nu3(3.515670387171144*pi,3.229057818085233*pi,2.1939288250373186*pi) q[7];\nu3(3.475687699099034*pi,-0.3907264408729081*pi,1.5609341769667433*pi) q[8];\nu3(3.2519621545090094*pi,0.5848053376140552*pi,2.2603131717035394*pi) q[9];\nu3(3.796409104747507*pi,-0.44613062315432295*pi,0.5687779904949588*pi) q[11];\nu3(3.75489586915471*pi,3.421214331830164*pi,2.9568389137201523*pi) q[12];\nu3(3.3563982988742924*pi,3.1942446432502978*pi,2.143149042571786*pi) q[13];\nu3(3.731363870517753*pi,-0.4329043309098746*pi,2.158577550157625*pi) q[14];\nu3(3.6654799585558164*pi,3.144145794585773*pi,2.1140117738758635*pi) q[15];\nu3(3.707515528668164*pi,3.1803997192917226*pi,3.1866450273622045*pi) q[16];\nRxxyyzz(0.4633407733202102*pi,0.17010267572601845*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.46304105005109175*pi,0.41347192257539656*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.43394290041117956*pi,0.332946380497841*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.450942906143419*pi,0.11652385475022162*pi,0.04849496079350111*pi) q[6],q[3];\nRxxyyzz(0.4183814220894601*pi,0.19630297598968968*pi,0.10719195628154861*pi) q[5],q[12];\nRxxyyzz(0.3888662488300503*pi,0.14266148383822985*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.3927997910115799*pi,0.22979904355164849*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.41283722813595947*pi,0.2683648009917957*pi,0.0*pi) q[13],q[14];\nu3(3.640228025737403*pi,0.1376218515448241*pi,1.1641684207431495*pi) q[0];\nu3(3.333541749401091*pi,-0.07101694769091171*pi,0.6225406934236034*pi) q[1];\nu3(3.6354235801490744*pi,0.04028851487692453*pi,1.5486104649109598*pi) q[2];\nu3(3.6212893421188417*pi,3.399751708873433*pi,2.713134064275126*pi) q[3];\nu3(3.7710404227718035*pi,3.29984465953366*pi,1.2011426610574603*pi) q[4];\nu3(3.770147836281262*pi,0.15269612732057314*pi,3.6724657047951643*pi) q[5];\nu3(3.7711694204499087*pi,0.08299163617326477*pi,3.303864787608382*pi) q[6];\nu3(3.2858125550593194*pi,2.3285670329059442*pi,1.2502756165655295*pi) q[7];\nu3(3.5151879075343766*pi,2.3302167468496764*pi,0.9829397746733661*pi) q[9];\nu3(3.3706314534274364*pi,1.1773147974769889*pi,1.4264814437405042*pi) q[10];\nu3(3.598061089970175*pi,3.3580130558302663*pi,3.1592675519094096*pi) q[11];\nu3(3.634985477861419*pi,3.064121697018691*pi,4.111437920173641*pi) q[12];\nu3(3.8828996808057177*pi,0.6524645176734918*pi,0.7124278750879021*pi) q[13];\nu3(3.5480485456468314*pi,3.4616390056088235*pi,2.0664129657038544*pi) q[14];\nu3(3.4498096684846202*pi,2.870004892183693*pi,4.404268105824014*pi) q[15];\nu3(3.255373836578076*pi,-0.06504486589753677*pi,1.6182857942364126*pi) q[16];\nRxxyyzz(0.4129622699214266*pi,0.30945569236283366*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.3938157753410899*pi,0.20281088619672086*pi,0.13723802607161495*pi) q[5],q[16];\nRxxyyzz(0.44827312462451024*pi,0.30563427940786575*pi,3.9337906299369494*pi) q[7],q[10];\nRxxyyzz(0.39370324879667956*pi,0.3219607274984726*pi,3.917412552548481*pi) q[8],q[12];\nRxxyyzz(0.35079866449815633*pi,0.23173233437084584*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.4345463246452159*pi,0.23723230973080534*pi,0.0*pi) q[14],q[15];\nu3(3.401356881049357*pi,3.3081969078253235*pi,4.306901985041173*pi) q[0];\nu3(3.5313793042956934*pi,3.133363853709401*pi,0.9427549118762042*pi) q[2];\nu3(3.391741173180376*pi,0.09814495206660845*pi,0.5194816790409587*pi) q[5];\nu3(3.391388075663075*pi,-0.14734557855517594*pi,1.0802228303663028*pi) q[7];\nu3(3.570134444465875*pi,0.5327444752736608*pi,0.5067976712430546*pi) q[8];\nu3(3.981526081850278*pi,3.3188616297676896*pi,3.2949846042009945*pi) q[9];\nu3(3.4660737485682356*pi,2.4546575020904426*pi,0.659021771160023*pi) q[10];\nu3(3.4804754872427797*pi,0.9166471303129327*pi,1.0193119242320203*pi) q[12];\nu3(3.7987474592139923*pi,2.3523911916191174*pi,2.124466350322894*pi) q[13];\nu3(3.223844702244751*pi,-0.22417160071853648*pi,0.6558568911812248*pi) q[14];\nu3(3.866354581408761*pi,-0.1272592197882761*pi,4.144140939465771*pi) q[15];\nu3(3.699534587937946*pi,3.471904700975773*pi,3.188250817126599*pi) q[16];\nRxxyyzz(0.31173220734318013*pi,0.22505716553003596*pi,3.93287853586072*pi) q[10],q[1];\nRxxyyzz(0.3763987102053297*pi,0.1281362241431151*pi,3.8986590006127404*pi) q[15],q[4];\nRxxyyzz(0.3572127265381404*pi,0.19829174530054994*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.4314012275567598*pi,0.279900007434141*pi,3.8991348383703404*pi) q[8],q[6];\nRxxyyzz(0.19516271246487013*pi,0.14191812822776706*pi,0.08558816084753929*pi) q[7],q[14];\nRxxyyzz(0.3641549505753701*pi,0.18216850506689086*pi,3.87530210250619*pi) q[11],q[9];\nRxxyyzz(0.42446120957558003*pi,0.339872570617608*pi,0.16334160844512793*pi) q[16],q[12];\nu3(3.5983963399755914*pi,3.157701983651773*pi,3.9035910356007886*pi) q[1];\nu3(3.8973221668066733*pi,3.072755555014469*pi,2.305897132720183*pi) q[4];\nu3(3.7525693291703535*pi,-0.28344471958036543*pi,1.8857213916160447*pi) q[5];\nu3(3.792333682598208*pi,2.423214556469175*pi,2.371802532991539*pi) q[6];\nu3(3.7900957822824712*pi,0.04879048839035516*pi,1.0339348124788206*pi) q[7];\nu3(3.4253111678043235*pi,-0.369235552682434*pi,0.8800848980723299*pi) q[8];\nu3(3.372429302848656*pi,0.3549343806904566*pi,0.8479542489171696*pi) q[9];\nu3(3.479718857829615*pi,2.965240259135614*pi,4.414475748058129*pi) q[10];\nu3(3.5455321752650466*pi,2.9020024941234244*pi,1.4443234868823556*pi) q[11];\nu3(3.409252173634085*pi,-0.02217789907290718*pi,1.959018705545086*pi) q[12];\nu3(3.1305145997014727*pi,3.1641517227151628*pi,1.8965204039415602*pi) q[13];\nu3(3.8538201141460635*pi,0.4684047212923276*pi,1.2450605952079026*pi) q[14];\nu3(3.5824213446506423*pi,0.41152014383911006*pi,0.5365195066630641*pi) q[15];\nu3(3.5093044585312154*pi,2.8576305963840714*pi,0.8976221631570553*pi) q[16];\nRxxyyzz(0.4366806558809381*pi,0.22984707474772836*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.3892943111647563*pi,0.1971140299219325*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.40774867651460933*pi,0.13358903131138614*pi,3.93888009758561*pi) q[11],q[3];\nRxxyyzz(0.4321407357215501*pi,0.3200565391283068*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.38016335519705*pi,0.37018150010432915*pi,0.27581133037322636*pi) q[5],q[12];\nRxxyyzz(0.4296905820334823*pi,0.23404388746143578*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.4228728847528096*pi,0.2776853391531904*pi,0.1082166348472416*pi) q[16],q[8];\nRxxyyzz(0.32762618263774046*pi,0.20455104374731192*pi,3.9389882894585693*pi) q[14],q[10];\nu3(3.435335372780714*pi,-0.09772830759489715*pi,1.6737984367661483*pi) q[0];\nu3(3.7382332491843484*pi,3.416476165591068*pi,0.8990807755996211*pi) q[1];\nu3(3.700256068851215*pi,-0.23713633925576627*pi,2.0124997728000276*pi) q[2];\nu3(3.6240418296312993*pi,-0.20672468357538953*pi,2.115268513590597*pi) q[3];\nu3(3.5079500987768757*pi,3.439330789781807*pi,4.168766585573822*pi) q[4];\nu3(3.9754779977512826*pi,2.7692984410108124*pi,3.3001299314799386*pi) q[5];\nu3(3.139840042062182*pi,0.5320485324273581*pi,1.9925131896687867*pi) q[6];\nu3(3.203900166357559*pi,0.9825024748797269*pi,0.851311617049297*pi) q[8];\nu3(3.7244587724147875*pi,0.5210270325863271*pi,2.3544039870661333*pi) q[9];\nu3(3.3922629115933716*pi,3.1294455599219217*pi,1.347321109008777*pi) q[10];\nu3(3.6344283079412203*pi,0.251448538877894*pi,1.309073604142728*pi) q[11];\nu3(3.4712104621693487*pi,2.191266438082782*pi,0.6218404968808946*pi) q[12];\nu3(3.4591624712994626*pi,2.9272513662159962*pi,4.159848916942331*pi) q[13];\nu3(3.4403508540567103*pi,-0.4938021114131768*pi,1.7193713675498616*pi) q[14];\nu3(3.2374115117619486*pi,0.7838226856005173*pi,0.8667069294450684*pi) q[15];\nu3(3.4272101558187815*pi,-0.16994769027106738*pi,1.6641077937802824*pi) q[16];\nRxxyyzz(0.2926226759896302*pi,0.1820006537123421*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.4470850403566198*pi,0.388639676054906*pi,3.9532005528268197*pi) q[16],q[1];\nRxxyyzz(0.4165960304305153*pi,0.28175523648526846*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3993232326341302*pi,0.3016161882692678*pi,0.1532512357017507*pi) q[4],q[3];\nRxxyyzz(0.3730735949103399*pi,0.11591689995086704*pi,0.042769815905745426*pi) q[6],q[8];\nRxxyyzz(0.38945587763418993*pi,0.13199128863290704*pi,0.1187657228922548*pi) q[7],q[9];\nRxxyyzz(0.4399351078356597*pi,0.19396167962772826*pi,0.0*pi) q[14],q[11];\nRxxyyzz(0.42885457084212*pi,0.21572065686845793*pi,0.11919794028787001*pi) q[13],q[15];\nu3(3.6024077939993564*pi,2.218998619709319*pi,1.9866378615675364*pi) q[0];\nu3(3.686004497710792*pi,3.3319210353549082*pi,0.6795683099663161*pi) q[1];\nu3(3.1801266869480154*pi,0.4742871090009597*pi,0.660867180395807*pi) q[2];\nu3(3.7171942536370155*pi,1.520227648089687*pi,3.616150295594411*pi) q[3];\nu3(3.1825577831475655*pi,-0.10953563183009096*pi,2.106139728830179*pi) q[4];\nu3(0.5872285892464738*pi,3.0103269843764795*pi,4.148576597735961*pi) q[5];\nu3(3.446233650542845*pi,1.9842376216058302*pi,0.9293233390534295*pi) q[6];\nu3(3.8088459321108767*pi,2.7207397478967437*pi,3.2991856983095253*pi) q[7];\nu3(3.5852839365921176*pi,-0.2567451532283844*pi,2.8619267069870675*pi) q[8];\nu3(3.8514181943278887*pi,3.2617049092942434*pi,1.6426527587974078*pi) q[9];\nu3(3.1896715262088806*pi,3.2808175681583345*pi,1.0892167968927584*pi) q[11];\nu3(3.5722070452810333*pi,-0.20137041472351236*pi,0.7420735298170369*pi) q[12];\nu3(3.462322667802414*pi,3.0392836779602472*pi,1.0725890486022167*pi) q[13];\nu3(3.482327309068007*pi,2.567358491418034*pi,0.6397190344381154*pi) q[14];\nu3(3.5754567902162706*pi,0.2514280253517799*pi,4.457890910261841*pi) q[15];\nu3(3.9308669627209754*pi,3.411410354432793*pi,2.4160562253185534*pi) q[16];\nmeasure q[5] -> c[1];\nRxxyyzz(0.36411488996666375*pi,0.19947186278277684*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.34062249720285*pi,0.25535590954107823*pi,0.0464098627619145*pi) q[1],q[3];\nRxxyyzz(0.47947446964002205*pi,0.1444767289827562*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.30261475225342493*pi,0.08529175413707968*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.38443701379353*pi,0.16365326001000507*pi,0.13085348366525162*pi) q[7],q[13];\nRxxyyzz(0.4297332812542802*pi,0.2198895189632921*pi,3.9207231690401385*pi) q[8],q[9];\nRxxyyzz(0.40282509635803954*pi,0.29092215009567024*pi,3.76066712270023*pi) q[16],q[10];\nRxxyyzz(0.4289270740049701*pi,0.3471958731813017*pi,0.09790153384767362*pi) q[14],q[12];\nu3(3.059168379437266*pi,0.8404959536801702*pi,2.388053209881307*pi) q[0];\nu3(1.2565275943010406*pi,0.4159553646582098*pi,0.5364925631751116*pi) q[1];\nu3(3.651883437208191*pi,0.8859733697708081*pi,0.5858963963801882*pi) q[2];\nu3(2.399260977071956*pi,2.7455624698220373*pi,1.296034988449055*pi) q[3];\nu3(0.48654941469615515*pi,0.469353944212505*pi,2.1708598652205984*pi) q[4];\nu3(3.807935612260394*pi,2.4126130279243765*pi,1.1287413758296916*pi) q[6];\nu3(3.413498893138563*pi,2.882803738253301*pi,1.8783187529077887*pi) q[7];\nu3(3.8930696529935043*pi,2.7485614520701533*pi,0.7788766552675881*pi) q[8];\nu3(3.6505004793019005*pi,-0.17696977469599112*pi,1.5694153216359572*pi) q[9];\nu3(3.6953163786153134*pi,0.9054738130034949*pi,1.2080375774311505*pi) q[10];\nu3(3.3229150990846947*pi,-0.2888649724167487*pi,4.478043267017667*pi) q[11];\nu3(3.3900540643235684*pi,-0.020468263952863386*pi,1.56055964626682*pi) q[12];\nu3(3.6865465018096755*pi,-0.2535510678303097*pi,4.113198498625458*pi) q[13];\nu3(3.1591118817659622*pi,3.433213393444498*pi,1.5687093615888483*pi) q[14];\nu3(3.6458986642823845*pi,0.09072882587199738*pi,1.9209780539443282*pi) q[15];\nu3(3.174049464613088*pi,-0.027190074635390138*pi,1.2385197361196982*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[7] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[15] -> c[4];\nmeasure q[16] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[14] -> c[7];\nmeasure q[2] -> c[8];\nmeasure q[6] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[12] -> c[11];\nmeasure q[11] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[1] -> c[14];\nmeasure q[9] -> c[15];\nmeasure q[3] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6025374188397894*pi,2.2940282899846265*pi,1.5040755692492156*pi) q[0];\nu3(3.3925124569944147*pi,3.297733743302528*pi,3.3984093542169056*pi) q[1];\nu3(3.5682232302122365*pi,-0.294284337796638*pi,4.117147208812954*pi) q[2];\nu3(3.9807556915371656*pi,-0.32979116171591266*pi,2.742956582589972*pi) q[3];\nu3(3.7228010655264603*pi,3.2880065233871703*pi,2.1555083446490317*pi) q[4];\nu3(3.7530286538179864*pi,2.397258012945435*pi,0.5362845483817046*pi) q[5];\nu3(3.3489464494789836*pi,3.217811032609881*pi,1.5430018504250154*pi) q[6];\nu3(3.347426360203963*pi,3.0802840537992813*pi,4.2480062402745995*pi) q[7];\nu3(3.739997141470394*pi,3.3286745658792576*pi,1.0054754425017813*pi) q[8];\nu3(3.5094446712696303*pi,3.432204841810546*pi,1.6436180966085123*pi) q[9];\nu3(3.3912597772534556*pi,-0.4960839210638306*pi,2.7068615973569*pi) q[10];\nu3(3.4339587864639736*pi,0.2227271235211351*pi,2.00292713531881*pi) q[11];\nu3(3.3845149655813502*pi,2.1034114235424193*pi,3.9737327983438595*pi) q[12];\nu3(3.717410528932133*pi,0.1484802573255627*pi,4.23290188464307*pi) q[13];\nu3(3.8761041875109252*pi,0.8768207273189002*pi,3.943684915208534*pi) q[14];\nu3(3.7857140338562583*pi,-0.039231334079307845*pi,4.476400483195028*pi) q[15];\nu3(3.4253918708881175*pi,2.701251092229014*pi,4.166260049696204*pi) q[16];\nRxxyyzz(0.4132977299441265*pi,0.18233565515767058*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.4772699810938801*pi,0.2281122290491897*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.44717906025158005*pi,0.3127214232706312*pi,3.9057700858100404*pi) q[2],q[14];\nRxxyyzz(0.42298667263473*pi,0.1778315728198358*pi,3.909838766611371*pi) q[4],q[7];\nRxxyyzz(0.4644412915946702*pi,0.35059997144716715*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.2591263902290102*pi,0.1323949065357981*pi,3.95854827600692*pi) q[8],q[13];\nRxxyyzz(0.33315314236468996*pi,0.20477160081966794*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4599860445235002*pi,0.3385557675274263*pi,3.8360439009951506*pi) q[10],q[16];\nu3(3.8658417997318004*pi,-0.331820896880381*pi,1.9315483224035819*pi) q[0];\nu3(3.697034817963401*pi,2.4892151242565106*pi,1.0718752300332943*pi) q[1];\nu3(3.6270530494175675*pi,0.839014093020169*pi,1.9123090488428915*pi) q[2];\nu3(3.2962077875225044*pi,-0.14552208038018777*pi,1.352850556254495*pi) q[3];\nu3(3.699682229784935*pi,0.08185041861331321*pi,1.7689417361984394*pi) q[4];\nu3(3.5388079579157696*pi,-0.009648397512164675*pi,2.1036811153729182*pi) q[5];\nu3(3.3099313837855115*pi,2.9152102142862235*pi,0.5030236677010457*pi) q[6];\nu3(3.6893869918186653*pi,2.563189907918892*pi,2.1942337955940294*pi) q[7];\nu3(3.4957509566505864*pi,1.9623335204098753*pi,1.1350025825987138*pi) q[8];\nu3(3.7128076876379823*pi,2.562683063078396*pi,1.3094833502281378*pi) q[9];\nu3(3.7851702150791984*pi,0.22195508382901163*pi,0.8232837745580355*pi) q[10];\nu3(3.668565653877388*pi,-0.09717822324767017*pi,0.792242057983807*pi) q[11];\nu3(3.4414020364656546*pi,-0.36716365202649215*pi,0.6485420136699206*pi) q[12];\nu3(3.0742889802410227*pi,-0.08185971210381005*pi,4.251923719131847*pi) q[13];\nu3(3.3871615078130026*pi,-0.0822216211919734*pi,1.8841160444813454*pi) q[14];\nu3(3.371308794776148*pi,-0.13844742244538977*pi,0.5888577376679311*pi) q[16];\nRxxyyzz(0.41294968818872146*pi,0.12801486596571032*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.45181394427600025*pi,0.2934786248505951*pi,0.15636102714100872*pi) q[1],q[10];\nRxxyyzz(0.4630420451566595*pi,0.1487239093219337*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.40458100854868917*pi,0.28464652194404527*pi,3.9562673029733837*pi) q[3],q[5];\nRxxyyzz(0.4882799242454686*pi,0.2761228237486488*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.2655957358697414*pi,0.23365899791816602*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.47621801449377*pi,0.4070821785223462*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.30697308889638963*pi,0.1450620165894545*pi,0.06575230221840123*pi) q[14],q[16];\nu3(3.6203102870223223*pi,2.3169295314383485*pi,2.0341886978404204*pi) q[0];\nu3(3.5358820174746675*pi,2.7953154831071663*pi,4.034122147674669*pi) q[1];\nu3(3.5014478812687777*pi,-0.05855473252200277*pi,0.8025794364233092*pi) q[2];\nu3(3.279263980408376*pi,0.042897631112020385*pi,1.553325060707146*pi) q[3];\nu3(3.52406825934393*pi,2.249828603734249*pi,2.1135448523724594*pi) q[4];\nu3(3.39235463431566*pi,0.9983189287959764*pi,2.207440535399744*pi) q[5];\nu3(3.6248590338598943*pi,3.1368601077377085*pi,0.9678600777692083*pi) q[6];\nu3(3.3923796619532216*pi,2.186399608324726*pi,3.9793528643122493*pi) q[7];\nu3(3.1843087832411037*pi,0.8819414420769145*pi,1.8250860836970155*pi) q[8];\nu3(3.564013785229206*pi,-0.1695225063696822*pi,0.6173108609402764*pi) q[9];\nu3(3.8708272688043524*pi,-0.1710136808765944*pi,3.433323318022381*pi) q[10];\nu3(3.0753170823152525*pi,0.00792072354812845*pi,0.6586756199358623*pi) q[11];\nu3(3.1866955344014185*pi,2.700058918273905*pi,3.7271882154260036*pi) q[12];\nu3(3.280089913173679*pi,1.1814421891838998*pi,1.1318512076520153*pi) q[14];\nu3(3.5156453113246555*pi,2.4781125317737382*pi,2.1159023808693744*pi) q[15];\nu3(3.702275575647278*pi,0.38716813969782615*pi,1.2648012225923586*pi) q[16];\nRxxyyzz(0.4475663612772399*pi,0.2436714022369274*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3348073459886597*pi,0.20929822047777957*pi,0.06526588642732101*pi) q[1],q[7];\nRxxyyzz(0.44435827231379*pi,0.36311871124672424*pi,0.2295918109602767*pi) q[2],q[12];\nRxxyyzz(0.4002027565459815*pi,0.32888850577414036*pi,0.04240641107927149*pi) q[3],q[10];\nRxxyyzz(0.4454651052522999*pi,0.16889316931921072*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.44529418994225*pi,0.27740825232583655*pi,3.9500259701794698*pi) q[8],q[6];\nRxxyyzz(0.47765346111854*pi,0.3190142209428172*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.4483829457229396*pi,0.17800808653019695*pi,3.8542959963178003*pi) q[15],q[13];\nu3(3.6686121338523447*pi,3.2949542095493065*pi,1.1145497412441427*pi) q[0];\nu3(3.430875153708161*pi,-0.3583468397278286*pi,3.998043637549096*pi) q[1];\nu3(3.2069949785419203*pi,2.376624659977752*pi,3.124947242777765*pi) q[2];\nu3(3.5060968263813965*pi,3.050423121373494*pi,1.345742591265776*pi) q[3];\nu3(3.7158895070415343*pi,3.174487870204738*pi,1.1827154118731695*pi) q[4];\nu3(3.2176580841716436*pi,2.602249264813291*pi,1.9092760070246093*pi) q[6];\nu3(3.2545078258435023*pi,2.0106606853133773*pi,4.299862028969326*pi) q[7];\nu3(3.3982594458422897*pi,2.8952844983245973*pi,1.2194004888133487*pi) q[8];\nu3(3.8323488504890526*pi,1.0974383481533323*pi,1.2462746286081805*pi) q[9];\nu3(3.5723943497191475*pi,0.3722162418714523*pi,3.7045284778065453*pi) q[10];\nu3(3.5979983787920427*pi,1.2103278859423439*pi,1.4714957883296345*pi) q[11];\nu3(3.312833383424317*pi,0.17236558579982064*pi,0.7256980453908813*pi) q[12];\nu3(3.1215356878691507*pi,-0.155242317751626*pi,1.1791695301051452*pi) q[13];\nu3(3.4614589785335044*pi,3.3806920615782654*pi,3.999177203509349*pi) q[14];\nu3(3.8519209222148953*pi,2.148998192513851*pi,0.8319219688986097*pi) q[15];\nu3(3.066176328682139*pi,-0.31467324312280875*pi,3.7740855501451467*pi) q[16];\nRxxyyzz(0.4076382341425172*pi,0.25548434811582155*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.40958940956465995*pi,0.16986511060430728*pi,3.9444000975497*pi) q[1],q[14];\nRxxyyzz(0.38036480518257904*pi,0.27292782285110734*pi,3.7987366931399844*pi) q[2],q[6];\nRxxyyzz(0.28803995346746725*pi,0.09952409619533076*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.44639573913909975*pi,0.21280621659816387*pi,0.1263655747503838*pi) q[15],q[7];\nRxxyyzz(0.4348778590907152*pi,0.2534106991982672*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.3903216205673701*pi,0.14827224594022148*pi,0.0*pi) q[9],q[13];\nu3(3.6978639818043924*pi,3.2689195758084137*pi,0.9293329124540735*pi) q[0];\nu3(3.216004018507145*pi,-0.48373113079056956*pi,2.3552845668328337*pi) q[1];\nu3(3.3876052521133397*pi,1.0365225095184323*pi,2.4996234168759663*pi) q[2];\nu3(3.473317001536298*pi,-0.106038592112637*pi,1.1852924565369922*pi) q[4];\nu3(3.34050300140842*pi,-0.03958174275768933*pi,2.4478267497242587*pi) q[5];\nu3(3.185041322045291*pi,0.07628347811757774*pi,0.843098124766716*pi) q[6];\nu3(3.875416986774143*pi,3.4815282397589593*pi,2.954154635307809*pi) q[7];\nu3(3.2574445005820296*pi,2.5557399315500855*pi,2.2590654022608145*pi) q[8];\nu3(3.887698083729158*pi,0.0478832174400885*pi,0.814964136541362*pi) q[9];\nu3(3.58250153223684*pi,2.219831295803031*pi,1.6088719524946329*pi) q[11];\nu3(3.122164026771387*pi,3.3508903770740686*pi,1.8202590489301578*pi) q[13];\nu3(3.1233888303048736*pi,0.12896345490103323*pi,1.0638187779891108*pi) q[14];\nu3(3.090760491033745*pi,3.484000645600269*pi,2.430404868020328*pi) q[15];\nu3(3.8193044082467273*pi,-0.2629933557311308*pi,2.1070821472846193*pi) q[16];\nRxxyyzz(0.43391534727487985*pi,0.24686396392429893*pi,3.90993654197686*pi) q[0],q[10];\nRxxyyzz(0.3815555745910294*pi,0.3120243649312493*pi,0.057826788083319786*pi) q[1],q[15];\nRxxyyzz(0.22140715446386783*pi,0.0799109861987205*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.4761970795380496*pi,0.2921182320267537*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.3964138117596362*pi,0.327690007017269*pi,0.21644774214386794*pi) q[13],q[7];\nRxxyyzz(0.4222318631302797*pi,0.24954600423057416*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.3648080307698002*pi,0.1658992761759681*pi,0.06698453783875793*pi) q[11],q[9];\nu3(3.8275228530207626*pi,0.14170227841146932*pi,1.1708558447550934*pi) q[0];\nu3(3.721024485134281*pi,0.968758247386069*pi,0.8075018014804232*pi) q[1];\nu3(3.8484749422824978*pi,2.3626347268009393*pi,3.235712941852962*pi) q[3];\nu3(3.293090463825501*pi,-0.35562227429008764*pi,0.5427224718698189*pi) q[4];\nu3(3.8476528965245933*pi,-0.44450403598418453*pi,0.5535979473874852*pi) q[5];\nu3(3.4600996711728045*pi,0.8618210861022946*pi,1.3142770629747575*pi) q[7];\nu3(3.4660559334851815*pi,0.02247491312724037*pi,4.3444886734110995*pi) q[8];\nu3(3.3908334719271327*pi,3.000599481982605*pi,0.9838748233694375*pi) q[9];\nu3(3.3406401952402023*pi,0.8263797589618826*pi,1.8941798415469648*pi) q[10];\nu3(3.373108492442485*pi,3.062248962403067*pi,3.2049042312335363*pi) q[11];\nu3(3.495932039267613*pi,0.6721298893048*pi,1.9701959097492696*pi) q[12];\nu3(3.3287463789412275*pi,3.096326647426456*pi,3.566941256060348*pi) q[13];\nu3(3.277322179477092*pi,0.7167747455522189*pi,2.272140948043657*pi) q[14];\nu3(3.202466827141289*pi,1.922431191633334*pi,0.5870004085280565*pi) q[15];\nRxxyyzz(0.38406418823230004*pi,0.1826976777193785*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3517614558056894*pi,0.22658087579350505*pi,3.9101221941172195*pi) q[1],q[13];\nRxxyyzz(0.4157087250923255*pi,0.35406580330638526*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.32277418561523075*pi,0.24499583674655212*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4649684616895079*pi,0.339203987085287*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.3771973922854392*pi,0.31842309150139964*pi,3.888551349828371*pi) q[14],q[15];\nu3(3.741339159926423*pi,-0.41984301444890515*pi,1.89837088709888*pi) q[0];\nu3(3.3407964553308016*pi,3.311286346338778*pi,1.704104856087775*pi) q[1];\nu3(3.300531447525571*pi,2.3787043231906164*pi,2.3580082040048422*pi) q[2];\nu3(3.3033641781969174*pi,0.3889064296284548*pi,1.2092906213999026*pi) q[6];\nu3(3.4204865526761656*pi,3.006625187374193*pi,0.8966431376598232*pi) q[8];\nu3(3.2252137370633958*pi,0.7462616471256758*pi,2.0741434881985974*pi) q[9];\nu3(1.3763728779173785*pi,0.8223290058913193*pi,1.5427473125970805*pi) q[11];\nu3(3.7780192915881874*pi,3.3091101368057836*pi,2.3939522828187076*pi) q[12];\nu3(3.7174665494683*pi,2.3213680824833984*pi,0.9773793402011499*pi) q[13];\nu3(3.6239260273941376*pi,0.7237565171110707*pi,0.8046474955739304*pi) q[14];\nu3(3.0889564543132884*pi,0.04392964494268359*pi,1.3815558494563756*pi) q[15];\nu3(3.391962345291221*pi,0.36689295090005425*pi,2.0441381788298543*pi) q[16];\nRxxyyzz(0.45011514877110015*pi,0.36452726277016967*pi,3.907807854211221*pi) q[3],q[0];\nRxxyyzz(0.3375991000294595*pi,0.06724346614236698*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3094209596689199*pi,0.23263975752526456*pi,3.8827185257575607*pi) q[9],q[4];\nRxxyyzz(0.3978377673811908*pi,0.15723852562465446*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.43886706833979006*pi,0.14359959992446747*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4684019203963815*pi,0.33260596783998997*pi,0.0*pi) q[8],q[14];\nu3(3.350073032243067*pi,0.27965978571985084*pi,0.5293292956034623*pi) q[0];\nu3(3.8908612224311026*pi,-0.4183696262177227*pi,1.7321005843075565*pi) q[2];\nu3(3.7275948549718563*pi,2.7441816027794044*pi,4.293658522034674*pi) q[3];\nu3(3.5816468820849843*pi,-0.4436453161668119*pi,0.7078884223526529*pi) q[4];\nu3(3.054031013479669*pi,0.5631472394033386*pi,2.219343921672718*pi) q[5];\nu3(3.391191915552967*pi,2.8111393309230057*pi,0.6998514241676745*pi) q[6];\nu3(3.373347443771957*pi,2.1565260335470766*pi,1.673454757645461*pi) q[7];\nu3(3.4494304726234617*pi,1.551001009782087*pi,1.5450921915375753*pi) q[8];\nu3(3.2911669950780675*pi,-0.03338880794811683*pi,0.5034206577788445*pi) q[9];\nu3(3.3273401858752205*pi,2.7253020695574364*pi,1.6746307203791488*pi) q[10];\nu3(3.6374554118701217*pi,-0.07372657865796906*pi,0.6411273270498139*pi) q[14];\nu3(3.5547584312150433*pi,1.9473349657871886*pi,1.5574399644181744*pi) q[15];\nRxxyyzz(0.4032623530116898*pi,0.2912560563494671*pi,0.14800449671798638*pi) q[12],q[2];\nRxxyyzz(0.4344054565638702*pi,0.3639657161964962*pi,0.13020791489275352*pi) q[5],q[10];\nRxxyyzz(0.39614309752828897*pi,0.19048011348907853*pi,3.9040584388120596*pi) q[15],q[6];\nRxxyyzz(0.45194153357890077*pi,0.2636126225540665*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.34266128663902967*pi,0.21867908486043142*pi,3.8907952500214904*pi) q[8],q[16];\nRxxyyzz(0.4423460339912536*pi,0.0*pi,0.0*pi) q[14],q[11];\nu3(3.7207837842056106*pi,0.4487267648583566*pi,4.169635309862085*pi) q[2];\nu3(3.1174993482156346*pi,-0.48226203681572355*pi,1.976399532602298*pi) q[5];\nu3(3.3905024640592263*pi,3.3047169908717247*pi,0.5584194011031882*pi) q[6];\nu3(3.3004547505087434*pi,0.5210245004552894*pi,2.3165706439150004*pi) q[7];\nu3(3.8575807186894875*pi,2.40065452324552*pi,4.3555569111076755*pi) q[8];\nu3(3.773186656432802*pi,-0.28660884522777796*pi,2.806376023099832*pi) q[10];\nu3(3.284304361230032*pi,-0.20537078469290349*pi,0.8243049505223818*pi) q[11];\nu3(3.5713611323774974*pi,0.21623061053759773*pi,3.2460082346730053*pi) q[12];\nu3(3.8083968967907054*pi,3.201881085645608*pi,0.6940306540428725*pi) q[13];\nu3(3.8517100399362727*pi,3.0980468557292573*pi,1.4118491340912573*pi) q[14];\nu3(3.4044805449123343*pi,1.1888474581191615*pi,0.7574227563487486*pi) q[15];\nu3(3.52699295884192*pi,3.2341440987070627*pi,4.443245193859239*pi) q[16];\nRxxyyzz(0.4009409400491526*pi,0.23497568169839456*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4367477317995401*pi,0.1174404034700558*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.36163508840524916*pi,0.22216758212321264*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.44449746254541017*pi,0.26448343559446386*pi,0.19742621953812436*pi) q[4],q[16];\nRxxyyzz(0.4607083878706896*pi,0.15819989241696145*pi,3.907360914035701*pi) q[11],q[5];\nRxxyyzz(0.44994781745028994*pi,0.3348348723523986*pi,0.09726204388592746*pi) q[6],q[7];\nRxxyyzz(0.4403020060107293*pi,0.32421235984312347*pi,0.13352666278533398*pi) q[8],q[9];\nRxxyyzz(0.44324679453115984*pi,0.30667676373391517*pi,0.06100172954105515*pi) q[10],q[12];\nu3(3.581025460194491*pi,-0.4222130044911375*pi,1.07146414399253*pi) q[0];\nu3(3.5881718166188152*pi,2.3352458375712164*pi,0.8672198482368356*pi) q[1];\nu3(3.8066373877778776*pi,2.261434199760644*pi,1.5200550702059346*pi) q[2];\nu3(3.274520036388534*pi,-0.24944780198888722*pi,0.7244567013046028*pi) q[3];\nu3(3.4526714176794595*pi,3.3792926823341256*pi,1.9942223140590674*pi) q[4];\nu3(3.232667609094994*pi,2.5708052327293327*pi,2.491551211092007*pi) q[5];\nu3(3.714163274982964*pi,0.5038035931774014*pi,2.994353468487367*pi) q[6];\nu3(3.7118708734095356*pi,3.0177060086591645*pi,3.7969977960729464*pi) q[7];\nu3(3.4608776572041435*pi,3.0844479867079215*pi,1.0073059601222942*pi) q[8];\nu3(3.2620389561634138*pi,3.3445312604389383*pi,1.1776362130332232*pi) q[9];\nu3(3.5620594296827*pi,3.2960177065142173*pi,3.8915512031042634*pi) q[10];\nu3(3.739049337865973*pi,1.1578470052700263*pi,0.6847900854586051*pi) q[11];\nu3(3.5075907738133436*pi,0.28359366418420817*pi,1.2711462446868746*pi) q[12];\nu3(3.409902261635939*pi,0.8322403692247229*pi,0.8958217486340642*pi) q[14];\nu3(3.718436178667233*pi,3.12304346920377*pi,1.8346431093482882*pi) q[15];\nu3(3.269398124647801*pi,2.781916902899945*pi,4.2355931522298675*pi) q[16];\nRxxyyzz(0.35472231297838974*pi,0.222466080596309*pi,0.1370381060202872*pi) q[0],q[6];\nRxxyyzz(0.3540366412229399*pi,0.19008804799770518*pi,3.86794702544619*pi) q[1],q[8];\nRxxyyzz(0.36952247113487957*pi,0.33256876179062095*pi,3.735194242633711*pi) q[2],q[4];\nRxxyyzz(0.4313485573171501*pi,0.2580694637382067*pi,3.89827269792357*pi) q[5],q[3];\nRxxyyzz(0.3995901158930606*pi,0.3287396137622347*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.46276063841535997*pi,0.0*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.4034761851253697*pi,0.24885565365102547*pi,0.13488717121745686*pi) q[13],q[10];\nRxxyyzz(0.42828286196361015*pi,0.24246698654069918*pi,3.82000117922414*pi) q[12],q[16];\nu3(3.831964793847192*pi,3.258766912632239*pi,3.7260646163915334*pi) q[0];\nu3(3.6486359080512027*pi,2.9739187192365106*pi,1.3098973405980265*pi) q[1];\nu3(3.3680341040729407*pi,3.303157168478972*pi,0.5512487385855036*pi) q[2];\nu3(3.4894371622299554*pi,3.487078098775598*pi,1.1965325207566568*pi) q[3];\nu3(3.2475016374075865*pi,0.7779697521368352*pi,0.8334352567649859*pi) q[4];\nu3(3.3014973195182113*pi,-0.2643239866425102*pi,2.023491102386986*pi) q[5];\nu3(3.702809529060154*pi,0.6172561229866496*pi,1.153687754394027*pi) q[6];\nu3(3.6739936046935955*pi,2.9071961565595723*pi,1.4636277328619582*pi) q[7];\nu3(3.307597963882187*pi,0.34799940883931113*pi,0.6661533207691764*pi) q[8];\nu3(3.4322585761977527*pi,3.135843241923609*pi,1.5219623913712512*pi) q[9];\nu3(3.06366921933986*pi,2.2567964529984934*pi,4.19914025992787*pi) q[10];\nu3(3.2378766224397832*pi,2.4718929268478957*pi,1.9079484137954097*pi) q[11];\nu3(3.3388515900344027*pi,-0.14610761125197375*pi,1.7440763751698656*pi) q[12];\nu3(3.3014123068590853*pi,3.260064422751337*pi,0.8606163513086981*pi) q[13];\nu3(3.6184474116890044*pi,2.758271964764054*pi,0.669855418392423*pi) q[14];\nu3(3.485921692063882*pi,-0.4151291219109664*pi,2.144962402125268*pi) q[16];\nRxxyyzz(0.39732770768031633*pi,0.25804604573146683*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.3096115020611001*pi,0.19062650767590705*pi,3.8840338658881404*pi) q[2],q[7];\nRxxyyzz(0.39332284110150084*pi,0.27230018758988894*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.35821443356960003*pi,0.1807652287108843*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.46274343938286056*pi,0.30717743950775056*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.470108079924231*pi,0.21122535073068716*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.4155165275287356*pi,0.17613366140059084*pi,0.0*pi) q[13],q[12];\nu3(3.105458434265741*pi,1.8223978017183096*pi,1.6755721857719652*pi) q[1];\nu3(3.580467450426669*pi,2.9894095287471507*pi,2.0803967526048304*pi) q[2];\nu3(3.262336907721158*pi,0.0760605146486606*pi,4.485311399267747*pi) q[3];\nu3(3.1190244740454247*pi,0.5503385939929282*pi,1.1902507755893765*pi) q[4];\nu3(3.649194170727794*pi,0.878390009535043*pi,1.1976979035781725*pi) q[5];\nu3(3.865553094507712*pi,3.415355605463719*pi,4.3731883121718695*pi) q[7];\nu3(3.413564840850986*pi,-0.21504244875985412*pi,4.066041947913009*pi) q[8];\nu3(3.669258155112818*pi,0.9653461310423879*pi,4.039108513912199*pi) q[9];\nu3(3.6248929633062126*pi,0.9061689445574084*pi,1.4937340796258183*pi) q[10];\nu3(3.3848520170321343*pi,2.8815069861445908*pi,1.7501237857557208*pi) q[12];\nu3(3.2500259685797337*pi,3.0049046720512775*pi,0.797273314916981*pi) q[13];\nu3(3.4294550061742215*pi,-0.22767212574180468*pi,1.663588266622991*pi) q[14];\nu3(3.506013643503223*pi,0.10690763939010306*pi,0.5099184936202885*pi) q[15];\nu3(3.4615760042447805*pi,-0.1540593206112052*pi,1.1066479106837752*pi) q[16];\nRxxyyzz(0.4706471817491785*pi,0.2681434320041389*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.41926447852996956*pi,0.33377342185226283*pi,3.82281866893692*pi) q[13],q[1];\nRxxyyzz(0.38920977398933976*pi,0.16914211109950927*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4443547725167898*pi,0.21699546293170346*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4536742427785302*pi,0.16010996039176728*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.4410797953152802*pi,0.21355469956087192*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4333762400143394*pi,0.21328277789378933*pi,0.08136028966323888*pi) q[7],q[6];\nRxxyyzz(0.2585646551533899*pi,0.12219955882462041*pi,0.0*pi) q[8],q[9];\nu3(3.1957941496796276*pi,-0.4152357975594446*pi,1.8270705684537403*pi) q[0];\nu3(3.4600237875411364*pi,-0.19527610604275325*pi,2.1698201436831166*pi) q[1];\nu3(3.293427831386473*pi,0.0829859322057993*pi,4.337811338863822*pi) q[2];\nu3(3.447514533355894*pi,2.7270203712419625*pi,1.2084206625269664*pi) q[3];\nu3(3.507952308068764*pi,2.8099512203886254*pi,2.1735786385258673*pi) q[4];\nu3(3.525246904211907*pi,1.3799830561461714*pi,1.4535184648817732*pi) q[5];\nu3(3.649929700072981*pi,0.8616823288921878*pi,4.185820646650705*pi) q[6];\nu3(3.5230851702565786*pi,-0.3543029566828899*pi,2.183614310750426*pi) q[7];\nu3(3.6886023394878134*pi,3.3754638007206967*pi,2.4329568576850993*pi) q[8];\nu3(3.4435547221361347*pi,2.6386117523979413*pi,1.675238172170118*pi) q[9];\nu3(3.4230432267241944*pi,-0.3866439052455556*pi,1.3890247721588977*pi) q[10];\nu3(3.680700164168819*pi,3.1365291991387125*pi,1.450945938953361*pi) q[11];\nu3(3.710194604064748*pi,0.11373911574137752*pi,2.0718038820406237*pi) q[13];\nu3(3.877718680832599*pi,2.8721761753133896*pi,0.8182999362476568*pi) q[14];\nu3(3.4306267551078946*pi,0.20174989254238418*pi,2.40531055482026*pi) q[15];\nu3(3.2189956257480286*pi,0.8813427408898873*pi,1.6359912164693537*pi) q[16];\nRxxyyzz(0.4336031386359511*pi,0.21886504687830577*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.422800597694571*pi,0.1927143165352272*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.3767493737317933*pi,0.21290609567396232*pi,0.16030417548532946*pi) q[2],q[10];\nRxxyyzz(0.3996972722672901*pi,0.20525466710466667*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.4267568323963298*pi,0.07444247089620137*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.43915711402254953*pi,0.2979837414205653*pi,3.8411223633472193*pi) q[14],q[9];\nRxxyyzz(0.3692412422520799*pi,0.2050466287859929*pi,0.0*pi) q[15],q[11];\nu3(3.467015096894742*pi,2.5982540528987768*pi,1.2768065864135016*pi) q[0];\nu3(3.7882467896602154*pi,0.7083611956714577*pi,2.278831478756623*pi) q[1];\nu3(3.5071133245283597*pi,1.2667681688940897*pi,4.462342843082963*pi) q[2];\nu3(3.6349748209759114*pi,3.456662465632463*pi,0.5615876879744297*pi) q[3];\nu3(3.19926296466357*pi,3.4528924978756583*pi,4.44074925907546*pi) q[4];\nu3(3.3877304288134376*pi,2.1008813523607213*pi,1.50087289997184*pi) q[5];\nu3(3.810330090862504*pi,3.407024666210294*pi,2.0087182887937525*pi) q[6];\nu3(3.846220098732499*pi,0.6889608477579179*pi,2.0356156713740594*pi) q[9];\nu3(3.283616829459632*pi,-0.1279038652082214*pi,3.958630457956713*pi) q[10];\nu3(3.450193630747438*pi,0.905050561609829*pi,1.6363487298738364*pi) q[11];\nu3(3.2708215160332514*pi,2.4251925808037007*pi,2.100176303949776*pi) q[12];\nu3(3.4013284819946863*pi,3.127057185017331*pi,1.3923792370806587*pi) q[14];\nu3(3.913963683332325*pi,1.3093773613295334*pi,1.3634476985429476*pi) q[15];\nu3(3.5858127177548567*pi,3.3226056076179917*pi,0.8384316092041305*pi) q[16];\nRxxyyzz(0.4238676095526266*pi,0.35325227903229206*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.4711612613552011*pi,0.06491230614371446*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.31968578017665017*pi,0.26090163324345284*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.36162343325963997*pi,0.33890704059302845*pi,3.90666053493935*pi) q[4],q[13];\nRxxyyzz(0.31490255238641096*pi,0.16083600051087688*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.43297835245139993*pi,0.30134529883892336*pi,3.951677119187881*pi) q[7],q[12];\nu3(3.3380521975476163*pi,-0.002188841373772732*pi,1.8385779771905906*pi) q[0];\nu3(3.4118490296148614*pi,0.42425402173322724*pi,1.5680618982311598*pi) q[2];\nu3(3.871460531059125*pi,2.0812218423153643*pi,0.9917957022860002*pi) q[3];\nu3(3.4288559531424974*pi,2.581819772359599*pi,2.362093636422915*pi) q[4];\nu3(3.2077196154952103*pi,-0.1551503563354517*pi,0.9911626249182295*pi) q[5];\nu3(3.6738623356219775*pi,-0.17495019421024816*pi,1.8725595694640096*pi) q[7];\nu3(3.4423508849309874*pi,2.8430722671420643*pi,1.6795926782152875*pi) q[8];\nu3(3.2711987686392257*pi,3.3975477381731034*pi,3.8495565948606094*pi) q[9];\nu3(3.1988348518592193*pi,-0.15923352424825826*pi,1.0974038056109618*pi) q[12];\nu3(3.482104894990183*pi,0.4217174886813503*pi,2.3546546525213836*pi) q[13];\nu3(3.4202911925251844*pi,0.3573251558932937*pi,1.7335659910908574*pi) q[14];\nu3(3.1869773185135766*pi,3.4719125052373636*pi,1.2646293314326533*pi) q[16];\nRxxyyzz(0.3624916736426399*pi,0.2168984674510076*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.39145449961062007*pi,0.32317975022622525*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.2474871307190607*pi,0.23079979401539696*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3827768276594501*pi,0.08683566334492243*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.34734049890426977*pi,0.21351051622247574*pi,3.86144859740533*pi) q[7],q[10];\nRxxyyzz(0.3748378917832903*pi,0.234394456651571*pi,0.0*pi) q[15],q[9];\nRxxyyzz(0.43252429362745337*pi,0.13039041122523276*pi,0.0*pi) q[12],q[13];\nu3(3.816315779660266*pi,2.9923889687758933*pi,0.5845268341758336*pi) q[0];\nu3(3.2166401479084383*pi,1.631433695345068*pi,1.4108501672123475*pi) q[2];\nu3(3.4320673990680515*pi,-0.19985257746765028*pi,0.7598667697618964*pi) q[3];\nu3(3.6387812059016453*pi,3.0360463806579556*pi,0.5613281779908521*pi) q[4];\nu3(3.2268545758471605*pi,2.645116123824528*pi,1.1823047675638612*pi) q[5];\nu3(3.7313520275339336*pi,0.14975948058125088*pi,0.9354904199773794*pi) q[6];\nu3(3.045893544127224*pi,-0.1385466687691319*pi,3.783869207230663*pi) q[7];\nu3(3.8393806837019357*pi,3.468733889954369*pi,2.1617771350606443*pi) q[8];\nu3(3.9183253267700353*pi,-0.3988651720105147*pi,2.4698341769029617*pi) q[9];\nu3(3.576543275693272*pi,3.4181220852308276*pi,2.096284123974147*pi) q[10];\nu3(3.8777162390792483*pi,0.27697566228798753*pi,4.454189851064104*pi) q[11];\nu3(3.6140668469178534*pi,3.3979117122104285*pi,4.320963169357*pi) q[12];\nu3(3.367088831309683*pi,-0.23491597293094124*pi,0.891047278353529*pi) q[13];\nu3(3.459131748559902*pi,-0.15024652709809316*pi,4.187731741745571*pi) q[15];\nRxxyyzz(0.43179462975142013*pi,0.2871579819499753*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.42621297728592994*pi,0.30048137924751206*pi,3.89672156953467*pi) q[12],q[1];\nRxxyyzz(0.42335777792335916*pi,0.26257911292604785*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.40646710972347044*pi,0.3510710951243896*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.4423440758503404*pi,0.3300365398099281*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.45633485263076956*pi,0.37496628107918595*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.3692544138856001*pi,0.16692739429037798*pi,3.9081675344261306*pi) q[13],q[15];\nu3(3.6768349691640725*pi,2.616594427825195*pi,1.1856268517652901*pi) q[0];\nu3(3.6680602056100984*pi,-0.32590540488713743*pi,1.5725576139600148*pi) q[1];\nu3(3.3740204769840494*pi,2.571834394658138*pi,1.0882514905574463*pi) q[3];\nu3(3.3737615988035*pi,3.4533659649436244*pi,4.374367792127353*pi) q[4];\nu3(3.6308944378426156*pi,3.3189896538685693*pi,0.7298950465615501*pi) q[5];\nu3(3.2274252955287706*pi,0.43430627169522673*pi,0.5347840665090873*pi) q[7];\nu3(3.4849956597815877*pi,2.4134238351801836*pi,0.9697337894520038*pi) q[8];\nu3(3.3813066833307377*pi,2.6451026910749977*pi,0.6448071106625077*pi) q[9];\nu3(3.5279220213811358*pi,0.4082573255476134*pi,2.205323646566359*pi) q[11];\nu3(3.455793176764894*pi,0.7249913476418786*pi,1.6557586981101915*pi) q[12];\nu3(3.8747197728820586*pi,2.3118028484698416*pi,0.6246082184558546*pi) q[13];\nu3(3.6842734984395937*pi,0.17772133582853866*pi,3.267294571256669*pi) q[14];\nu3(3.710352356160813*pi,3.159297522670567*pi,1.0076257276180622*pi) q[15];\nu3(3.4444524405938863*pi,-0.18768948724826506*pi,1.6586690771859958*pi) q[16];\nmeasure q[8] -> c[8];\nRxxyyzz(0.45909049254492973*pi,0.18339074731153648*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4102145508890098*pi,0.1450202215186771*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.45569047330607915*pi,0.3555549890473703*pi,3.90843279742545*pi) q[3],q[2];\nRxxyyzz(0.2586733873359801*pi,0.09817507605062803*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4120017488341699*pi,0.14489923579687236*pi,0.07739780683380565*pi) q[13],q[5];\nRxxyyzz(0.32979520489653946*pi,0.12148157678688265*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.462199971658551*pi,0.26453181444468266*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.3087927843423998*pi,0.2871989271350852*pi,0.05327165800299971*pi) q[14],q[15];\nu3(3.5791994084132273*pi,0.19303605278034475*pi,1.800530079889957*pi) q[0];\nu3(3.357074460545749*pi,3.0327031645395492*pi,2.2702066111349444*pi) q[1];\nu3(3.793681198765104*pi,0.10821304729924108*pi,1.7074555618411607*pi) q[2];\nu3(3.431991557018621*pi,2.3353883754377716*pi,0.997741285133861*pi) q[3];\nu3(0.8654423161934713*pi,0.11009909849551702*pi,0.6396287591330446*pi) q[4];\nu3(3.189103738315003*pi,2.437313429599884*pi,0.5094369132912414*pi) q[5];\nu3(3.6787751181209987*pi,3.4761870943579307*pi,0.581701436473109*pi) q[6];\nu3(0.611216141423326*pi,-0.12328276326505316*pi,1.42358468150669*pi) q[7];\nu3(3.067088815081404*pi,2.501486218159742*pi,0.7184097297260036*pi) q[9];\nu3(1.4013727759902392*pi,0.1111514589948791*pi,1.1088003903442627*pi) q[10];\nu3(3.238673274354177*pi,0.5044506642095912*pi,1.0902835964431392*pi) q[11];\nu3(1.9300543885068926*pi,2.840392476233864*pi,1.6997548225766659*pi) q[12];\nu3(3.759758416844475*pi,-0.29033698944367287*pi,1.6103484806614832*pi) q[13];\nu3(1.7020011239415398*pi,0.3561708050200302*pi,0.8935889593846258*pi) q[14];\nu3(2.297044572082869*pi,0.21403364710047035*pi,4.02769421756088*pi) q[15];\nu3(3.285541252655401*pi,0.5850767146748477*pi,4.1714008252220625*pi) q[16];\nmeasure q[14] -> c[0];\nmeasure q[12] -> c[1];\nmeasure q[3] -> c[2];\nmeasure q[2] -> c[3];\nmeasure q[10] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[15] -> c[7];\nmeasure q[9] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[5] -> c[11];\nmeasure q[7] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[16] -> c[14];\nmeasure q[4] -> c[15];\nmeasure q[11] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.4060424946004284*pi,3.249185840203459*pi,0.8997960182605107*pi) q[0];\nu3(3.8141561188518787*pi,2.7035527607264216*pi,0.5840200079432551*pi) q[1];\nu3(3.5012732510285116*pi,0.653179663230812*pi,0.868326145823199*pi) q[2];\nu3(3.3507324805608043*pi,2.863590567022535*pi,1.140574124911117*pi) q[3];\nu3(3.3853070126711895*pi,2.3304421604842793*pi,0.6047170888450976*pi) q[4];\nu3(3.430192677042525*pi,-0.3802217201214032*pi,1.2914640542046427*pi) q[5];\nu3(3.4080330473817666*pi,2.3609714042325898*pi,3.867849524229343*pi) q[6];\nu3(3.4631706380999736*pi,0.1027092080244536*pi,0.8432652785306067*pi) q[7];\nu3(3.7656339468071294*pi,0.18462035398172316*pi,3.750468250736331*pi) q[8];\nu3(3.645286806799542*pi,3.191809058222203*pi,0.9387461334238203*pi) q[9];\nu3(3.3329978531959386*pi,3.4106589182763885*pi,1.4945607067271545*pi) q[10];\nu3(3.6154845931274524*pi,3.4671790818002863*pi,2.3277137126403455*pi) q[11];\nu3(3.161920226251734*pi,2.8896597734926117*pi,3.2880440973834424*pi) q[12];\nu3(3.7885113376655903*pi,-0.21201391266483383*pi,2.9245144662750673*pi) q[13];\nu3(3.620625777582561*pi,-0.3685880811851947*pi,3.231593326616972*pi) q[14];\nu3(3.9414344311339944*pi,2.935525831273889*pi,1.588011450544915*pi) q[15];\nu3(3.5287098671082817*pi,3.1095160332576204*pi,0.5597647842525997*pi) q[16];\nRxxyyzz(0.3453145872321999*pi,0.1650979726284626*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.45228931002700995*pi,0.2808075587157402*pi,0.05289201738725408*pi) q[2],q[9];\nRxxyyzz(0.45084942405306977*pi,0.18548420387186831*pi,0.05905787587211903*pi) q[3],q[10];\nRxxyyzz(0.4217236085737999*pi,0.30876601725566044*pi,0.0865184690693738*pi) q[4],q[7];\nRxxyyzz(0.48253420868497*pi,0.3891309477450656*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.40472185994124976*pi,0.28923074830914836*pi,0.060669886620750665*pi) q[6],q[8];\nRxxyyzz(0.39681029712783955*pi,0.3840854260333981*pi,3.9239684912194606*pi) q[11],q[15];\nRxxyyzz(0.3880997260486908*pi,0.22261694302044366*pi,0.0*pi) q[12],q[14];\nu3(3.341992516018791*pi,-0.11745707996739424*pi,1.0470516445972555*pi) q[0];\nu3(3.4687507892913363*pi,0.0821214351680225*pi,0.5988858888491706*pi) q[2];\nu3(3.370546878986836*pi,-0.3976744856368001*pi,3.5896582184565164*pi) q[3];\nu3(3.3674361593425672*pi,3.3128049977129876*pi,2.2272010567942093*pi) q[4];\nu3(3.3881718387861257*pi,2.315117309578945*pi,2.9366941166991545*pi) q[5];\nu3(3.3445794297220246*pi,-0.3162899614892827*pi,3.849087278029745*pi) q[6];\nu3(3.4032004752759977*pi,2.7034466126482974*pi,4.491567027482137*pi) q[7];\nu3(3.5220904916236195*pi,2.8958834265111304*pi,3.2205120418877957*pi) q[8];\nu3(3.5501443918825286*pi,3.479470117287292*pi,2.1787953719454602*pi) q[9];\nu3(3.662756140655014*pi,0.27307224619432047*pi,3.3672784605244708*pi) q[10];\nu3(3.493606386137508*pi,3.3653139482568717*pi,1.8105582829350648*pi) q[11];\nu3(3.195308318258329*pi,2.771745683613771*pi,0.6452221235016964*pi) q[12];\nu3(3.495304232349862*pi,-0.16275216278784738*pi,1.8122172817937576*pi) q[13];\nu3(3.3075187488022713*pi,3.2167279607483987*pi,4.468598128274294*pi) q[14];\nu3(3.1317645671284446*pi,2.8972939644058657*pi,0.7056907697246386*pi) q[15];\nu3(3.4741624350055664*pi,2.382410415832179*pi,2.13668790434812*pi) q[16];\nRxxyyzz(0.40672995795312983*pi,0.14960050340269682*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4469019023726397*pi,0.41334018947299*pi,0.2336193008283971*pi) q[1],q[7];\nRxxyyzz(0.44760949421987706*pi,0.2729083291813943*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4234660399997504*pi,0.1672859595205286*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.35779068747757015*pi,0.09382768837029531*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.35406072706318015*pi,0.2939386891015534*pi,3.8353892824799694*pi) q[6],q[16];\nRxxyyzz(0.3747450346273799*pi,0.16158253509065415*pi,0.0665692450849936*pi) q[8],q[15];\nRxxyyzz(0.40054395434468004*pi,0.36622767690121805*pi,0.0*pi) q[10],q[14];\nu3(3.64113241342269*pi,-0.40509899667233806*pi,1.8329883345761802*pi) q[0];\nu3(3.9481862072050307*pi,2.448997192604958*pi,3.6596898063046903*pi) q[1];\nu3(3.909542845578002*pi,-0.3037507503858285*pi,0.6796796639063638*pi) q[2];\nu3(3.584974535250658*pi,3.20152307969781*pi,1.9956698478753419*pi) q[3];\nu3(3.4478453591917018*pi,-0.4306496448857271*pi,3.3125540234848208*pi) q[4];\nu3(3.6385478315421884*pi,0.16232474000470742*pi,0.9557015861761937*pi) q[5];\nu3(3.4202911338643704*pi,-0.26858006799304324*pi,1.612767991990732*pi) q[6];\nu3(3.3376917002476936*pi,0.13903637635797683*pi,3.230212265181697*pi) q[7];\nu3(3.2460407620604412*pi,0.9217884679342645*pi,4.183765656259163*pi) q[8];\nu3(3.353570779144762*pi,3.3602400318549366*pi,2.3976091889064772*pi) q[9];\nu3(3.567403676465754*pi,0.941110585427769*pi,1.4223743855826212*pi) q[10];\nu3(3.4793749528971842*pi,0.9632316139834365*pi,1.0595991416545498*pi) q[11];\nu3(3.603553017508151*pi,2.560456744815382*pi,2.2611138666119306*pi) q[12];\nu3(3.5885508518996945*pi,0.3018193323234334*pi,0.889293154463311*pi) q[14];\nu3(3.802370437456696*pi,0.8948324444406501*pi,0.8043622074211773*pi) q[15];\nu3(3.496346646727668*pi,2.0510099425374753*pi,0.9797228557978268*pi) q[16];\nRxxyyzz(0.3797275963939599*pi,0.26358888843547934*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.43690483758898013*pi,0.3823725232988924*pi,0.10671393271182694*pi) q[1],q[16];\nRxxyyzz(0.4722083115250799*pi,0.2069498937624774*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.2917644220187793*pi,0.1363445292562826*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4045090211220208*pi,0.20861847088561547*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.3674012896813594*pi,0.31472920687746403*pi,3.95485651308605*pi) q[6],q[7];\nRxxyyzz(0.40693144930499997*pi,0.2821248514607042*pi,0.11014200496037582*pi) q[8],q[13];\nRxxyyzz(0.4282354502922795*pi,0.12735857758045555*pi,0.0*pi) q[12],q[11];\nu3(3.7394876135466175*pi,-0.42728586929203455*pi,2.279683326358559*pi) q[0];\nu3(3.431357955797835*pi,-0.07542919332881459*pi,1.0294415253396916*pi) q[1];\nu3(3.8516500199403816*pi,2.956624714866331*pi,0.9473858709013687*pi) q[2];\nu3(3.7779950790396315*pi,-0.11050852929547195*pi,4.369383727809093*pi) q[3];\nu3(3.291962388359354*pi,0.030969588507924195*pi,0.8545229665012724*pi) q[4];\nu3(3.2755521834183123*pi,-0.4674049139858868*pi,3.9491128450830724*pi) q[5];\nu3(3.121339676939146*pi,3.017349972492784*pi,0.5980474274362528*pi) q[6];\nu3(3.3555897804084123*pi,2.6998546531482575*pi,0.7977421836296497*pi) q[7];\nu3(3.6282142093823424*pi,2.001468599607546*pi,0.8861096401822176*pi) q[8];\nu3(3.583270186665459*pi,0.7613235394606745*pi,0.8752642220419662*pi) q[10];\nu3(3.5388872018012636*pi,-0.4355976211586101*pi,1.3072025217870893*pi) q[11];\nu3(3.9139856017664525*pi,3.22865182794426*pi,2.198079511715801*pi) q[12];\nu3(3.605624518825085*pi,2.073197986808313*pi,4.240316570265906*pi) q[13];\nu3(3.748240205357901*pi,2.8533651909057114*pi,0.9854803684632695*pi) q[14];\nu3(3.703818016962356*pi,2.289802887970361*pi,2.2518385053445344*pi) q[15];\nu3(3.1919563453543054*pi,-0.4777076556610287*pi,2.310271729824266*pi) q[16];\nRxxyyzz(0.4140596317991898*pi,0.3764807151668722*pi,0.08440578952779099*pi) q[0],q[5];\nRxxyyzz(0.45705750372800974*pi,0.30840262100236826*pi,0.11918547057066649*pi) q[1],q[7];\nRxxyyzz(0.3580555619207909*pi,0.30049794617802494*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.44058148217474946*pi,0.25733098006314087*pi,0.12167619782558244*pi) q[3],q[11];\nRxxyyzz(0.49691647937935*pi,0.3293384170447873*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.3859614849407898*pi,0.24963324172659315*pi,3.89198586084055*pi) q[15],q[6];\nRxxyyzz(0.2694426362575496*pi,0.16846834613364337*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.45075972274144993*pi,0.28921566566357093*pi,0.0*pi) q[9],q[13];\nu3(3.9053902599307637*pi,1.1411914831479129*pi,1.3167865022563112*pi) q[0];\nu3(3.5551910703401135*pi,3.198236696571639*pi,4.037289391302168*pi) q[1];\nu3(3.569027788963671*pi,-0.3951906587863918*pi,2.334887672468146*pi) q[2];\nu3(3.4612874444776134*pi,3.003639765095345*pi,3.071539509902115*pi) q[3];\nu3(3.8138112853361523*pi,1.2605644783288532*pi,1.685430202478708*pi) q[4];\nu3(3.223880898838661*pi,1.1878769892120196*pi,0.5533595777220993*pi) q[5];\nu3(3.6371150029910435*pi,0.03818428549302577*pi,1.408031788655348*pi) q[6];\nu3(3.550277521831842*pi,3.2956562851354354*pi,2.8731501052122863*pi) q[7];\nu3(3.3357549501274026*pi,2.757543296904911*pi,1.81749456792148*pi) q[8];\nu3(3.6438358029794053*pi,2.491635551085005*pi,2.201076391009019*pi) q[9];\nu3(3.963347435971613*pi,2.1116802949967273*pi,4.043413561767119*pi) q[11];\nu3(3.556499825799433*pi,3.012437032394182*pi,1.8394834460967369*pi) q[12];\nu3(3.1962923025939185*pi,3.2618366064033015*pi,0.7865045292029231*pi) q[13];\nu3(3.7552865061564082*pi,0.08989406004512268*pi,0.8823262599118898*pi) q[14];\nu3(3.334384602266037*pi,0.17216667018662202*pi,2.3732536461258946*pi) q[15];\nu3(3.3875380722190567*pi,3.2307371221962056*pi,4.228478895328828*pi) q[16];\nRxxyyzz(0.408113211009249*pi,0.314012935028571*pi,3.864119885685961*pi) q[0],q[3];\nRxxyyzz(0.43206213770911983*pi,0.28534362687036907*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3484093901442799*pi,0.2952393990385662*pi,3.8979534260046798*pi) q[2],q[11];\nRxxyyzz(0.4255275726299197*pi,0.10070016022877326*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4234497816235802*pi,0.2718760600122732*pi,3.7890241831481895*pi) q[14],q[5];\nRxxyyzz(0.42728292295808956*pi,0.17704952958502196*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.4418052308343698*pi,0.24429794481813266*pi,0.22795646288672786*pi) q[10],q[8];\nRxxyyzz(0.45132037828879*pi,0.3621624991812009*pi,0.1873072623584039*pi) q[9],q[16];\nu3(3.2283311790093534*pi,0.8850491256624398*pi,1.9937080920485857*pi) q[0];\nu3(3.65271018071253*pi,-0.04027667670777585*pi,1.8700879831198765*pi) q[1];\nu3(3.4438150286225215*pi,3.29753038049026*pi,2.021770176380494*pi) q[2];\nu3(3.5322024096929088*pi,2.9310142783196214*pi,1.2012138650839255*pi) q[3];\nu3(3.327055807776815*pi,-0.35660767427325524*pi,1.3548066206480205*pi) q[4];\nu3(3.4929634020165024*pi,0.16319562704355506*pi,1.4229302066589773*pi) q[5];\nu3(3.518119766442742*pi,-0.49554584236403965*pi,1.1834443088880597*pi) q[6];\nu3(3.6194452656314295*pi,0.11806463063137917*pi,2.419079964397694*pi) q[7];\nu3(3.4320731364652204*pi,3.160693361070615*pi,4.225150092076226*pi) q[8];\nu3(3.5219678271675274*pi,-0.07661737838959604*pi,3.8068665766427228*pi) q[9];\nu3(3.7272423855088435*pi,3.316808881516542*pi,2.215887539523931*pi) q[10];\nu3(3.4406175015795286*pi,2.525982868642464*pi,1.5173084148264637*pi) q[11];\nu3(3.44839437853481*pi,3.2661064592217555*pi,2.493013245625229*pi) q[13];\nu3(3.238729592224814*pi,3.3490585260698955*pi,0.6988444450021043*pi) q[14];\nu3(3.1777538155984635*pi,0.025723760491415892*pi,0.8050516064609332*pi) q[15];\nu3(3.1379515963865403*pi,0.3869776003041798*pi,0.5746582532302971*pi) q[16];\nRxxyyzz(0.44118632983718964*pi,0.25021067305913647*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.40550082384529795*pi,0.34765426064148475*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.39400885855587997*pi,0.24350955938236876*pi,3.850518329593451*pi) q[3],q[11];\nRxxyyzz(0.44026334327653016*pi,0.36594226298284394*pi,0.25632062757762675*pi) q[4],q[12];\nRxxyyzz(0.25972194135373006*pi,0.2158000913106204*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.37472351244970975*pi,0.232750834066826*pi,0.11022451036751027*pi) q[13],q[6];\nRxxyyzz(0.39827725494922045*pi,0.24790672596443378*pi,0.17423117652949238*pi) q[9],q[7];\nRxxyyzz(0.4234256884581297*pi,0.2710267875895802*pi,0.08926854434318436*pi) q[15],q[16];\nu3(3.5434431131977995*pi,-0.3964990988485402*pi,4.049099234249391*pi) q[0];\nu3(3.8112838777795006*pi,2.8723219443252175*pi,4.422238849709789*pi) q[1];\nu3(3.7935736154223925*pi,2.2650705153190844*pi,1.8157594681032179*pi) q[2];\nu3(3.5686697974806965*pi,0.108097921750272*pi,2.365551358835858*pi) q[3];\nu3(3.5817370751728648*pi,3.0985690885977264*pi,4.424999695745516*pi) q[4];\nu3(3.6113874324095496*pi,0.2579428697270112*pi,0.7121303597576807*pi) q[5];\nu3(3.3654450566408904*pi,1.09852579341876*pi,4.468960411711077*pi) q[6];\nu3(3.8218498459176726*pi,2.9921948677371866*pi,3.704795630947678*pi) q[7];\nu3(3.417860924991743*pi,-0.40271503584794033*pi,4.4186772504054765*pi) q[8];\nu3(3.5186114308080105*pi,-0.18186103912173746*pi,4.360976619037965*pi) q[9];\nu3(3.37962299695484*pi,0.8095056884586866*pi,2.3998649094788993*pi) q[11];\nu3(3.781504295034379*pi,3.4954656335510395*pi,4.154100383661035*pi) q[12];\nu3(3.2807668948871918*pi,2.9276098372294492*pi,0.7739988953474785*pi) q[13];\nu3(3.6550441564381555*pi,0.1986929015916028*pi,4.224781161516471*pi) q[14];\nu3(3.320486754223559*pi,2.2305126084786857*pi,1.1060887451109758*pi) q[15];\nu3(3.4495551679298115*pi,3.1229420910397936*pi,1.2016283753614556*pi) q[16];\nRxxyyzz(0.4068140452860002*pi,0.3379773489734878*pi,3.85264411217078*pi) q[0],q[6];\nRxxyyzz(0.4485827348057798*pi,0.19888674745595325*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.3587998507092799*pi,0.2495551437034509*pi,3.8889572485705095*pi) q[11],q[4];\nRxxyyzz(0.33664892660614953*pi,0.22579766600733686*pi,0.065369643921251*pi) q[13],q[5];\nRxxyyzz(0.3264916168182497*pi,0.24814552173250792*pi,3.90522334245959*pi) q[7],q[8];\nRxxyyzz(0.44798397554019914*pi,0.1802157195510622*pi,0.04333440873996739*pi) q[15],q[10];\nRxxyyzz(0.44941657045165007*pi,0.12764440262937213*pi,0.11837777836437618*pi) q[12],q[16];\nu3(3.4662295263750673*pi,0.1976140219086897*pi,2.0052337651475414*pi) q[0];\nu3(3.780511299482705*pi,3.0113054802219996*pi,1.5372439045836273*pi) q[3];\nu3(3.3956634790787*pi,2.31906058461432*pi,1.392767917798004*pi) q[4];\nu3(3.8378596423580635*pi,0.07216448614693627*pi,3.3760310001085334*pi) q[5];\nu3(3.9368947190822072*pi,2.336791119883145*pi,1.1187421235891293*pi) q[6];\nu3(3.607712453554325*pi,0.3652424241444371*pi,0.8290771519398475*pi) q[7];\nu3(3.3877775815093907*pi,3.019018822304316*pi,2.3491532861579696*pi) q[8];\nu3(3.4222550481618783*pi,-0.29283556065559097*pi,0.5043202624193426*pi) q[9];\nu3(3.3216347832907385*pi,0.4969207320503318*pi,4.133331764596543*pi) q[10];\nu3(3.700220910334888*pi,-0.09388013865190431*pi,3.868502234464549*pi) q[11];\nu3(3.677379186562954*pi,-0.23642845133600704*pi,4.090748206432689*pi) q[12];\nu3(3.3812285955567356*pi,3.1636745719916455*pi,2.2003929988369815*pi) q[13];\nu3(3.5058335415207775*pi,0.5874802470017413*pi,1.3945158959398198*pi) q[15];\nu3(3.4639090118625386*pi,2.850917256286092*pi,0.884440508265594*pi) q[16];\nRxxyyzz(0.3976677615647503*pi,0.2713036109722701*pi,0.12485409480093933*pi) q[0],q[16];\nRxxyyzz(0.3452851514185396*pi,0.2221147499780134*pi,3.9225267478625305*pi) q[1],q[8];\nRxxyyzz(0.44231763123050977*pi,0.28390825921052126*pi,0.1336077646031393*pi) q[2],q[4];\nRxxyyzz(0.4091068954231397*pi,0.08082266389345094*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.4354735629612495*pi,0.34734986596341433*pi,3.78388274268529*pi) q[14],q[5];\nRxxyyzz(0.41765014353019925*pi,0.20781591711235614*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4281550590091402*pi,0.1290554064192122*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.3704196195231302*pi,0.36407004408298693*pi,3.8752809177959797*pi) q[15],q[12];\nu3(3.2127203967277844*pi,3.2656956131764585*pi,2.9328859597028907*pi) q[0];\nu3(3.1359425155428227*pi,3.231920227316709*pi,3.3048710741860847*pi) q[1];\nu3(3.3008133530846275*pi,-0.17823766894747323*pi,3.9249101504748185*pi) q[2];\nu3(3.317642889364282*pi,-0.19258462800249*pi,1.4492552671110615*pi) q[3];\nu3(3.657523614534826*pi,-0.4108213160496298*pi,0.7425227774516572*pi) q[4];\nu3(3.1235712701346676*pi,2.8147623249490605*pi,0.5815705998309655*pi) q[5];\nu3(3.7046141612147516*pi,1.1076366729627338*pi,1.8209749012300696*pi) q[6];\nu3(3.5130869397166045*pi,0.07888315416889413*pi,4.372019483022803*pi) q[7];\nu3(3.3137603899929378*pi,-0.14859660606667946*pi,1.4304310565220388*pi) q[8];\nu3(3.592315026683056*pi,2.5918276975415564*pi,2.073238427948776*pi) q[9];\nu3(3.6402957360724892*pi,-0.3617262008661789*pi,1.809279302007959*pi) q[10];\nu3(3.4986819906898194*pi,2.8832439637053433*pi,0.8500561794368576*pi) q[12];\nu3(3.8546952482502808*pi,0.10796688416737987*pi,0.757831620966099*pi) q[13];\nu3(3.3538906293522173*pi,0.6122520834604213*pi,2.2000714999865676*pi) q[14];\nu3(3.5636439804108555*pi,-0.4140139434857497*pi,4.259834837988621*pi) q[15];\nu3(3.7758974468633277*pi,-0.13114693518825082*pi,3.1053570499861403*pi) q[16];\nRxxyyzz(0.44820617289676*pi,0.16527171074119393*pi,0.1226996774666107*pi) q[0],q[7];\nRxxyyzz(0.44901903128721*pi,0.3179368236781954*pi,3.863402773360841*pi) q[1],q[6];\nRxxyyzz(0.4862813625106184*pi,0.1655171593069431*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.39334978867735926*pi,0.24419925955757027*pi,3.90407005782171*pi) q[3],q[10];\nRxxyyzz(0.4734394453191202*pi,0.297194083342303*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.2970815584860532*pi,0.17994890521184748*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4455548604887747*pi,0.260385764562199*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4320138731760701*pi,0.2435296808571713*pi,0.0*pi) q[13],q[14];\nu3(3.55144903311141*pi,2.8709792504255818*pi,3.597046829309105*pi) q[0];\nu3(3.6218665605600298*pi,2.7992885621271926*pi,1.368138212623188*pi) q[1];\nu3(3.2682653292134143*pi,2.509537404566869*pi,1.7627250944486976*pi) q[2];\nu3(3.4891178069735482*pi,3.302113613440393*pi,1.5826012325408771*pi) q[3];\nu3(3.398934028991256*pi,2.264025980227325*pi,1.9671590229161313*pi) q[4];\nu3(3.441315441073291*pi,0.44249777888810127*pi,0.8137660395499724*pi) q[5];\nu3(3.4953283777689403*pi,0.2022238885073665*pi,1.5894008310949892*pi) q[6];\nu3(3.6935887601535864*pi,2.7621656769499188*pi,0.7899662336140073*pi) q[7];\nu3(3.630897216347796*pi,-0.029918585971175915*pi,1.0157566223146104*pi) q[8];\nu3(3.972640897478628*pi,-0.27336871748581615*pi,1.2245954008657778*pi) q[9];\nu3(3.2770634411819395*pi,0.7136813152430168*pi,0.7735864766033749*pi) q[10];\nu3(3.40909366805796*pi,1.1261653732223036*pi,1.8400548377262196*pi) q[11];\nu3(3.575887496702173*pi,1.4912940517331825*pi,0.997375392386856*pi) q[12];\nu3(3.3569303748146657*pi,2.1990318295537765*pi,1.6390589652959924*pi) q[13];\nu3(3.600958860440471*pi,-0.35149527107351997*pi,4.216034287340185*pi) q[14];\nu3(3.6487974839787043*pi,1.6157210847845143*pi,1.3872475127434134*pi) q[16];\nRxxyyzz(0.3536132249834695*pi,0.17619164814623423*pi,0.10936840467435882*pi) q[0],q[11];\nRxxyyzz(0.41156044326835967*pi,0.17930584567853008*pi,3.92573102031612*pi) q[1],q[10];\nRxxyyzz(0.3595838197720101*pi,0.19773556143727822*pi,3.957974061112121*pi) q[3],q[9];\nRxxyyzz(0.4808002624485802*pi,0.3145877540730915*pi,0.0*pi) q[16],q[4];\nRxxyyzz(0.3867616595782799*pi,0.2237229047578022*pi,3.9123897110913304*pi) q[14],q[5];\nRxxyyzz(0.39972160009501945*pi,0.3298562165239558*pi,3.69844283108159*pi) q[15],q[6];\nRxxyyzz(0.43592907035243*pi,0.31407686535052204*pi,0.0*pi) q[7],q[13];\nu3(3.875493017800502*pi,2.2981699030969294*pi,1.4586980872853288*pi) q[0];\nu3(3.4421386665023057*pi,-0.027336410591546845*pi,2.1929269655551393*pi) q[1];\nu3(3.8023463619849998*pi,3.3396487932639483*pi,3.739471527382382*pi) q[3];\nu3(3.650168234324212*pi,0.39294928788313255*pi,1.6772682172828035*pi) q[4];\nu3(3.4286206687579934*pi,3.489897485202273*pi,2.4230938641423165*pi) q[5];\nu3(3.626737346435492*pi,-0.1504315957187755*pi,0.9711884888175559*pi) q[6];\nu3(3.8299709263961694*pi,2.938309287248615*pi,2.1161447654349788*pi) q[7];\nu3(3.7054072848818604*pi,2.5913393244247374*pi,0.7692492566729864*pi) q[9];\nu3(3.4323915786236854*pi,2.106049213594464*pi,2.3983531142636205*pi) q[10];\nu3(3.4913973864162533*pi,0.04227166790912429*pi,0.9286564719635897*pi) q[11];\nu3(3.6657875903526698*pi,0.07006553679267447*pi,0.8955828677184453*pi) q[13];\nu3(3.263887930336873*pi,1.6405055083929678*pi,0.5839467583946636*pi) q[14];\nu3(3.219109528662131*pi,3.3133739180780974*pi,1.2256924130320774*pi) q[15];\nu3(3.801239522483847*pi,-0.10173435645272078*pi,1.0171992045877292*pi) q[16];\nRxxyyzz(0.2833141990909367*pi,0.19133404134142495*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.38878053083880026*pi,0.2897480195337322*pi,0.12155677248718706*pi) q[1],q[9];\nRxxyyzz(0.42696250594626994*pi,0.28224812146868594*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.42980001922228717*pi,0.19168335894147392*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.18276294026599973*pi,0.07249446787230873*pi,0.04695605088574206*pi) q[5],q[8];\nRxxyyzz(0.45973881925439963*pi,0.366170109996411*pi,0.2082486792576005*pi) q[6],q[7];\nRxxyyzz(0.41621723042390235*pi,0.21756389415407384*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.4329303899625673*pi,0.06153508483136971*pi,0.0*pi) q[16],q[13];\nu3(3.688812628057293*pi,-0.38456887829024283*pi,2.016822948976386*pi) q[0];\nu3(3.843494663519907*pi,3.368424100670154*pi,1.5990688419199253*pi) q[1];\nu3(3.3819361286654286*pi,2.0465494367476715*pi,1.7357728535519927*pi) q[3];\nu3(3.4609782422440234*pi,1.0500516318589226*pi,1.581585981195899*pi) q[4];\nu3(3.4644644491627297*pi,2.46006486181831*pi,2.4915556377146637*pi) q[5];\nu3(3.3025855587676487*pi,2.775283327455119*pi,3.5355915445710284*pi) q[6];\nu3(3.170737027961793*pi,-0.18630989883093563*pi,3.2053388541813903*pi) q[7];\nu3(3.496682968020744*pi,-0.10926358276962644*pi,3.683023278656643*pi) q[8];\nu3(3.37362111426052*pi,3.1981657812788766*pi,0.6007358600766056*pi) q[9];\nu3(3.568015735009835*pi,0.5975075717362359*pi,1.3082162974976934*pi) q[10];\nu3(3.4763678579019066*pi,1.0711451679300992*pi,1.6582344030894518*pi) q[11];\nu3(3.626932723022217*pi,0.040771293397341646*pi,1.6631213162947645*pi) q[12];\nu3(3.5557767585325366*pi,2.251918089366328*pi,2.2487014756316066*pi) q[13];\nu3(3.6376834115539083*pi,-0.09757952548165383*pi,3.9572093277790037*pi) q[14];\nu3(3.098900621190834*pi,0.2961342883138054*pi,0.6462667495995706*pi) q[15];\nu3(3.5306257965399857*pi,2.416695322885916*pi,0.7785484358848627*pi) q[16];\nRxxyyzz(0.41953364357340034*pi,0.06944325180691276*pi,3.9393567839028982*pi) q[6],q[0];\nRxxyyzz(0.4356971707306493*pi,0.3394310892710023*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.4590360619398596*pi,0.18444604158550337*pi,0.12510736085361504*pi) q[10],q[2];\nRxxyyzz(0.44791486100555966*pi,0.29138053205578496*pi,3.84900190000062*pi) q[3],q[8];\nRxxyyzz(0.33596702191951966*pi,0.21995182011996306*pi,0.14645591058869556*pi) q[14],q[5];\nRxxyyzz(0.2613379079806295*pi,0.1451086810878759*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.4239213113200705*pi,0.22641217339461805*pi,0.0*pi) q[12],q[15];\nu3(3.6855059329795443*pi,1.8930641035370561*pi,2.33669930682298*pi) q[0];\nu3(3.755457283664357*pi,-0.4518609762677403*pi,1.696363362165862*pi) q[1];\nu3(3.1037914192123424*pi,2.434650691243652*pi,0.8345602723727725*pi) q[2];\nu3(3.5368792509932705*pi,3.3159093634721666*pi,1.4196073461444403*pi) q[3];\nu3(3.299775242509596*pi,2.6250509973276106*pi,1.1423875839384454*pi) q[5];\nu3(3.4763822086898704*pi,0.13382899586427577*pi,1.7376321757602546*pi) q[6];\nu3(3.1758492641444676*pi,0.059692145793742046*pi,1.4602092679642427*pi) q[7];\nu3(3.7838208317780175*pi,-0.45392025517797585*pi,1.4898180528482206*pi) q[8];\nu3(3.336089186099224*pi,-0.16125349483065765*pi,1.3129522108052543*pi) q[9];\nu3(3.289805055458627*pi,-0.045756949073118*pi,1.8695822675057951*pi) q[10];\nu3(3.437400745908495*pi,2.9816728812535933*pi,4.407957925807095*pi) q[12];\nu3(3.808980961326162*pi,3.2162685271700027*pi,4.239130489628261*pi) q[14];\nu3(3.13106125234325*pi,2.0877954778289176*pi,1.2859768111065004*pi) q[15];\nu3(3.1675365921823078*pi,2.9030123124997793*pi,1.4896462397204813*pi) q[16];\nRxxyyzz(0.28110438868760934*pi,0.21292243916544917*pi,0.11768478100316626*pi) q[1],q[9];\nRxxyyzz(0.4364840149661199*pi,0.3586929538080294*pi,3.8510499904565894*pi) q[3],q[2];\nRxxyyzz(0.4539614347708598*pi,0.26375363600165724*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.31578529357081486*pi,0.19243983268741005*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.2940243579032199*pi,0.13351016997598697*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4188387623131496*pi,0.17841432317399883*pi,3.9221716744241*pi) q[13],q[10];\nRxxyyzz(0.43048909625973947*pi,0.30224303364749694*pi,0.12911738849101445*pi) q[15],q[16];\nu3(3.670280587407364*pi,1.2521966656788264*pi,0.7687563195221289*pi) q[1];\nu3(3.4611723609754144*pi,1.7989127632686093*pi,0.5207480428654367*pi) q[2];\nu3(3.4491245699242574*pi,0.41996734971650707*pi,2.3360880665863926*pi) q[3];\nu3(3.833673434185674*pi,1.6637122668914168*pi,2.251194973635478*pi) q[4];\nu3(3.5246940283411603*pi,0.7355742542973811*pi,1.3529669939774465*pi) q[5];\nu3(3.2868241437842536*pi,3.4461238038768824*pi,2.186182774544972*pi) q[7];\nu3(3.4968964095524173*pi,0.7829797704223855*pi,2.211186885445029*pi) q[8];\nu3(3.2163612511528035*pi,3.2285235302442343*pi,3.882563942726502*pi) q[9];\nu3(3.760406607196868*pi,2.210959669809394*pi,0.976555537528577*pi) q[10];\nu3(3.4215457400947056*pi,0.335337271482396*pi,0.8684063616329598*pi) q[11];\nu3(3.447399623437041*pi,2.837903023947906*pi,1.6484319738547577*pi) q[12];\nu3(3.1833756420023596*pi,0.7541538965257959*pi,2.38222428455986*pi) q[13];\nu3(3.4305636138309845*pi,-0.199770314977761*pi,3.8026709862487063*pi) q[15];\nu3(3.7113961142338883*pi,3.4665651360606264*pi,1.923633663554638*pi) q[16];\nRxxyyzz(0.3636382296752139*pi,0.19859744495753048*pi,3.948670707967773*pi) q[1],q[0];\nRxxyyzz(0.4392704903211302*pi,0.28438665439624544*pi,0.14037666566948878*pi) q[11],q[2];\nRxxyyzz(0.38011092643905753*pi,0.2997094408083214*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.2637479656837698*pi,0.12884254788063*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.4476777571342865*pi,0.1347328208478089*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.3868381872389901*pi,0.1479995537721921*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4532731768887901*pi,0.3300739618900525*pi,3.8862965728822694*pi) q[12],q[7];\nRxxyyzz(0.42488773483753*pi,0.2873877854112373*pi,0.05583583912192539*pi) q[14],q[9];\nu3(3.847796767693947*pi,1.1285587875208503*pi,0.939047902439814*pi) q[0];\nu3(3.6592724085600876*pi,2.2585554377884436*pi,1.7899144130484572*pi) q[1];\nu3(3.6611415752536143*pi,3.194553245753798*pi,4.367290106686832*pi) q[2];\nu3(3.780715675659958*pi,3.211307127595516*pi,4.441542542049208*pi) q[3];\nu3(3.805485753053087*pi,0.7677764040680248*pi,1.4567231378617191*pi) q[4];\nu3(3.638069131960476*pi,0.16525699828445228*pi,1.8044943573603593*pi) q[5];\nu3(3.9009086894784875*pi,3.169642016342006*pi,1.1388473365952385*pi) q[6];\nu3(3.3566897565717255*pi,-0.0488325896540317*pi,1.086845928223664*pi) q[7];\nu3(3.470336649979945*pi,3.3639348177185004*pi,2.1618280008757527*pi) q[8];\nu3(3.3659887165840408*pi,0.7272473968950548*pi,4.1424993741583895*pi) q[9];\nu3(3.5175662063039512*pi,3.4809529520098876*pi,1.1988437030505312*pi) q[11];\nu3(3.597257606453947*pi,0.08915550765448088*pi,1.253229851825131*pi) q[12];\nu3(3.6540039490854332*pi,-0.12431408953344553*pi,4.4620436248033695*pi) q[13];\nu3(3.3359806041885*pi,2.787501048613146*pi,4.014131579381313*pi) q[14];\nu3(3.328128900314023*pi,3.3766402581611974*pi,2.349401748547244*pi) q[15];\nu3(3.2373979074209718*pi,-0.3543909907714085*pi,1.7712822528560712*pi) q[16];\nRxxyyzz(0.44170046464676327*pi,0.322511059057462*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.47230402789537806*pi,0.15303121247242224*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.43853032441090967*pi,0.14914169937205524*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.3605474473258682*pi,0.1987191504493403*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.4005749326413396*pi,0.28493811444969697*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.4545274173517796*pi,0.30993921374065714*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.4312350069628704*pi,0.261191704986667*pi,0.0*pi) q[16],q[15];\nu3(3.492179326508068*pi,-0.44056742640501967*pi,3.6421324360790477*pi) q[2];\nu3(3.170406738129846*pi,2.878119873105285*pi,0.7258734047454842*pi) q[3];\nu3(3.7156683852866315*pi,1.7327028434412766*pi,1.7242782859410406*pi) q[4];\nu3(3.7907705093842887*pi,0.2782918731011944*pi,0.8528824901329611*pi) q[5];\nu3(3.5976343806245996*pi,3.360350105113314*pi,0.6371916731402971*pi) q[6];\nu3(3.6986399705640935*pi,-0.22434903607605772*pi,1.388129864820409*pi) q[7];\nu3(3.490801434417794*pi,3.2885032585615472*pi,2.137209189259152*pi) q[8];\nu3(3.9782314949031115*pi,2.525530450613241*pi,2.427294188635948*pi) q[10];\nu3(3.488439769087437*pi,0.8390424613926337*pi,1.1045536619639456*pi) q[11];\nu3(3.962334355032227*pi,2.835271692900154*pi,0.7904662153358618*pi) q[12];\nu3(3.7800677179999185*pi,2.888651697599769*pi,2.410657202968429*pi) q[13];\nu3(3.585729268181027*pi,1.1488777703220836*pi,1.5948243421721804*pi) q[14];\nu3(3.2192076868016395*pi,1.7058945114309294*pi,1.6453158148885283*pi) q[15];\nu3(3.5155236642530547*pi,3.4312975112604986*pi,4.043230961699914*pi) q[16];\nRxxyyzz(0.3473364732175692*pi,0.2971061455588724*pi,0.07158700242300586*pi) q[6],q[0];\nRxxyyzz(0.43548266831867977*pi,0.19996254871934296*pi,0.11723179903452907*pi) q[7],q[2];\nRxxyyzz(0.45315131867552966*pi,0.2662306702823499*pi,3.9245103590394397*pi) q[16],q[4];\nRxxyyzz(0.4114848676434201*pi,0.27285204245547895*pi,3.9297163449673005*pi) q[13],q[5];\nRxxyyzz(0.4205649495050402*pi,0.2296054236059748*pi,0.0*pi) q[14],q[8];\nRxxyyzz(0.47904870759566986*pi,0.21531626085549505*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.42615489998624945*pi,0.3492113572369009*pi,0.0*pi) q[15],q[10];\nu3(2.5686985583324127*pi,3.189487314205331*pi,3.571324861811364*pi) q[0];\nu3(3.5907956225647606*pi,-0.32152243346135667*pi,3.3221251546140276*pi) q[2];\nu3(3.6932890634971773*pi,0.06336857258559436*pi,1.5333976296294534*pi) q[4];\nu3(3.4456831062492657*pi,2.0905217649830847*pi,0.7567974544425913*pi) q[5];\nu3(3.80357021268258*pi,-0.3891337748136923*pi,1.7259879238301745*pi) q[6];\nu3(3.6621581440314173*pi,0.917280740766172*pi,0.7668028106987193*pi) q[7];\nu3(3.224682021300729*pi,2.2547347148147057*pi,1.983150124323957*pi) q[8];\nu3(3.6841490327449233*pi,0.7515978939417791*pi,1.0614773543372813*pi) q[9];\nu3(3.2329653059909806*pi,-0.4758576126738699*pi,1.7748105212978844*pi) q[10];\nu3(3.8228153853910967*pi,3.302134231672797*pi,0.6974428639327932*pi) q[11];\nu3(3.728846977752177*pi,-0.22853920292580898*pi,2.4643009926535147*pi) q[13];\nu3(3.2656036560332047*pi,2.969229664539397*pi,1.8653936681993182*pi) q[14];\nu3(3.901640192228625*pi,2.4668295438064183*pi,1.3800166931704085*pi) q[15];\nu3(3.8030793388621236*pi,-0.005088134482956641*pi,1.5147855223126903*pi) q[16];\nmeasure q[0] -> c[15];\nRxxyyzz(0.3523788160753498*pi,0.1805989886862963*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4456424749461896*pi,0.2846487238153914*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.4024816805680498*pi,0.2703648470185685*pi,0.16709366023202282*pi) q[3],q[15];\nRxxyyzz(0.45063716814375987*pi,0.2670735489740451*pi,3.8741126094270495*pi) q[8],q[4];\nRxxyyzz(0.4486308816531999*pi,0.23417201637400226*pi,0.10313265047931897*pi) q[5],q[14];\nRxxyyzz(0.4737534836068499*pi,0.33029500553710633*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.41548980445179945*pi,0.28799490586112836*pi,3.9478695254162997*pi) q[7],q[16];\nRxxyyzz(0.43551028155378996*pi,0.17200681276434207*pi,3.8856394103298495*pi) q[12],q[10];\nu3(0.4942280957524613*pi,0.7902367074216232*pi,1.2462930836847286*pi) q[1];\nu3(3.6976142346090652*pi,-0.33992529834966767*pi,1.9086936573579991*pi) q[2];\nu3(3.597901656676279*pi,0.32059119611321596*pi,3.086324959913491*pi) q[3];\nu3(3.448252296986227*pi,0.06377512957431597*pi,1.4746014429522798*pi) q[4];\nu3(3.5850080065002197*pi,1.0889589448347765*pi,4.414278788032451*pi) q[5];\nu3(3.5131583558399933*pi,1.5958255093925091*pi,1.754538920265441*pi) q[6];\nu3(3.5868294140800625*pi,1.186603409515355*pi,1.326887856153592*pi) q[7];\nu3(3.519035562748145*pi,0.9169916855525486*pi,1.0951277726393602*pi) q[8];\nu3(3.3000384440710318*pi,3.2456704012304884*pi,2.140113850423238*pi) q[9];\nu3(3.690522708634993*pi,2.685070660923473*pi,0.7430572991120741*pi) q[10];\nu3(3.4831948542738504*pi,2.521045233947046*pi,0.5061507146928951*pi) q[11];\nu3(3.463737275180364*pi,1.1262476215246768*pi,2.111416856203081*pi) q[12];\nu3(3.671660317227907*pi,0.673919971494656*pi,4.442457069912287*pi) q[13];\nu3(3.5326826618520437*pi,2.931716096638292*pi,1.843784218222732*pi) q[14];\nu3(3.2533043862762834*pi,-0.4352450291455998*pi,4.432438257889592*pi) q[15];\nu3(3.3985229475702257*pi,1.6355066999229635*pi,0.77032370970419*pi) q[16];\nmeasure q[12] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[13] -> c[3];\nmeasure q[2] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[9] -> c[7];\nmeasure q[16] -> c[8];\nmeasure q[8] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[6] -> c[11];\nmeasure q[10] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[15] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.2430537457361406*pi,3.3069815589233773*pi,3.972077617329738*pi) q[0];\nu3(3.51478041792591*pi,-0.3274822981936487*pi,2.4719630492013875*pi) q[1];\nu3(3.4371130151005294*pi,3.233083614590236*pi,3.9261511864385303*pi) q[2];\nu3(3.3020076431646124*pi,-0.244917687875168*pi,1.8779226425209252*pi) q[3];\nu3(3.753357444664011*pi,3.0400399640375673*pi,1.2594313604621266*pi) q[4];\nu3(3.472003122557909*pi,-0.4818060843891105*pi,3.6969971309052516*pi) q[5];\nu3(3.4108368259997386*pi,0.7695785396614445*pi,4.014181730204377*pi) q[6];\nu3(3.903679595125265*pi,-0.1802837045492039*pi,3.8377254960986855*pi) q[7];\nu3(3.7930517322934727*pi,2.6327162223319167*pi,2.470415970219081*pi) q[8];\nu3(3.519194366263987*pi,-0.17116470876839462*pi,2.6927097171533654*pi) q[9];\nu3(3.4443556161326923*pi,0.8939009160956517*pi,4.230241138167765*pi) q[10];\nu3(3.6577437076495536*pi,3.4485658227794436*pi,2.3193380646760744*pi) q[11];\nu3(3.573759261627313*pi,2.5875885761935757*pi,0.955885840162179*pi) q[12];\nu3(3.2857530896517417*pi,3.0313557690321136*pi,1.1029288296926747*pi) q[13];\nu3(3.7027259354446045*pi,0.009679461097919062*pi,4.02976233901204*pi) q[14];\nu3(3.7831195379269387*pi,1.819287855400562*pi,3.7953269212239573*pi) q[15];\nu3(3.460603101655617*pi,2.704842230649325*pi,4.081237731602553*pi) q[16];\nRxxyyzz(0.44098169694179973*pi,0.19011284687043647*pi,3.94677714964209*pi) q[0],q[16];\nRxxyyzz(0.3432774864116901*pi,0.21883442726466784*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.31209454261637914*pi,0.10009350834628894*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.32788308651040954*pi,0.2788777093282371*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.43832423670092957*pi,0.2324063509196892*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.32309697885917993*pi,0.243928683500497*pi,0.07122913445352097*pi) q[5],q[15];\nRxxyyzz(0.44013612316385975*pi,0.23901774924125752*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.40063680763772014*pi,0.19694142458593822*pi,0.0*pi) q[10],q[13];\nu3(3.200744268256341*pi,0.6480008922763947*pi,2.0927297935089864*pi) q[0];\nu3(3.192743557352494*pi,2.38685341695909*pi,2.130732514385076*pi) q[1];\nu3(3.2380211472367466*pi,2.031927416339881*pi,0.6590731662332225*pi) q[2];\nu3(3.854891167920239*pi,0.2067379566176003*pi,0.749542536268453*pi) q[3];\nu3(3.345389533808682*pi,0.8406056827436323*pi,0.9346113349360359*pi) q[4];\nu3(3.2921101404359856*pi,-0.11146049844800121*pi,1.0874475687426854*pi) q[5];\nu3(3.434017921679673*pi,2.196269291066142*pi,2.1839026303698814*pi) q[6];\nu3(3.6137117182250056*pi,0.07196025607428358*pi,2.427841417192684*pi) q[7];\nu3(3.355363250811803*pi,0.6300664910114058*pi,1.0019776326311824*pi) q[8];\nu3(3.4757230109021267*pi,2.796152706314077*pi,0.7996126685117616*pi) q[10];\nu3(3.811053211944395*pi,-0.4985250449273676*pi,1.7572233442853258*pi) q[11];\nu3(3.7675880837080786*pi,2.980014431298987*pi,0.9423135094033661*pi) q[12];\nu3(3.494007681870595*pi,0.06948185088272418*pi,1.0247680948062734*pi) q[13];\nu3(3.6724669787956885*pi,0.31397135604729265*pi,4.41125330429163*pi) q[14];\nu3(3.603012839568201*pi,-0.37370844869515807*pi,2.1075740384587247*pi) q[15];\nu3(3.2523995975322224*pi,0.4493888800651604*pi,2.07630954172218*pi) q[16];\nRxxyyzz(0.3853282441937288*pi,0.2303977868892988*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.36294003725339957*pi,0.2200644762210522*pi,3.9490661550412107*pi) q[1],q[2];\nRxxyyzz(0.4683102724299698*pi,0.22077161197259088*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.2921421433653198*pi,0.13452742276335083*pi,3.876707429875991*pi) q[4],q[5];\nRxxyyzz(0.4816664312802095*pi,0.09113318855260477*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.47745458780739025*pi,0.14903938320504295*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.44350396647266976*pi,0.1220881307878359*pi,3.9435497703475306*pi) q[12],q[13];\nRxxyyzz(0.384789481424919*pi,0.31460479132727226*pi,0.0*pi) q[14],q[15];\nu3(3.4434988105680064*pi,2.758878303243894*pi,2.4606193285343796*pi) q[0];\nu3(3.533612855009829*pi,0.6743301273790179*pi,0.9933778289101056*pi) q[1];\nu3(3.842870699308445*pi,2.9442390118506863*pi,1.0735722685958509*pi) q[2];\nu3(3.0048485432909118*pi,0.20593637222688477*pi,0.8789063578415306*pi) q[3];\nu3(3.5674237259469845*pi,3.233244277735097*pi,0.5500619840963312*pi) q[4];\nu3(3.4919263603690367*pi,3.1484560617770416*pi,2.408080202446147*pi) q[5];\nu3(3.5136384026572753*pi,0.2174190341946759*pi,1.0446952618492586*pi) q[6];\nu3(3.5607270566437483*pi,2.1229294822346105*pi,2.0273296109742294*pi) q[7];\nu3(3.697874605863731*pi,2.1619727926332977*pi,1.792945113881061*pi) q[8];\nu3(3.1574970127826067*pi,0.0776159087144832*pi,0.8290293434000322*pi) q[10];\nu3(3.4656918311065033*pi,1.8091949545353758*pi,1.582108505058898*pi) q[11];\nu3(3.580211418187031*pi,3.2158390947331914*pi,0.8590611989645307*pi) q[12];\nu3(3.2421666081572367*pi,-0.3807263173221288*pi,0.9146898051426096*pi) q[13];\nu3(3.6894968070407934*pi,-0.09232887943104562*pi,1.0528191460334875*pi) q[14];\nu3(3.539224354422128*pi,3.1310668561116923*pi,1.0833075739257394*pi) q[15];\nu3(3.380580176073611*pi,3.3267070669466103*pi,3.7965657774860864*pi) q[16];\nRxxyyzz(0.4205877628929946*pi,0.18820716979730912*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3726457467858373*pi,0.07822525162435312*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.2984238290972394*pi,0.2640925060858472*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.44236404570883003*pi,0.2654099644498633*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.44317728246118016*pi,0.24014174643924333*pi,3.867629536412571*pi) q[5],q[16];\nRxxyyzz(0.40317060332974664*pi,0.304213817227754*pi,0.0*pi) q[8],q[7];\nRxxyyzz(0.4265595858013693*pi,0.28046463211268247*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4059627214137401*pi,0.17801083509091598*pi,0.0*pi) q[13],q[14];\nu3(3.4600755759074917*pi,0.9389541112516255*pi,1.6450911565690376*pi) q[0];\nu3(3.0074229554929146*pi,1.76360057901789*pi,1.3921794154570086*pi) q[1];\nu3(3.6217153807565197*pi,2.0311813252332342*pi,0.7642294996266603*pi) q[2];\nu3(3.8260779283474005*pi,2.9865053269083632*pi,0.9239808383421145*pi) q[3];\nu3(3.023002477642735*pi,3.2478835251771705*pi,1.1290812832806143*pi) q[4];\nu3(3.442849159971989*pi,-0.3835719847262229*pi,1.7223437420626335*pi) q[5];\nu3(3.1999217642638156*pi,2.8218650658174482*pi,2.103218035981807*pi) q[6];\nu3(3.416449233254706*pi,-0.4615780750635041*pi,4.394448558872852*pi) q[7];\nu3(3.6755906314199236*pi,1.2694214374744184*pi,1.5693303406288908*pi) q[8];\nu3(3.8075084085150466*pi,0.3781801994828583*pi,2.1160137779092167*pi) q[9];\nu3(3.3540490744703733*pi,-0.46024716892951223*pi,1.4782600016332692*pi) q[10];\nu3(3.3304054281998483*pi,2.498942377518019*pi,2.329002011340936*pi) q[11];\nu3(3.5061247290898154*pi,-0.2892312433689579*pi,1.2395995487567428*pi) q[13];\nu3(3.4214680534372817*pi,-0.08083940735975159*pi,1.0791484182767288*pi) q[14];\nu3(3.3784868003168484*pi,-0.10061146413607541*pi,0.7362006668083527*pi) q[15];\nu3(3.7052747080173427*pi,0.10416022308963746*pi,1.1187643848445568*pi) q[16];\nRxxyyzz(0.44208256129115*pi,0.14403831020679558*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.40302194328491575*pi,0.20482328651339718*pi,0.06311462020385161*pi) q[4],q[1];\nRxxyyzz(0.43949247816270953*pi,0.22633093853272251*pi,3.9098250850456004*pi) q[2],q[10];\nRxxyyzz(0.4191611820892698*pi,0.23707679234133303*pi,3.8652390960836804*pi) q[3],q[16];\nRxxyyzz(0.45764772425562983*pi,0.21963441484954552*pi,0.17722719254555072*pi) q[5],q[15];\nRxxyyzz(0.3745283283269795*pi,0.18883659511624054*pi,0.10919381875451234*pi) q[8],q[6];\nRxxyyzz(0.43405601744006*pi,0.3000944527529725*pi,0.06787257812799535*pi) q[7],q[13];\nRxxyyzz(0.34931281673715986*pi,0.20191101909658515*pi,0.14723183676924556*pi) q[9],q[14];\nu3(3.3996061752054296*pi,0.3482924107845746*pi,0.8508213170046885*pi) q[0];\nu3(3.6136345393180966*pi,0.006665599500981667*pi,1.4197501710738134*pi) q[1];\nu3(3.6813092228971036*pi,2.4448220803714507*pi,1.799575582290137*pi) q[2];\nu3(3.3512411637592514*pi,3.3025342058806366*pi,1.001478437877723*pi) q[3];\nu3(3.397121538396703*pi,0.8993241550203595*pi,0.5478371418020409*pi) q[4];\nu3(3.494956743034365*pi,-0.4885907436154709*pi,3.8240659076399632*pi) q[5];\nu3(3.5722691130968545*pi,2.839251047871749*pi,3.488474222086984*pi) q[6];\nu3(3.572786431810643*pi,3.154942664876073*pi,1.6364655006596858*pi) q[7];\nu3(3.871848585928788*pi,0.586370470143049*pi,0.9246985851459146*pi) q[8];\nu3(3.366272295019482*pi,-0.040442360934227095*pi,2.4254568264665597*pi) q[9];\nu3(3.692977220527654*pi,-0.15842759173041987*pi,2.4957156304031445*pi) q[10];\nu3(3.762023876127354*pi,2.0694706262519964*pi,1.2006187029709952*pi) q[12];\nu3(3.554546818108039*pi,2.6637501441005704*pi,0.686942948180209*pi) q[13];\nu3(3.354369529994174*pi,3.1949246468029946*pi,1.2748437039421132*pi) q[14];\nu3(3.503173122967913*pi,3.188154475687544*pi,1.7048965838041763*pi) q[15];\nu3(3.7796159472805932*pi,-0.4554129468705388*pi,1.9952494896954596*pi) q[16];\nRxxyyzz(0.42847230410563025*pi,0.22813233180917003*pi,0.11903437770221784*pi) q[0],q[16];\nRxxyyzz(0.3843005959387194*pi,0.32572093788249395*pi,0.08935077080429984*pi) q[2],q[9];\nRxxyyzz(0.41378102412913*pi,0.133483235026298*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4204693766403645*pi,0.35995832510180836*pi,3.915787171540238*pi) q[6],q[11];\nRxxyyzz(0.40121722598073906*pi,0.20119955373462073*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.48681933189424065*pi,0.23055926151051076*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.4655625133173249*pi,0.3658734700496958*pi,0.0*pi) q[10],q[15];\nu3(3.425094018539126*pi,0.5144395101817425*pi,0.5042991087744948*pi) q[0];\nu3(3.4158677264448034*pi,2.3832177384536974*pi,1.255900194154485*pi) q[2];\nu3(3.860035230692212*pi,0.912105841934804*pi,1.8218227128116578*pi) q[5];\nu3(3.4861187221788117*pi,-0.0032098752080103043*pi,1.353981477694508*pi) q[6];\nu3(3.631749625720845*pi,0.0675189116973971*pi,2.0733766499464075*pi) q[7];\nu3(3.707049189125188*pi,1.6139298696430489*pi,1.6100986009123253*pi) q[8];\nu3(3.463570805465884*pi,0.6949733745754771*pi,1.2556847077753446*pi) q[9];\nu3(3.491900415853051*pi,3.442456137523357*pi,4.296774039321529*pi) q[10];\nu3(3.8671877068316083*pi,2.7718146923139333*pi,1.271204312110385*pi) q[11];\nu3(3.2950482829805425*pi,3.0066034682678224*pi,4.333252749053813*pi) q[12];\nu3(3.6129983246882236*pi,-0.20014458920738348*pi,2.3655527651175907*pi) q[13];\nu3(3.5626653215500226*pi,2.8803358563328674*pi,2.3834901039831866*pi) q[14];\nu3(3.599373011743546*pi,2.928027483509381*pi,3.9488224285155242*pi) q[15];\nu3(3.1077496627610697*pi,3.401397772689882*pi,1.6829063240888382*pi) q[16];\nRxxyyzz(0.3699597640849798*pi,0.21269226702054303*pi,3.9140111715723*pi) q[0],q[13];\nRxxyyzz(0.3080607057152699*pi,0.22722735741582945*pi,0.07198630729890887*pi) q[15],q[1];\nRxxyyzz(0.48542054687223957*pi,0.22344859183981747*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.4254508514991294*pi,0.2987619285039061*pi,3.8927522763324003*pi) q[4],q[8];\nRxxyyzz(0.4389344188886102*pi,0.36466162564888915*pi,0.09211307823884951*pi) q[10],q[16];\nu3(3.461603373019733*pi,0.17355737999348175*pi,1.3529638387021823*pi) q[0];\nu3(3.8585026316038995*pi,0.10521372251917438*pi,3.571787581605836*pi) q[1];\nu3(3.8877666151242862*pi,-0.4617563648863119*pi,1.4184748438907722*pi) q[3];\nu3(3.702378519396137*pi,1.7265501897735098*pi,2.023353888550527*pi) q[4];\nu3(3.585366779661909*pi,2.872662375508482*pi,0.8057020744656831*pi) q[5];\nu3(3.3536413832733385*pi,2.1983089242345892*pi,2.44606127689925*pi) q[8];\nu3(3.8853356157683314*pi,-0.09955655476448622*pi,1.0642134471778721*pi) q[10];\nu3(3.899370980336181*pi,0.25357967486024313*pi,2.2238618797534326*pi) q[13];\nu3(3.690679227911014*pi,-0.4566057950266559*pi,4.22821935545713*pi) q[15];\nu3(3.9051243228262984*pi,1.848742939993551*pi,0.6432363274747014*pi) q[16];\nRxxyyzz(0.4031682161759601*pi,0.19370483807050765*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4485034834034902*pi,0.33672447753568524*pi,0.04760255862224924*pi) q[6],q[1];\nRxxyyzz(0.44923907828554016*pi,0.3233754442361578*pi,3.79740830201761*pi) q[2],q[16];\nRxxyyzz(0.4286017623343099*pi,0.317098235818066*pi,3.7427171131861705*pi) q[3],q[11];\nRxxyyzz(0.34568974117554935*pi,0.295834775790885*pi,3.95620163635601*pi) q[5],q[4];\nRxxyyzz(0.42998160205140934*pi,0.392705149323479*pi,3.8853200094413403*pi) q[7],q[8];\nRxxyyzz(0.4401618195186896*pi,0.20061335474528896*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.21129427447979932*pi,0.12197677116557248*pi,0.0*pi) q[12],q[15];\nu3(3.3440883584305547*pi,0.0011014593129181627*pi,4.260028944116907*pi) q[0];\nu3(3.4547155603769504*pi,3.0459457096475946*pi,3.279224005188803*pi) q[1];\nu3(3.292156862002628*pi,-0.21877029331571268*pi,2.419576563867187*pi) q[2];\nu3(3.3907763749458746*pi,3.2969302863759338*pi,3.8024935357826877*pi) q[3];\nu3(3.4219971161567915*pi,2.2342596457991046*pi,1.815824418433283*pi) q[4];\nu3(3.330374168337177*pi,2.364752779599049*pi,1.0262585520249137*pi) q[5];\nu3(3.38642806566297*pi,3.2807318244912116*pi,1.8193316125840033*pi) q[6];\nu3(3.58475247473472*pi,0.6835442914021439*pi,1.1338869609381486*pi) q[7];\nu3(3.783964760976267*pi,1.7855134437798386*pi,1.6245009660064706*pi) q[8];\nu3(3.64487669447374*pi,2.880815862262067*pi,0.8479885154848379*pi) q[9];\nu3(3.8614255389537715*pi,3.337599642983548*pi,0.66544988482039*pi) q[10];\nu3(3.26513757034449*pi,0.06364453421638838*pi,1.608830863670635*pi) q[11];\nu3(3.5541570238901583*pi,2.565624641451236*pi,0.6395193108763532*pi) q[12];\nu3(3.143568050206514*pi,3.2661869073311998*pi,0.9804297081832822*pi) q[14];\nu3(3.3619790535308*pi,3.400675740547974*pi,0.8753336065771666*pi) q[15];\nu3(3.291717493751338*pi,3.2427139592473018*pi,1.9553466565398567*pi) q[16];\nRxxyyzz(0.4743473720576801*pi,0.3995543451679658*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.4009560042009099*pi,0.2684377745440527*pi,3.898126894269479*pi) q[2],q[8];\nRxxyyzz(0.45117008968642125*pi,0.18557069804608073*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.493003894245561*pi,0.15486807605151576*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.4051207049336396*pi,0.13079526383197607*pi,3.8875339431213214*pi) q[7],q[16];\nRxxyyzz(0.36169793648976967*pi,0.22718247950722953*pi,3.9459988317391104*pi) q[11],q[9];\nRxxyyzz(0.3203334824250207*pi,0.15534973189383505*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.31318419817321475*pi,0.2364162042829192*pi,0.0*pi) q[12],q[14];\nu3(3.3751661366036014*pi,3.146158971315231*pi,3.2800659056574126*pi) q[0];\nu3(3.5950589921928624*pi,3.4014913098187485*pi,1.7987896252523483*pi) q[2];\nu3(3.4624742929819003*pi,3.176884829853381*pi,2.316602256568674*pi) q[3];\nu3(3.669339742876857*pi,3.4478640821089956*pi,1.5587985953328678*pi) q[4];\nu3(3.4947109740850775*pi,-0.4968462737795123*pi,1.1584830866310605*pi) q[5];\nu3(3.6196499910871425*pi,0.7228890201261873*pi,0.9606580806098045*pi) q[6];\nu3(3.5207116420748097*pi,0.9276698138596848*pi,2.253767270222169*pi) q[7];\nu3(3.434561765237585*pi,2.85017720964517*pi,1.4293756735515362*pi) q[8];\nu3(3.6421218920931606*pi,0.5555958988425509*pi,2.1614418179659687*pi) q[9];\nu3(3.385947366983136*pi,2.4198257284623277*pi,0.963604717930438*pi) q[10];\nu3(3.4292934902693775*pi,-0.2574831702129524*pi,0.9167746199449356*pi) q[11];\nu3(3.1820495026092668*pi,3.2259172007156667*pi,1.3115655673758377*pi) q[12];\nu3(3.037066893284738*pi,-0.20146691612956014*pi,3.9228647973846855*pi) q[13];\nu3(3.3703446916829787*pi,0.22433071655460746*pi,0.5086267231333776*pi) q[14];\nu3(3.329137797529222*pi,3.302889124291995*pi,4.342940823456813*pi) q[15];\nu3(3.2873113174672968*pi,2.779302630840567*pi,2.3055974732731883*pi) q[16];\nRxxyyzz(0.47841889300930984*pi,0.24283712730399998*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.3933895537797599*pi,0.3086646319070412*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.43370204775779975*pi,0.220729445334471*pi,3.8361343039431492*pi) q[2],q[12];\nRxxyyzz(0.45410792515811943*pi,0.22358349090546517*pi,0.13823066831024422*pi) q[3],q[9];\nRxxyyzz(0.4037103767252248*pi,0.2787258647059545*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4641581431299393*pi,0.3637122593218267*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.22982453296603*pi,0.1006330470551986*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.44408575768076947*pi,0.20738266436413139*pi,0.11334782767343832*pi) q[11],q[16];\nu3(3.6238033518576*pi,3.1785812540715113*pi,1.153199212349759*pi) q[0];\nu3(3.4792781362545586*pi,-0.45760675922863736*pi,1.2453168653411777*pi) q[1];\nu3(3.5967420896321776*pi,3.1599145209615287*pi,1.8078651304733162*pi) q[2];\nu3(3.6771098911538522*pi,1.0770819517648333*pi,4.086661524816625*pi) q[3];\nu3(3.1206935371174565*pi,3.018232146154321*pi,1.945793440208333*pi) q[4];\nu3(3.504310062788896*pi,2.648219317717352*pi,2.1332064130307016*pi) q[5];\nu3(3.6745968900077957*pi,-0.46326988353102605*pi,2.952796232049694*pi) q[6];\nu3(3.688518578773341*pi,-0.24839329060437487*pi,1.9941764223194767*pi) q[7];\nu3(3.654478687727257*pi,2.709260708550392*pi,4.392226224938271*pi) q[8];\nu3(3.6266890751922287*pi,3.281279332182483*pi,1.299883929643696*pi) q[9];\nu3(3.5073327932493954*pi,0.6010113071356242*pi,1.1454911872947748*pi) q[11];\nu3(3.72032028036047*pi,1.287739107232761*pi,2.411929575061849*pi) q[12];\nu3(3.140328402418228*pi,2.1175490274010444*pi,1.8287322592304318*pi) q[13];\nu3(3.738152530200019*pi,3.3310054683195003*pi,2.3306224136243365*pi) q[14];\nu3(3.12987144440383*pi,-0.3573628687515068*pi,3.6508001217063413*pi) q[15];\nu3(3.726574397166539*pi,-0.2629075611387893*pi,1.8990067292239106*pi) q[16];\nRxxyyzz(0.38078287517122955*pi,0.24433251809842949*pi,3.9205674106603507*pi) q[7],q[0];\nRxxyyzz(0.4596582479839003*pi,0.219018102314453*pi,3.85908263135255*pi) q[14],q[1];\nRxxyyzz(0.4459664105298291*pi,0.3913851906944643*pi,3.93234765244942*pi) q[2],q[3];\nRxxyyzz(0.2909700045501805*pi,0.256512029783142*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4496973154353563*pi,0.2574800064791003*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.43287200653488966*pi,0.09221690196656106*pi,0.06231358160375487*pi) q[13],q[8];\nRxxyyzz(0.32755838714609975*pi,0.1921603870587758*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.30726185155166996*pi,0.23137028763172118*pi,0.0*pi) q[15],q[11];\nu3(3.3051585689504694*pi,2.978580365740631*pi,0.9451223179614843*pi) q[0];\nu3(3.9599284657408185*pi,2.1425223575761025*pi,0.6418759369250835*pi) q[1];\nu3(3.6541175618145503*pi,-0.2381574927268329*pi,1.7369486925642936*pi) q[2];\nu3(3.4120978298884204*pi,3.2893581909890033*pi,4.3388015857363795*pi) q[3];\nu3(3.248772958882358*pi,2.3672704609775512*pi,1.909236725578983*pi) q[4];\nu3(3.396153583657918*pi,0.46493668108291497*pi,1.2158912145232512*pi) q[5];\nu3(3.889147843696134*pi,-0.4856417090284796*pi,0.7630932247660858*pi) q[7];\nu3(3.0636540475044622*pi,-0.035922796224231446*pi,3.090511384529228*pi) q[8];\nu3(3.1571568790207465*pi,-0.3133370514631477*pi,4.405947387410642*pi) q[9];\nu3(3.5997282450512396*pi,0.8334698776106964*pi,1.9821248892899952*pi) q[10];\nu3(3.320621385446193*pi,1.0513912966929664*pi,1.6782649522251696*pi) q[11];\nu3(3.49158531427457*pi,3.272249302901617*pi,0.8770888227003046*pi) q[12];\nu3(3.4768830657660037*pi,-0.16840860288139675*pi,3.4306232133853536*pi) q[13];\nu3(3.5978402106440974*pi,0.13960401944030332*pi,2.316622323809979*pi) q[14];\nu3(3.2407800428942815*pi,3.495841584076117*pi,4.280717622664291*pi) q[15];\nu3(3.4602108679218437*pi,1.1600842326884475*pi,2.009519956254203*pi) q[16];\nRxxyyzz(0.35553083335990976*pi,0.14720834316248999*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.41080756329622936*pi,0.16063014538447118*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4297889073396496*pi,0.21990791269583992*pi,3.8472549710560404*pi) q[3],q[9];\nRxxyyzz(0.3434625800596104*pi,0.18495905879926955*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.26010586367275*pi,0.13799804653735337*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4347473397705599*pi,0.3298254776598699*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3572221415945799*pi,0.21076544594262625*pi,0.04908100083800093*pi) q[15],q[16];\nu3(3.430065362428336*pi,3.347845110836827*pi,1.4024657764643234*pi) q[0];\nu3(3.792375307548798*pi,0.8119328423877195*pi,1.2089260496145449*pi) q[2];\nu3(3.678652371584485*pi,0.23218950103851332*pi,1.6364661921460941*pi) q[3];\nu3(3.6508811298321735*pi,3.480628916216773*pi,2.0775389184313946*pi) q[4];\nu3(3.2540511910937915*pi,0.7286630715244788*pi,4.352468923574397*pi) q[6];\nu3(3.2703493111879003*pi,3.2992689825223316*pi,3.9986723848690366*pi) q[7];\nu3(3.3363825754028142*pi,0.4697795198179888*pi,1.286904538479879*pi) q[8];\nu3(3.1309523206716223*pi,1.8912465485579997*pi,0.6551704896634623*pi) q[9];\nu3(3.462388962803314*pi,1.230458575470763*pi,1.8816794297905908*pi) q[10];\nu3(3.7995807405400983*pi,0.3070441841402577*pi,1.1985959482318718*pi) q[11];\nu3(3.128189709276144*pi,0.7529882805772865*pi,1.2407465284052346*pi) q[12];\nu3(3.7687868830682043*pi,0.8040917094355362*pi,1.4878483563957756*pi) q[13];\nu3(3.6544366264604236*pi,-0.23859408260555875*pi,0.832087571134906*pi) q[15];\nu3(3.5967630359155645*pi,0.08029054371245947*pi,4.481883533499658*pi) q[16];\nRxxyyzz(0.4191370807202598*pi,0.22402085168330602*pi,0.08081638358207838*pi) q[0],q[4];\nRxxyyzz(0.43159184556813995*pi,0.28865089740683914*pi,3.7874429150773192*pi) q[1],q[16];\nRxxyyzz(0.35540904035634*pi,0.2249534522291725*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.29492223010438945*pi,0.12227707075388006*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.45358438743929996*pi,0.28252839852431144*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.19987305159396984*pi,0.15906106887649252*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.45792148308613*pi,0.2728925397670934*pi,0.0*pi) q[14],q[9];\nRxxyyzz(0.4322818843493894*pi,0.19771154348201503*pi,0.0*pi) q[13],q[11];\nu3(3.1161657293151794*pi,2.466375969664251*pi,1.211775966571431*pi) q[0];\nu3(3.362874794935104*pi,3.1899754344880584*pi,1.452270760639535*pi) q[1];\nu3(3.809257885109853*pi,2.0263960712139637*pi,0.7183591766525236*pi) q[2];\nu3(3.5490745707802622*pi,-0.4976200392697302*pi,3.493913709553875*pi) q[3];\nu3(3.1725453232518346*pi,2.521610532670028*pi,1.3539844924651177*pi) q[4];\nu3(3.471716175593572*pi,0.6898808845276387*pi,2.219105083650093*pi) q[6];\nu3(3.5657284196324834*pi,0.9299072981259*pi,1.8921075503157123*pi) q[7];\nu3(3.122449783001132*pi,-0.2774604660274512*pi,1.0267583968123892*pi) q[8];\nu3(3.382530880614348*pi,2.8649882880348465*pi,2.2517480440102924*pi) q[9];\nu3(3.345774104066958*pi,-0.20578415045455717*pi,1.628356568509401*pi) q[10];\nu3(3.513854738602752*pi,3.481273349000629*pi,4.001868395308707*pi) q[11];\nu3(3.8134839161318386*pi,0.572503155014179*pi,1.7414897138207606*pi) q[12];\nu3(3.599427865153396*pi,0.4814629047322381*pi,2.177609025565026*pi) q[13];\nu3(3.432450072978823*pi,0.1250763278816458*pi,1.624819250355956*pi) q[14];\nu3(3.3408691543402425*pi,2.995916939911212*pi,2.4265431715233943*pi) q[15];\nu3(3.277552799486603*pi,0.36437355316055653*pi,1.39074607689276*pi) q[16];\nRxxyyzz(0.45184755722820036*pi,0.19187736964508506*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.430589391102176*pi,0.32264000073178223*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.26585339466328906*pi,0.1948574561756491*pi,3.8786706889639095*pi) q[2],q[5];\nRxxyyzz(0.48738171183571*pi,0.37090850838614053*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.42548683347863003*pi,0.285273091125686*pi,0.0*pi) q[14],q[7];\nRxxyyzz(0.4760390739115197*pi,0.41855854614053595*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.3932996260505294*pi,0.24549531649647158*pi,3.83136757437443*pi) q[15],q[11];\nu3(3.1399386863956695*pi,0.13813270139091716*pi,1.0876117390199727*pi) q[0];\nu3(3.59824037526684*pi,2.7489771457883854*pi,3.8625314634999395*pi) q[1];\nu3(3.2929153432938643*pi,3.429166402145489*pi,1.3276207557034492*pi) q[2];\nu3(3.5051263780271773*pi,-0.09643027683651373*pi,0.9842990170832016*pi) q[5];\nu3(3.67982001223208*pi,-0.3661275046613105*pi,2.9648416664392347*pi) q[6];\nu3(3.2515488135985153*pi,3.3807881290576027*pi,0.7764744572309561*pi) q[7];\nu3(3.613113565885232*pi,0.24759333404773776*pi,1.2272791016582647*pi) q[8];\nu3(3.392094558947543*pi,1.665690644402082*pi,0.5929190387207084*pi) q[9];\nu3(3.5237213707795183*pi,0.2369078798456965*pi,2.3010699678648034*pi) q[11];\nu3(3.6480062194552145*pi,-0.3516946502848741*pi,1.3396907620963179*pi) q[12];\nu3(3.613373482406188*pi,3.407702470284806*pi,1.1562342030929282*pi) q[13];\nu3(3.460231780975434*pi,-0.12470665465051212*pi,0.6323095749231139*pi) q[14];\nu3(3.080462104058068*pi,2.0724744736468104*pi,2.475888634483035*pi) q[15];\nu3(3.301091481213876*pi,2.689958638487316*pi,4.017383316248617*pi) q[16];\nRxxyyzz(0.40649002567321*pi,0.3643568669899706*pi,0.08647293370227382*pi) q[0],q[9];\nRxxyyzz(0.34191351825601946*pi,0.294537516803131*pi,0.1151645800623533*pi) q[10],q[1];\nRxxyyzz(0.3997676727180495*pi,0.15541514738039364*pi,0.072374078828508*pi) q[14],q[2];\nRxxyyzz(0.39760299149659045*pi,0.3085694859549672*pi,3.9333237545708997*pi) q[5],q[3];\nRxxyyzz(0.3601610231388196*pi,0.2624417621950449*pi,0.0*pi) q[13],q[4];\nRxxyyzz(0.42911461427768055*pi,0.2468306543718707*pi,0.12979446225858837*pi) q[6],q[16];\nRxxyyzz(0.4463765123726011*pi,0.2538766214359357*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.27250427952618944*pi,0.11247771716543475*pi,3.9421875846702807*pi) q[15],q[12];\nu3(3.393680587691711*pi,3.3087773607388606*pi,2.115325148282962*pi) q[0];\nu3(3.8142972452679307*pi,2.0450403070894643*pi,4.166439486225751*pi) q[1];\nu3(3.1363457193916906*pi,2.9703437572682043*pi,1.0090911629093116*pi) q[2];\nu3(3.2168855987242972*pi,3.4412734688034528*pi,2.3868275406383788*pi) q[3];\nu3(3.9386864169700924*pi,3.2507253947731582*pi,1.0506376055877586*pi) q[4];\nu3(3.361178995625164*pi,2.974182317418036*pi,1.6443585659187434*pi) q[5];\nu3(3.158532052110334*pi,-0.12505959615588536*pi,2.0598396494192324*pi) q[6];\nu3(3.3593488917268104*pi,-0.25843559210072414*pi,4.379973438217581*pi) q[8];\nu3(3.339370419289887*pi,2.998597701445431*pi,3.881386798637993*pi) q[9];\nu3(3.4316004616636686*pi,3.3488280372069053*pi,0.8420638084739522*pi) q[10];\nu3(3.7421255254221513*pi,2.5376294029012296*pi,0.5106087893750427*pi) q[11];\nu3(3.057361413689513*pi,-0.29381598143988596*pi,0.9247611609327637*pi) q[12];\nu3(3.704735760389238*pi,3.2968189933351035*pi,1.4534091199656092*pi) q[13];\nu3(3.425280040395009*pi,3.262867656728788*pi,2.9930691858938236*pi) q[14];\nu3(3.203875351259184*pi,2.6082569705606558*pi,2.0552568385558097*pi) q[15];\nu3(3.7743726877382877*pi,-0.2968181104566039*pi,4.239533384615051*pi) q[16];\nRxxyyzz(0.47017286704681005*pi,0.2549588076365802*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.31333934815259745*pi,0.24097161646372212*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3993546224351099*pi,0.15962601557002537*pi,3.946665109721909*pi) q[13],q[3];\nRxxyyzz(0.4879352738366529*pi,0.2468386749326955*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.44342195145828045*pi,0.24649792933745918*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.3710243130593104*pi,0.1991658430682599*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.43820379397726006*pi,0.20127517377045745*pi,0.0*pi) q[14],q[11];\nRxxyyzz(0.45974139827272953*pi,0.2199699124501323*pi,0.0*pi) q[15],q[16];\nu3(3.444892279293227*pi,2.3182238674506275*pi,1.314176999412334*pi) q[0];\nu3(3.4929998158598976*pi,2.7470607092425454*pi,1.1695136419865824*pi) q[1];\nu3(3.536778170415403*pi,-0.09904895856050566*pi,1.2836997179886778*pi) q[2];\nu3(3.1016316165878433*pi,0.4697649352105837*pi,1.8994850782784638*pi) q[3];\nu3(3.5501009810144186*pi,0.38948668321138613*pi,1.8888611847093724*pi) q[4];\nu3(3.697581190709056*pi,2.408407045363945*pi,1.3213615543417614*pi) q[5];\nu3(3.666458450325331*pi,1.234070094670002*pi,1.3185792619549672*pi) q[7];\nu3(3.552738394950498*pi,0.03548711305509722*pi,2.295407033383587*pi) q[8];\nu3(3.4023830277856417*pi,3.101217377531528*pi,1.1942282869053984*pi) q[9];\nu3(3.56822781681101*pi,0.42959432370376405*pi,0.5147770535302456*pi) q[10];\nu3(3.268745719171418*pi,-0.3534009003141234*pi,2.083936294526312*pi) q[11];\nu3(3.6805913484746116*pi,3.3814962153581667*pi,1.801345879687009*pi) q[12];\nu3(3.4945462246931718*pi,-0.38316190936936445*pi,1.3068399763049987*pi) q[13];\nu3(3.5389045897828004*pi,2.423445850740647*pi,1.0390230021765392*pi) q[14];\nu3(3.7951064533145136*pi,0.6724179737428553*pi,1.436453018862324*pi) q[15];\nu3(3.4607198709433*pi,-0.2763825650784639*pi,2.2430860081677224*pi) q[16];\nRxxyyzz(0.45543359734055944*pi,0.23104923549510384*pi,3.9036057513814697*pi) q[12],q[0];\nRxxyyzz(0.3726526957183903*pi,0.33205262944000496*pi,3.8433257767498397*pi) q[9],q[1];\nRxxyyzz(0.4823088215418001*pi,0.24304689358127896*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4320893249104793*pi,0.29787508007367025*pi,3.90290045450382*pi) q[6],q[3];\nRxxyyzz(0.387165676633798*pi,0.16791796979892926*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.29179484885595*pi,0.20125397802027256*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.36330281647775775*pi,0.07458342767824366*pi,0.0*pi) q[8],q[10];\nu3(3.429447354709351*pi,-0.047866996485945*pi,1.5316096033564968*pi) q[0];\nu3(3.4787558065660233*pi,1.0214535335043977*pi,2.394494806148436*pi) q[1];\nu3(3.3315357535150794*pi,3.2206977043860756*pi,4.168152020280834*pi) q[2];\nu3(3.882008698618983*pi,3.401893050509809*pi,1.9429847963418259*pi) q[3];\nu3(3.481878965716189*pi,1.1216284368386087*pi,4.127642109262718*pi) q[4];\nu3(3.5350104154203486*pi,2.8831203986895932*pi,1.4936191617853374*pi) q[5];\nu3(3.813183048734408*pi,0.36255694217756196*pi,1.7645554186315402*pi) q[6];\nu3(3.4952037298940435*pi,0.16097120772762796*pi,0.6428189411242751*pi) q[7];\nu3(3.4655276515224522*pi,-0.4298085220923471*pi,1.5913588945963633*pi) q[8];\nu3(3.4512714468981485*pi,-0.08658237552367043*pi,2.3120117646423344*pi) q[9];\nu3(3.6178075757879973*pi,0.7690347784654856*pi,1.6871695671848184*pi) q[10];\nu3(3.9150265972135045*pi,3.4579675753766645*pi,2.3702941954418497*pi) q[11];\nu3(3.1620255151074863*pi,0.4611186867865842*pi,2.298783861671513*pi) q[12];\nu3(3.00982681435642*pi,2.320887746416321*pi,2.113531930478719*pi) q[14];\nmeasure q[10] -> c[8];\nmeasure q[7] -> c[9];\nmeasure q[4] -> c[12];\nRxxyyzz(0.4538604489197291*pi,0.26620546655208455*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.41005264432828975*pi,0.18774092513348523*pi,0.1025496672250622*pi) q[14],q[1];\nRxxyyzz(0.2962799342368302*pi,0.1720456766044457*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.43221534085856966*pi,0.25201621603647845*pi,0.18259141522451902*pi) q[13],q[3];\nRxxyyzz(0.2905282231388996*pi,0.1366730082926122*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.43002437062047005*pi,0.2682513059588586*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.3982763590917102*pi,0.26824486168760586*pi,0.0*pi) q[12],q[11];\nu3(3.595733944384941*pi,0.5940885657344417*pi,1.5187526564008238*pi) q[0];\nu3(3.59593420631679*pi,1.100375762655177*pi,0.7542704818194739*pi) q[1];\nu3(0.3148778761709906*pi,1.0021835463932616*pi,1.0762064977694095*pi) q[2];\nu3(3.368753153038035*pi,0.8428658505487459*pi,4.471446060110731*pi) q[3];\nu3(0.48848718218227427*pi,0.9280187993568776*pi,1.5904758626683297*pi) q[5];\nu3(3.416289526627151*pi,3.1256930063957453*pi,0.8270352961173826*pi) q[6];\nu3(3.5975671901224486*pi,-0.4443798787035305*pi,2.292183839132806*pi) q[8];\nu3(3.616985895837911*pi,0.7315904042229988*pi,1.1335318638212377*pi) q[9];\nu3(3.126165950198456*pi,0.49742607074408773*pi,1.7516707056544312*pi) q[11];\nu3(3.8756439616595926*pi,1.5485596201189527*pi,1.622049266363897*pi) q[12];\nu3(3.464573469500948*pi,1.2097243286686872*pi,3.2809887506081843*pi) q[13];\nu3(3.261580009523228*pi,1.412220250569936*pi,0.9233979918068275*pi) q[14];\nu3(3.0647605585547377*pi,0.19371920664903852*pi,4.279211810956955*pi) q[15];\nu3(3.3247714145340943*pi,0.13399073719369814*pi,1.771980117797716*pi) q[16];\nmeasure q[6] -> c[0];\nmeasure q[14] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[9] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[15] -> c[5];\nmeasure q[13] -> c[6];\nmeasure q[16] -> c[7];\nmeasure q[12] -> c[10];\nmeasure q[8] -> c[11];\nmeasure q[11] -> c[13];\nmeasure q[0] -> c[14];\nmeasure q[2] -> c[15];\nmeasure q[3] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.7195992410305996*pi,0.8629467590463602*pi,1.1023708927553497*pi) q[0];\nu3(3.3691151816143545*pi,2.3242017075822132*pi,3.6408936252116453*pi) q[1];\nu3(3.4901146796107008*pi,0.5231566816088198*pi,3.290193665788549*pi) q[2];\nu3(3.3530038460574896*pi,-0.38524731611138374*pi,3.0418859467649906*pi) q[3];\nu3(3.6506493943753964*pi,-0.10840499806435955*pi,3.9567932604393743*pi) q[4];\nu3(3.688874053239526*pi,0.42219947936088276*pi,3.6205826245404125*pi) q[5];\nu3(3.4375515724596934*pi,3.3686726814636136*pi,2.0219006366411554*pi) q[6];\nu3(3.57184401057716*pi,0.29215743000142536*pi,0.5583739860958735*pi) q[7];\nu3(3.808707534059055*pi,0.3538128712724493*pi,3.6573640429923775*pi) q[8];\nu3(3.58394404281725*pi,3.0008942911938563*pi,0.6642242621584371*pi) q[9];\nu3(3.8374319281119242*pi,2.6889756079076426*pi,1.1080566391134816*pi) q[10];\nu3(3.326118177872104*pi,0.32782757592068423*pi,1.4666210743492227*pi) q[11];\nu3(3.6068444611284596*pi,0.3782545003681743*pi,1.3647519843609919*pi) q[12];\nu3(3.168347918808152*pi,-0.44480072829316597*pi,3.985133912290092*pi) q[13];\nu3(3.0718082837118112*pi,0.3298178105992152*pi,2.7139087624956795*pi) q[14];\nu3(3.5903346451869234*pi,0.37734526947500213*pi,1.6585398435390968*pi) q[15];\nu3(3.4622679725803494*pi,-0.357267323855639*pi,1.3121753351383845*pi) q[16];\nRxxyyzz(0.3074452456647601*pi,0.2782708299527692*pi,0.1643539321289751*pi) q[0],q[10];\nRxxyyzz(0.39876194974690987*pi,0.09333011589949256*pi,3.9528811600829794*pi) q[1],q[3];\nRxxyyzz(0.3656296425455199*pi,0.13588878771786916*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.370294230452732*pi,0.22303460145935183*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.3426986072761906*pi,0.3042053447514039*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3983514928036494*pi,0.2700794698667703*pi,3.916333714647489*pi) q[7],q[13];\nRxxyyzz(0.44333634441225994*pi,0.2454953249158314*pi,3.909365514740881*pi) q[11],q[15];\nRxxyyzz(0.3735792606309598*pi,0.1458741298831492*pi,3.9499642236824197*pi) q[12],q[16];\nu3(3.8795112830995255*pi,0.1661756704208982*pi,1.6333457600675163*pi) q[0];\nu3(3.526410940623553*pi,0.9322609679842859*pi,1.9901377856824998*pi) q[1];\nu3(3.606023221300594*pi,1.7567389177077306*pi,1.4044747857596835*pi) q[2];\nu3(3.769819339567432*pi,2.373747289385709*pi,2.084559420996416*pi) q[3];\nu3(3.393599103259737*pi,-0.4952162021530609*pi,1.5371827697168394*pi) q[5];\nu3(3.47413294128021*pi,2.9333921416539406*pi,1.3633249818067883*pi) q[6];\nu3(3.5009812024814964*pi,0.2232847161789402*pi,2.3701113323026464*pi) q[7];\nu3(3.522566513515794*pi,2.3023904593541307*pi,1.7257909465749766*pi) q[8];\nu3(3.5184413254042006*pi,2.6017450896443206*pi,0.5264736828776898*pi) q[9];\nu3(3.448436493185801*pi,0.11182791792222224*pi,1.7780081031871604*pi) q[10];\nu3(3.6197794869197844*pi,0.3685639912918357*pi,1.3985050948851059*pi) q[11];\nu3(3.865086043723377*pi,3.385975046320679*pi,1.2940054846184443*pi) q[12];\nu3(3.7795245653737477*pi,0.25578288833804863*pi,2.0070914613236126*pi) q[13];\nu3(3.213391091506736*pi,3.176425739061914*pi,0.9382410209674985*pi) q[14];\nu3(3.7078882922245757*pi,-0.23565341286404173*pi,0.9358263579245114*pi) q[15];\nu3(3.64792816777747*pi,2.5251210046484003*pi,1.756449773020763*pi) q[16];\nRxxyyzz(0.30529571062773064*pi,0.2490669102847367*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.3826379125361098*pi,0.25449195078781317*pi,0.10748269037610876*pi) q[2],q[13];\nRxxyyzz(0.44458622810944004*pi,0.27899537281606696*pi,3.87934643890667*pi) q[3],q[12];\nRxxyyzz(0.3901226151189493*pi,0.26959400574037584*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.32044055392784965*pi,0.13125857158234844*pi,3.93291879434791*pi) q[6],q[15];\nRxxyyzz(0.4545848330405938*pi,0.18598023154149956*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.1960038806521689*pi,0.10002798766185084*pi,0.0*pi) q[11],q[16];\nu3(3.8758715951094547*pi,2.3780721041941244*pi,0.564864691055679*pi) q[1];\nu3(3.6560554589418945*pi,-0.1452827746896621*pi,4.379599043665763*pi) q[2];\nu3(3.4503712875518815*pi,-0.15897433515913117*pi,0.7834733876446753*pi) q[3];\nu3(3.814393137950939*pi,0.3189479384686813*pi,2.29058563840508*pi) q[4];\nu3(3.4808379894720805*pi,1.927809587593774*pi,0.9175864231235044*pi) q[6];\nu3(3.3308417509310893*pi,3.4844168174371517*pi,1.9579999625308662*pi) q[7];\nu3(3.374037596424942*pi,0.16294937417621713*pi,4.443411391577708*pi) q[8];\nu3(3.5138590352572296*pi,3.111148596163535*pi,1.9734829951139756*pi) q[10];\nu3(3.461311175872444*pi,2.036194162386473*pi,2.4488656627606353*pi) q[11];\nu3(3.8357941486437017*pi,2.680198973377575*pi,2.3785311582650857*pi) q[12];\nu3(3.093199905144905*pi,-0.4318694760844397*pi,4.3530159128184875*pi) q[13];\nu3(3.3983349379431393*pi,2.4862965043100607*pi,2.416991837046498*pi) q[14];\nu3(3.1341768417348432*pi,-0.19662560179286698*pi,1.9959522062098816*pi) q[15];\nu3(3.6351651451836293*pi,0.43681061163616586*pi,1.5416651253231235*pi) q[16];\nRxxyyzz(0.40437470495657996*pi,0.33000545279051036*pi,0.04899407247114404*pi) q[0],q[6];\nRxxyyzz(0.43930268091990954*pi,0.2573614771957589*pi,3.8689740111771194*pi) q[5],q[1];\nRxxyyzz(0.458688905054652*pi,0.20792791851013004*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3339661770373202*pi,0.2681202520463102*pi,0.09332828922836134*pi) q[3],q[13];\nRxxyyzz(0.45387954147979936*pi,0.10206284940781896*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4306701148940295*pi,0.40992629042722223*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.45137295403335026*pi,0.2486338748797783*pi,0.19631853052864295*pi) q[8],q[11];\nRxxyyzz(0.45712473725456937*pi,0.19368324902331757*pi,0.0*pi) q[9],q[12];\nu3(3.2727502444210512*pi,3.4991506149856857*pi,2.7779279473851606*pi) q[0];\nu3(3.242406583530476*pi,1.2833630809705743*pi,0.7152951541189552*pi) q[1];\nu3(3.5607319150727577*pi,3.1196591605483373*pi,0.666184573701065*pi) q[2];\nu3(3.6675370084148637*pi,3.457446085425033*pi,4.178604796299828*pi) q[3];\nu3(3.649577219264235*pi,0.6367458683474534*pi,0.9815698629277874*pi) q[4];\nu3(3.642364789382322*pi,0.38191186020293544*pi,0.7539013408170505*pi) q[5];\nu3(3.764824644029684*pi,-0.04094632998624559*pi,3.389426672617886*pi) q[6];\nu3(3.6100621101598724*pi,0.4421330358199389*pi,0.5398739369722436*pi) q[7];\nu3(3.876925205208734*pi,2.4567444598704857*pi,1.0288701520277155*pi) q[8];\nu3(3.7139737185840813*pi,0.4270432181253512*pi,0.9861037392904901*pi) q[9];\nu3(3.687118998551544*pi,0.09739501248755478*pi,2.4631289882389624*pi) q[10];\nu3(3.865969219619952*pi,2.516203478880754*pi,4.062224900000994*pi) q[11];\nu3(3.7438621779651666*pi,0.5170964799881079*pi,1.1138946891405972*pi) q[12];\nu3(3.980000245512716*pi,0.4920789247930306*pi,0.5388113091055189*pi) q[13];\nu3(3.472540585286472*pi,2.2897834807843207*pi,1.9444154022713365*pi) q[15];\nu3(3.608832993061742*pi,0.0861158354246655*pi,1.664526847730364*pi) q[16];\nRxxyyzz(0.3995025171577803*pi,0.25382985671662617*pi,3.90838997851919*pi) q[0],q[13];\nRxxyyzz(0.3305693359384798*pi,0.2217501904739524*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4588892813157601*pi,0.3690749916449989*pi,0.1528697110954398*pi) q[5],q[11];\nRxxyyzz(0.4362182975205703*pi,0.31059453166192985*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.4194864550426099*pi,0.3420358059771183*pi,0.12178519587916227*pi) q[7],q[12];\nRxxyyzz(0.3577807699259795*pi,0.22471007743020088*pi,3.93443595870253*pi) q[8],q[15];\nu3(3.504406935046378*pi,0.2329843103572553*pi,2.47320638267813*pi) q[0];\nu3(3.4259211754958905*pi,-0.24759061895765666*pi,0.7074650872137251*pi) q[1];\nu3(3.66279261211008*pi,3.1683107329633113*pi,1.1149973875371813*pi) q[3];\nu3(3.8381287090951366*pi,2.2982025098930867*pi,1.6235169325116312*pi) q[5];\nu3(3.6808737290883684*pi,3.339016427256354*pi,1.2004745135405042*pi) q[6];\nu3(3.535917812267966*pi,0.25631741388526286*pi,0.5693137358511783*pi) q[7];\nu3(3.2858949934715085*pi,2.643422671713665*pi,0.8964235446861197*pi) q[8];\nu3(3.110049527946314*pi,0.5223776007685785*pi,0.5543841379396897*pi) q[9];\nu3(3.7034585508412095*pi,0.2141149867114922*pi,1.5459442774323644*pi) q[11];\nu3(3.345705635637594*pi,-0.1947525663112235*pi,2.9775450131295083*pi) q[12];\nu3(3.378385986613388*pi,0.5145188246426058*pi,0.686693374939328*pi) q[13];\nu3(3.487361179048628*pi,3.4146574216030436*pi,0.5462597408793992*pi) q[15];\nRxxyyzz(0.43170623131154984*pi,0.11947614732062917*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.4319394809257915*pi,0.41184572616213977*pi,0.045223747417662*pi) q[1],q[14];\nRxxyyzz(0.32986265189828845*pi,0.17329072684165425*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.43798475517536983*pi,0.2231769888195584*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.39791153465022966*pi,0.24023443797129773*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.40361908780959077*pi,0.1497966682425318*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4808198608678683*pi,0.22967526016567685*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.43167854555660257*pi,0.14171259622118826*pi,0.0*pi) q[10],q[15];\nu3(3.535699341433428*pi,2.372095016262201*pi,2.1455480158209994*pi) q[0];\nu3(3.2613715810281856*pi,0.6486989770964415*pi,0.9449038319549886*pi) q[1];\nu3(3.5780842880455808*pi,2.9430123858671355*pi,0.6667276171286796*pi) q[2];\nu3(3.265605652536409*pi,2.4422443289706983*pi,1.6505259097468425*pi) q[3];\nu3(3.804000437617466*pi,3.075553831853962*pi,1.3310540327142966*pi) q[5];\nu3(3.1069640701424426*pi,0.8868203557249097*pi,1.8976881800162642*pi) q[6];\nu3(3.5563647832614906*pi,-0.24416876826121825*pi,4.390450774563676*pi) q[7];\nu3(3.8854802180321397*pi,2.4129298733463416*pi,1.5440413636771748*pi) q[8];\nu3(3.7535752421169652*pi,-0.36273097919084174*pi,3.9785968170326416*pi) q[9];\nu3(3.599594309090051*pi,2.5457262838639836*pi,1.0327376314434877*pi) q[10];\nu3(3.85066145721845*pi,0.8095777165288902*pi,2.1191934110076103*pi) q[11];\nu3(3.2605883869543413*pi,-0.3310032731310764*pi,4.361340998967864*pi) q[12];\nu3(3.4870234027836644*pi,0.015442674253662636*pi,0.9928710469089059*pi) q[13];\nu3(3.567636250820153*pi,0.03340117369322326*pi,4.164909831273667*pi) q[14];\nu3(3.2847384262571566*pi,2.291314343959974*pi,2.0141737106420345*pi) q[15];\nu3(3.2195307882718107*pi,0.9503470777491634*pi,1.2552671778609152*pi) q[16];\nRxxyyzz(0.44903440059425975*pi,0.3295386178880286*pi,0.07129974796372347*pi) q[15],q[0];\nRxxyyzz(0.4567592924068903*pi,0.23048321160227392*pi,3.9261569087010604*pi) q[9],q[2];\nRxxyyzz(0.4514569701634469*pi,0.33696574819370473*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.3456518939067*pi,0.18449333895320796*pi,3.91405329046386*pi) q[5],q[13];\nRxxyyzz(0.36763158150412956*pi,0.1810784227730112*pi,0.06215988560286875*pi) q[6],q[7];\nRxxyyzz(0.4442864156663999*pi,0.2588196390280801*pi,3.9020733086401*pi) q[11],q[8];\nRxxyyzz(0.4189054451351102*pi,0.2610325813624111*pi,0.08685884491621218*pi) q[16],q[12];\nu3(3.387256121196191*pi,2.149355460408681*pi,1.0335692265059313*pi) q[0];\nu3(3.115996607384963*pi,-0.025845264046029104*pi,1.1770044019582337*pi) q[2];\nu3(3.2232929619694897*pi,-0.27055852546165815*pi,1.0045719539391076*pi) q[3];\nu3(3.8385864745957936*pi,3.39513754355401*pi,3.523818314478828*pi) q[5];\nu3(3.3962084639741437*pi,2.0616584767307193*pi,1.0477135327340883*pi) q[6];\nu3(3.4304586391041854*pi,3.302361701901262*pi,2.2260541197822254*pi) q[7];\nu3(3.850441955088659*pi,0.44891565649326504*pi,2.455797301761594*pi) q[8];\nu3(3.3626368279522763*pi,3.243820140768923*pi,1.2514055465103862*pi) q[9];\nu3(3.48931281732989*pi,1.159528611352557*pi,1.0859411035807494*pi) q[10];\nu3(3.697898965930182*pi,3.292219883285788*pi,1.2869840508669288*pi) q[11];\nu3(3.7425992009057114*pi,0.006906756995057828*pi,3.5576969258935267*pi) q[12];\nu3(3.159959002683406*pi,2.559279687663534*pi,1.8059070981010135*pi) q[13];\nu3(3.7900407440264856*pi,-0.4280828960582116*pi,0.6132431249777319*pi) q[15];\nu3(3.679098632307229*pi,-0.4944748841567199*pi,0.7171699998788845*pi) q[16];\nRxxyyzz(0.43128836001135606*pi,0.21105012862733497*pi,0.0*pi) q[4],q[0];\nRxxyyzz(0.39959175682766035*pi,0.16891497071354078*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.4301342360715892*pi,0.27321377594567986*pi,0.11325761033161333*pi) q[2],q[15];\nRxxyyzz(0.45135345208074007*pi,0.33731413892184037*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.3857729350113002*pi,0.22605143625311006*pi,3.8957827785107906*pi) q[9],q[5];\nRxxyyzz(0.44477681175522*pi,0.34219750150701733*pi,0.187769932453987*pi) q[11],q[7];\nRxxyyzz(0.26248906149526974*pi,0.16018002885041904*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.40549609984817975*pi,0.16367834590674946*pi,0.10394908161132099*pi) q[12],q[13];\nu3(3.2289765920967524*pi,-0.3433876259993069*pi,2.4790559389750477*pi) q[0];\nu3(3.760948665807738*pi,3.130891543742493*pi,1.06837142300411*pi) q[1];\nu3(3.965098540896306*pi,0.40112328777614936*pi,1.2582637949807678*pi) q[2];\nu3(3.4370403228251822*pi,0.24710297785343482*pi,0.7403228381955302*pi) q[3];\nu3(3.729662185939291*pi,2.345143906161646*pi,1.8861542273904144*pi) q[4];\nu3(3.4572045651126007*pi,-0.4705816062053283*pi,1.0709949968762*pi) q[5];\nu3(3.3972663963735554*pi,0.25701718996593015*pi,1.6511073257299866*pi) q[6];\nu3(3.6854885974251195*pi,3.087616437896106*pi,0.7087697887736393*pi) q[7];\nu3(3.80156762211209*pi,2.6011012717022695*pi,1.6549938552755266*pi) q[8];\nu3(3.3656044017922127*pi,-0.10747556420648885*pi,1.875875503020141*pi) q[9];\nu3(3.505138252792886*pi,2.3820228625390274*pi,1.3189496680903345*pi) q[11];\nu3(3.0381089435008994*pi,2.3098872841946876*pi,0.7092982218676899*pi) q[12];\nu3(3.217069983693775*pi,3.486634120313539*pi,2.5377465242000596*pi) q[13];\nu3(3.4368318506278914*pi,3.091939766461236*pi,2.075924678442114*pi) q[14];\nu3(3.38697031366468*pi,2.1904031713234904*pi,0.6729746204292443*pi) q[15];\nu3(3.462221916509364*pi,2.4601915719364804*pi,1.5253320651822966*pi) q[16];\nRxxyyzz(0.38848099518064927*pi,0.34104728719607064*pi,3.868368876039471*pi) q[0],q[15];\nRxxyyzz(0.4538719201063095*pi,0.09733458563260344*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.3866082002875898*pi,0.23500912604017798*pi,0.12225118939084283*pi) q[2],q[14];\nRxxyyzz(0.44537048007649993*pi,0.3760342658179089*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.39635860670919015*pi,0.18541451095414407*pi,0.11557088459114605*pi) q[13],q[4];\nRxxyyzz(0.3718005000173896*pi,0.13823740846031396*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.44302677624513015*pi,0.2610240000703411*pi,3.94397812763948*pi) q[12],q[7];\nRxxyyzz(0.3442673203697301*pi,0.19706342108555486*pi,0.15957862175727655*pi) q[11],q[10];\nu3(3.337973679732742*pi,2.53918389023353*pi,1.9312420568956796*pi) q[0];\nu3(3.632839167656464*pi,2.060522894414449*pi,1.2794614058294282*pi) q[1];\nu3(3.6470713494446336*pi,-0.47071159131016227*pi,3.4028311163944123*pi) q[2];\nu3(3.7116019733620003*pi,3.1001388385962074*pi,1.3551980196713318*pi) q[3];\nu3(3.896909579375768*pi,2.141381616616718*pi,4.205045696615519*pi) q[4];\nu3(3.8181676180421613*pi,3.3586354904520124*pi,1.0531841282648546*pi) q[5];\nu3(3.522304428561138*pi,1.9931964150152286*pi,1.5027178620124906*pi) q[6];\nu3(3.6166253770553767*pi,-0.3945896452320735*pi,2.3086552331398575*pi) q[7];\nu3(3.6213834337005517*pi,-0.3093967779320812*pi,1.7069757209153402*pi) q[8];\nu3(3.502257746253533*pi,2.6759555926440366*pi,0.6136588513970185*pi) q[10];\nu3(3.6011035412352506*pi,-0.14216664748193164*pi,4.250451286232082*pi) q[11];\nu3(3.873325096360069*pi,0.7071185628473808*pi,1.241428783223951*pi) q[12];\nu3(3.3189863230177488*pi,-0.4794848041580798*pi,3.2169484127079455*pi) q[13];\nu3(3.7041822097243666*pi,0.19725352135781282*pi,4.444253994514343*pi) q[14];\nu3(3.567883720458789*pi,2.3852774226598443*pi,1.8620386924603278*pi) q[15];\nu3(3.9052556661462132*pi,3.1249333601614517*pi,2.0528458197460915*pi) q[16];\nRxxyyzz(0.3620067146546162*pi,0.16244949467066416*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.33492945155722*pi,0.15984003455166285*pi,0.08090016616297335*pi) q[1],q[16];\nRxxyyzz(0.4559359047743803*pi,0.22122520396652523*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4555461536902293*pi,0.17502376926507512*pi,3.9126052762368198*pi) q[6],q[4];\nRxxyyzz(0.4196374164661491*pi,0.18955706358007735*pi,0.04221606011134447*pi) q[11],q[5];\nRxxyyzz(0.4242872200633894*pi,0.21315690700564707*pi,3.8029932404543705*pi) q[9],q[7];\nRxxyyzz(0.40124395847673*pi,0.3739105370872249*pi,0.13182424836222406*pi) q[14],q[10];\nRxxyyzz(0.27216666531014977*pi,0.14194263003912955*pi,3.9317260012458295*pi) q[15],q[12];\nu3(3.3363791077534786*pi,0.8676453992413586*pi,1.3728337985076378*pi) q[0];\nu3(3.282949034521988*pi,-0.015029181524562452*pi,1.1901632288011192*pi) q[1];\nu3(3.453137947331452*pi,0.5398158879081991*pi,0.6223885186297531*pi) q[2];\nu3(3.5487656749028242*pi,0.5190397472027937*pi,1.6965379495501836*pi) q[3];\nu3(3.625582346743499*pi,-0.07517900224511942*pi,1.29489114772635*pi) q[4];\nu3(3.4693167714895403*pi,1.3669035331288564*pi,0.5693780144554725*pi) q[5];\nu3(3.15632903669954*pi,3.3076104486169022*pi,0.9324635901270231*pi) q[6];\nu3(3.588352900322122*pi,-0.4859340161822544*pi,2.3706547782517084*pi) q[7];\nu3(3.455699434545518*pi,0.9430372775389553*pi,1.9960914483233183*pi) q[8];\nu3(3.199499886384792*pi,2.909077373116739*pi,0.8734652341300237*pi) q[9];\nu3(3.176544492670435*pi,-0.03111352143684787*pi,1.0231215324888925*pi) q[10];\nu3(3.401448611864267*pi,0.00783317878927381*pi,4.185755346407607*pi) q[11];\nu3(3.6978429760219957*pi,0.3763352035393708*pi,0.5422221142642387*pi) q[12];\nu3(3.736651726088212*pi,1.3395044542073227*pi,0.8361100882944079*pi) q[14];\nu3(3.283307651257204*pi,-0.2590571308913695*pi,2.2579952424439766*pi) q[15];\nu3(3.6274921896190517*pi,2.658215575783984*pi,0.7285293038148916*pi) q[16];\nRxxyyzz(0.45011225571517965*pi,0.23061079300679915*pi,0.08682262199903562*pi) q[2],q[0];\nRxxyyzz(0.45767984531198014*pi,0.39460090464153996*pi,3.874382286536271*pi) q[1],q[6];\nRxxyyzz(0.46003377492139996*pi,0.1530363994657268*pi,3.9545378269327998*pi) q[5],q[3];\nRxxyyzz(0.4342402427936394*pi,0.19709128249733346*pi,3.9110697418158105*pi) q[9],q[4];\nRxxyyzz(0.485823887514658*pi,0.1337992437566018*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.40090756757560975*pi,0.12726196789770003*pi,3.92399147674163*pi) q[8],q[15];\nRxxyyzz(0.4086721146833596*pi,0.21979098097074534*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4323453762150291*pi,0.3666841270600121*pi,3.89684099094456*pi) q[16],q[12];\nu3(3.5455703158199454*pi,3.3683105148348695*pi,3.6038997802173176*pi) q[0];\nu3(3.413558960527165*pi,2.3967788218749737*pi,2.3493058469686*pi) q[1];\nu3(3.7990702928035005*pi,1.1500967981855734*pi,4.416491507908282*pi) q[2];\nu3(3.4081581279698696*pi,3.1735898381459853*pi,1.391024330635414*pi) q[3];\nu3(3.5076854810509555*pi,2.896358641185304*pi,1.6486463101253865*pi) q[4];\nu3(3.4749339282617537*pi,3.4188688720477756*pi,2.345958401270856*pi) q[5];\nu3(3.1895396477618014*pi,3.171895316765055*pi,0.8800148466132975*pi) q[6];\nu3(3.7646851489351985*pi,0.16214078424755018*pi,0.6264139241560214*pi) q[7];\nu3(3.2478595453384105*pi,3.211391860447992*pi,1.0848204568336381*pi) q[8];\nu3(3.677471276491655*pi,0.11438282453453963*pi,0.6224064401312557*pi) q[9];\nu3(3.815414669082627*pi,-0.09778318697038213*pi,1.0405069352269485*pi) q[10];\nu3(3.10257489896611*pi,2.6883707605354337*pi,1.4438370674524792*pi) q[11];\nu3(3.810400887296042*pi,2.808877740395797*pi,2.479420476299646*pi) q[12];\nu3(3.2787915577305924*pi,0.9822614790663173*pi,1.0494656751235951*pi) q[13];\nu3(3.6410388056643708*pi,-0.1559978557670239*pi,0.9424884512796203*pi) q[15];\nu3(3.6517679120365316*pi,0.33423189616605264*pi,1.717745452981548*pi) q[16];\nRxxyyzz(0.40278621556221095*pi,0.26743172137466065*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4108698098163567*pi,0.21630871167442223*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4916410212185195*pi,0.31494760740358896*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.41040720548086973*pi,0.2569460224085808*pi,0.22437910846887013*pi) q[5],q[6];\nRxxyyzz(0.4183917278318897*pi,0.14589593210202412*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.26759511373985934*pi,0.21958498325464015*pi,3.959946003335359*pi) q[8],q[14];\nRxxyyzz(0.46086435209297966*pi,0.33855808132380855*pi,3.9124222446997106*pi) q[12],q[11];\nRxxyyzz(0.3819966911617597*pi,0.22656773822605114*pi,0.0*pi) q[15],q[13];\nu3(3.7663303864647855*pi,-0.2428128681378771*pi,0.6544143460602854*pi) q[1];\nu3(3.5185826950270025*pi,3.0271918171823287*pi,0.5956928419459636*pi) q[2];\nu3(3.4616470673722413*pi,0.8253398809738666*pi,1.7376238922545366*pi) q[3];\nu3(3.817257339324299*pi,2.4595048865134173*pi,1.3662775224926345*pi) q[4];\nu3(3.4544671413182666*pi,-0.31929332387416753*pi,1.8147701251824433*pi) q[5];\nu3(3.691268668515157*pi,-0.45897559319623515*pi,3.922200675274916*pi) q[6];\nu3(3.176894266165487*pi,3.2301970819229826*pi,1.6586692231101092*pi) q[7];\nu3(3.5528100508785907*pi,-0.4581393942359242*pi,0.5313707098104961*pi) q[8];\nu3(3.1106810153505915*pi,-0.28911826570425614*pi,1.2186278012684206*pi) q[9];\nu3(3.861723385771204*pi,-0.10726220379220175*pi,0.5580603431090481*pi) q[10];\nu3(3.175755343620524*pi,2.784627490071439*pi,1.3864855023302893*pi) q[11];\nu3(3.7393032646241413*pi,0.7028854007439806*pi,1.959084913133322*pi) q[12];\nu3(3.7692336304611547*pi,1.1720189691395937*pi,1.3511243985172479*pi) q[13];\nu3(3.5635921639916557*pi,3.299394175246134*pi,1.9787199785550982*pi) q[14];\nu3(3.261038297198107*pi,-0.3535572884079209*pi,3.65247317985768*pi) q[15];\nu3(3.6532050579611544*pi,3.0773132374356487*pi,1.5100066067339923*pi) q[16];\nRxxyyzz(0.43868782119191996*pi,0.2343534937713383*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.44832729744423716*pi,0.10144150948794572*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4184033412594701*pi,0.19909131412998804*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.45162007169231*pi,0.347474845009037*pi,0.0*pi) q[4],q[5];\nRxxyyzz(0.45900483677963033*pi,0.3511543445271781*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.3745184049157997*pi,0.18343416353726913*pi,3.88293423258558*pi) q[8],q[12];\nRxxyyzz(0.4297147189893895*pi,0.3231913877761299*pi,3.8291124667347898*pi) q[9],q[13];\nRxxyyzz(0.4299026718694101*pi,0.1491150554434162*pi,0.0*pi) q[10],q[15];\nu3(3.2907904772881373*pi,-0.46423090804313993*pi,1.827354674332298*pi) q[0];\nu3(3.4992652362063446*pi,-0.30566167252602205*pi,0.9708477656321981*pi) q[1];\nu3(3.8273876357258243*pi,-0.16533911783701793*pi,1.025192861583911*pi) q[2];\nu3(3.7784671678984454*pi,-0.11620406603478795*pi,2.273156120021695*pi) q[4];\nu3(3.5363187350599605*pi,-0.06598512217348429*pi,0.9480544320072659*pi) q[5];\nu3(3.623476500492046*pi,0.15362850256372218*pi,1.8741906475097876*pi) q[6];\nu3(3.668440858378964*pi,0.5337751042875258*pi,2.010675347434462*pi) q[7];\nu3(3.2923765653303416*pi,3.426555177484393*pi,1.9940048351879*pi) q[8];\nu3(3.6056844621316504*pi,2.7717522997955557*pi,2.2032415003894896*pi) q[9];\nu3(3.3517386278452186*pi,0.8082483261999538*pi,0.9788058786954383*pi) q[10];\nu3(3.1747743122938914*pi,0.027953706486647523*pi,0.6328890261350826*pi) q[11];\nu3(3.306112777436856*pi,-0.19667598407936593*pi,2.036261506843898*pi) q[12];\nu3(3.4689932014176175*pi,0.8971984449890416*pi,2.131282922741152*pi) q[13];\nu3(3.711639586611951*pi,2.1119236551336518*pi,1.691279549547731*pi) q[14];\nu3(3.506175891014075*pi,0.8907588352152622*pi,1.8519602594606985*pi) q[15];\nu3(3.763294038661693*pi,1.870522599083161*pi,1.5008061402801554*pi) q[16];\nRxxyyzz(0.3251107383577593*pi,0.16247315490048297*pi,0.12745459210344112*pi) q[8],q[0];\nRxxyyzz(0.4242753818802676*pi,0.3051372014064413*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.42333944324451966*pi,0.28975887937727685*pi,3.90525002390259*pi) q[9],q[2];\nRxxyyzz(0.44505278490815003*pi,0.37803702260348304*pi,0.2205791598569028*pi) q[5],q[3];\nRxxyyzz(0.35639462267300004*pi,0.1443951848275653*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.27227802110377025*pi,0.21619967171320598*pi,3.823971243250201*pi) q[16],q[6];\nRxxyyzz(0.40807156162368946*pi,0.3049491172755743*pi,3.9149348481647*pi) q[14],q[10];\nRxxyyzz(0.45387609948445023*pi,0.2993066620411781*pi,0.22166237977994963*pi) q[15],q[11];\nu3(3.795447327591238*pi,2.010051693668782*pi,0.7810480514648417*pi) q[0];\nu3(3.658205536010555*pi,-0.4759542643236342*pi,3.645231322819167*pi) q[1];\nu3(3.7448524545460113*pi,0.5539585072417905*pi,1.9473391377304088*pi) q[2];\nu3(3.4762178841105364*pi,3.0167091525356344*pi,3.371934229480411*pi) q[3];\nu3(3.4556528157121758*pi,2.833519330852112*pi,1.9550409170920269*pi) q[4];\nu3(3.504435886480061*pi,0.7938412684147351*pi,4.248073489648142*pi) q[5];\nu3(3.2551026064834883*pi,3.31626099810657*pi,3.8191699521695655*pi) q[6];\nu3(3.681859921583385*pi,0.3828788360768123*pi,0.6163166618069025*pi) q[7];\nu3(3.488891902037945*pi,0.2686147161636572*pi,0.6879730555683723*pi) q[8];\nu3(3.44525261061293*pi,3.0470173074733173*pi,0.617955981647206*pi) q[9];\nu3(3.665850050124769*pi,3.03502021784256*pi,0.8165181724982515*pi) q[10];\nu3(3.64052742420204*pi,2.91146745829069*pi,4.0578695466503145*pi) q[11];\nu3(3.3725361181981484*pi,-0.3935083102958874*pi,1.814182461707144*pi) q[13];\nu3(3.213749045270166*pi,3.3500848454905197*pi,2.3209675229430293*pi) q[14];\nu3(3.7885555549053187*pi,3.4832578596278436*pi,4.247568140866243*pi) q[15];\nu3(3.131290043165092*pi,1.0983609818507483*pi,1.2273827815140443*pi) q[16];\nRxxyyzz(0.26946777955375995*pi,0.16549069998227006*pi,3.9053654713660997*pi) q[5],q[0];\nRxxyyzz(0.4358553355902236*pi,0.23162493307784993*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.38619756233301905*pi,0.1165003285766969*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4336528058795399*pi,0.33244436580947406*pi,3.86367306682752*pi) q[3],q[6];\nRxxyyzz(0.4597182214400978*pi,0.27783726776857887*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.43454963115302914*pi,0.25927018284263265*pi,3.9473958083976997*pi) q[8],q[14];\nRxxyyzz(0.43744900782757984*pi,0.12335768957727741*pi,0.07186910361729025*pi) q[15],q[12];\nRxxyyzz(0.3951079058256795*pi,0.3438834228507952*pi,0.09128472835207538*pi) q[16],q[13];\nu3(3.383834996197833*pi,0.42576556209037764*pi,0.5346952848970954*pi) q[0];\nu3(3.097512719849014*pi,-0.4546747012081798*pi,2.0925215277580094*pi) q[1];\nu3(3.759161629636859*pi,2.8969416234839622*pi,0.562598810174463*pi) q[2];\nu3(3.47196098356889*pi,3.117166728909151*pi,1.0662019749353773*pi) q[3];\nu3(3.187661356545464*pi,3.2584767814166105*pi,0.9051206855372588*pi) q[4];\nu3(3.1918517223580145*pi,0.49504955739119916*pi,4.328286540353942*pi) q[5];\nu3(3.4065078983456516*pi,2.1300973933634073*pi,1.9850782225970915*pi) q[6];\nu3(3.817131893235379*pi,3.2488423572977103*pi,4.215536886323221*pi) q[7];\nu3(3.143953297374376*pi,3.021658888152439*pi,1.6057479210078713*pi) q[8];\nu3(3.4992297899555083*pi,0.7869586053938691*pi,1.7970869484702519*pi) q[9];\nu3(3.586619779690388*pi,0.39587425047650404*pi,1.2633049386601773*pi) q[11];\nu3(3.5438013967502915*pi,0.6346442102733079*pi,1.9053066336203952*pi) q[12];\nu3(3.1139768418554215*pi,-0.3562800576776769*pi,2.3284419005776447*pi) q[13];\nu3(3.9398649313237892*pi,0.38203748884711985*pi,2.4568282990638313*pi) q[14];\nu3(3.577167028907287*pi,3.072954768882313*pi,2.9437233844697994*pi) q[15];\nu3(3.949710446261112*pi,-0.35506118058822744*pi,2.7120392657279235*pi) q[16];\nRxxyyzz(0.40503303642594946*pi,0.2591425750756311*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.4709475239373798*pi,0.2802501555730119*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.36010187460902005*pi,0.22626478423235818*pi,3.8916869299125896*pi) q[2],q[12];\nRxxyyzz(0.3657808851747494*pi,0.23127297238211875*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.4577272260920996*pi,0.2968921655408731*pi,3.7899157127703202*pi) q[4],q[6];\nRxxyyzz(0.3293587399699702*pi,0.23670270909030722*pi,0.0*pi) q[16],q[5];\nRxxyyzz(0.4556509669077511*pi,0.3320732172210432*pi,0.0*pi) q[8],q[10];\nu3(3.317750494534936*pi,0.6279910564385778*pi,1.8717417225449378*pi) q[0];\nu3(3.7840087144241425*pi,1.01714100814793*pi,1.8145592910769484*pi) q[1];\nu3(3.4868754733408185*pi,-0.22276210672036262*pi,2.0410942073838436*pi) q[2];\nu3(3.68011220677752*pi,0.4711227618991909*pi,1.3960260827012823*pi) q[3];\nu3(3.475103758364476*pi,-0.1879206194455012*pi,1.3752796001431344*pi) q[4];\nu3(3.7157153531835023*pi,3.464877480291634*pi,1.3978122250486922*pi) q[5];\nu3(3.363245711830007*pi,3.373532406759243*pi,2.405530060335244*pi) q[6];\nu3(3.6352055065233078*pi,2.581376950266622*pi,4.485907099208576*pi) q[8];\nu3(3.5152886637062983*pi,-0.0535387853399103*pi,1.4690700490337614*pi) q[10];\nu3(3.6959280012518945*pi,-0.14367541957270524*pi,1.4520436512417965*pi) q[12];\nu3(3.825367580907363*pi,2.201627771901494*pi,1.540737967541962*pi) q[13];\nu3(3.301136574293956*pi,1.8154359232964477*pi,1.657222865008106*pi) q[14];\nu3(3.4405453252103975*pi,0.2567537893713602*pi,0.8057038174255474*pi) q[15];\nu3(3.326214978415323*pi,-0.16857012897897827*pi,3.491461592893871*pi) q[16];\nRxxyyzz(0.33818882501420966*pi,0.26974124970090174*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.45163757745946986*pi,0.39552452927759596*pi,3.9146316650456097*pi) q[1],q[14];\nRxxyyzz(0.3756020393774294*pi,0.2935045502203439*pi,0.10464936705932823*pi) q[8],q[2];\nRxxyyzz(0.4898427265657991*pi,0.21476964444627367*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.42237449436732055*pi,0.17498384800530276*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3899927322097097*pi,0.3460385333750938*pi,3.84534460567479*pi) q[9],q[6];\nRxxyyzz(0.40314371238905977*pi,0.109403732137963*pi,0.09095624404304191*pi) q[7],q[16];\nRxxyyzz(0.4540499102754395*pi,0.2664749724244176*pi,0.04578632827827276*pi) q[13],q[11];\nu3(3.5358959688296205*pi,1.2448700568154347*pi,1.3087406056134405*pi) q[0];\nu3(3.388429074696753*pi,2.169789446602704*pi,1.8668639667858424*pi) q[1];\nu3(3.1348742828897964*pi,0.9626527289410851*pi,3.009300540688877*pi) q[2];\nu3(3.5045138704723158*pi,-0.46589833061674407*pi,1.8650559041656987*pi) q[4];\nu3(3.556518553654634*pi,2.084327066139434*pi,1.245877519606472*pi) q[5];\nu3(3.157787295330982*pi,0.3957967215301148*pi,1.9858175967832388*pi) q[6];\nu3(3.5605387832103674*pi,3.0207496569236882*pi,1.6973023371393248*pi) q[7];\nu3(3.5562013564887813*pi,2.3486255370056943*pi,4.358411501928666*pi) q[8];\nu3(3.4395480739596764*pi,0.10989197270960327*pi,1.7496171275671113*pi) q[9];\nu3(3.885496097582916*pi,3.03056129873859*pi,0.667680511569982*pi) q[10];\nu3(3.6349350166359815*pi,2.9675743109313806*pi,4.444174253859524*pi) q[11];\nu3(3.3335506248752123*pi,2.0377937749273176*pi,1.127244051060936*pi) q[12];\nu3(3.145712535013424*pi,2.9553518601860467*pi,4.405183229336372*pi) q[13];\nu3(3.7813965267205636*pi,1.8468676014389338*pi,1.3056879655667388*pi) q[14];\nu3(3.595155840595756*pi,1.8678316136833715*pi,4.224758144685836*pi) q[15];\nu3(3.2859223737870265*pi,3.3678654535903947*pi,0.7451877642564062*pi) q[16];\nmeasure q[2] -> c[8];\nRxxyyzz(0.40950364494622005*pi,0.3066161564465517*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.3538991914598557*pi,0.22073750922050106*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.4116106310483295*pi,0.11524918325551792*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.2738596745097599*pi,0.23172804130078406*pi,0.11605465668895931*pi) q[8],q[6];\nRxxyyzz(0.43832032165463974*pi,0.3449556820742763*pi,0.04907452541203655*pi) q[9],q[11];\nRxxyyzz(0.4349127937822601*pi,0.1948589189749549*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4668884653373603*pi,0.16216685849568124*pi,0.0*pi) q[16],q[12];\nRxxyyzz(0.3286865655730724*pi,0.25543209164021974*pi,0.0*pi) q[14],q[15];\nu3(3.375404726361145*pi,0.8217438089447193*pi,1.417827618801061*pi) q[0];\nu3(3.8915220199241087*pi,3.4164322524535264*pi,4.012360679211112*pi) q[1];\nu3(3.6364770160251156*pi,-0.2971400050073318*pi,2.291375517188558*pi) q[3];\nu3(3.3601307239098253*pi,0.15109630123940765*pi,2.244120155194754*pi) q[4];\nu3(0.47018673691024715*pi,0.35730137822209895*pi,1.2523812430671348*pi) q[5];\nu3(2.42611701399169*pi,0.5780254415617703*pi,4.131902494889188*pi) q[6];\nu3(3.8535272638283384*pi,-0.3120571198992583*pi,0.688564815191059*pi) q[7];\nu3(1.5801875107304886*pi,-0.03680891041549533*pi,1.4751191578252107*pi) q[8];\nu3(3.54955957104062*pi,2.3492445652665426*pi,1.8836567330844192*pi) q[9];\nu3(3.2120714393559004*pi,2.9156593797903385*pi,0.76885564315051*pi) q[10];\nu3(3.640003452468516*pi,-0.25237376409498413*pi,4.336217688237902*pi) q[11];\nu3(3.824901721910632*pi,-0.3537550584554962*pi,0.6195244823287496*pi) q[12];\nu3(3.6830992206146487*pi,0.9033530242242178*pi,2.017289524921469*pi) q[13];\nu3(0.4416256286236589*pi,1.1001357890946262*pi,1.1770144994453315*pi) q[14];\nu3(1.0688740824075367*pi,0.43806861722840107*pi,1.5500636249021318*pi) q[15];\nu3(3.7902266157068136*pi,0.4494934889914177*pi,4.0368285215929625*pi) q[16];\nmeasure q[9] -> c[0];\nmeasure q[10] -> c[1];\nmeasure q[4] -> c[2];\nmeasure q[16] -> c[3];\nmeasure q[3] -> c[4];\nmeasure q[0] -> c[5];\nmeasure q[15] -> c[6];\nmeasure q[8] -> c[7];\nmeasure q[5] -> c[9];\nmeasure q[7] -> c[10];\nmeasure q[13] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[14] -> c[13];\nmeasure q[11] -> c[14];\nmeasure q[1] -> c[15];\nmeasure q[6] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.756304110538831*pi,-0.056958038728934346*pi,2.2475416916057283*pi) q[0];\nu3(3.409562885949064*pi,3.183930843966526*pi,2.3008465226939654*pi) q[1];\nu3(3.2556362696651*pi,-0.056755695103158144*pi,0.9571290713625418*pi) q[2];\nu3(3.9733668578604857*pi,3.096713893043379*pi,4.397238841998903*pi) q[3];\nu3(3.897100367501972*pi,2.7877520477491116*pi,3.8939303325290484*pi) q[4];\nu3(3.872236260636352*pi,3.4044981676155266*pi,4.4417133154584265*pi) q[5];\nu3(3.554197044467787*pi,2.378082611764588*pi,3.994123591536359*pi) q[6];\nu3(3.3880919375446554*pi,0.852240564026391*pi,2.525386500340099*pi) q[7];\nu3(3.362840343952394*pi,2.0424143794984344*pi,0.6518262552336942*pi) q[8];\nu3(3.24421436335814*pi,2.710911454095582*pi,0.7614503192319324*pi) q[9];\nu3(3.323851947081315*pi,0.43975106446277945*pi,1.1935339098663862*pi) q[10];\nu3(3.617266994104114*pi,3.129231278954972*pi,4.466918345405974*pi) q[11];\nu3(3.3041401945583955*pi,0.19240409034265704*pi,2.843333031359269*pi) q[12];\nu3(3.6465109570824694*pi,1.3864617527489331*pi,4.4937015656562895*pi) q[13];\nu3(3.8294948521633287*pi,-0.10186838206731702*pi,4.214222911441472*pi) q[14];\nu3(3.201062228143509*pi,0.8878596749354233*pi,3.8069719974383087*pi) q[15];\nu3(3.2707849497657477*pi,0.40398080897968147*pi,3.8696249787697603*pi) q[16];\nRxxyyzz(0.4566189574995182*pi,0.23795803750716282*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.42638176104703995*pi,0.3124862850235097*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.45744624950715995*pi,0.2048401112674183*pi,0.08519227890960535*pi) q[2],q[12];\nRxxyyzz(0.3880858886963*pi,0.12390923812852184*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3988927742522295*pi,0.21935949750791636*pi,3.92441839398197*pi) q[5],q[9];\nRxxyyzz(0.31037800336276977*pi,0.17332423129458752*pi,3.8899089215715503*pi) q[6],q[13];\nRxxyyzz(0.43265046975434956*pi,0.29744456750816406*pi,3.9391642164705996*pi) q[7],q[16];\nRxxyyzz(0.35231650997269026*pi,0.13800971930803319*pi,0.0*pi) q[11],q[15];\nu3(3.5221830075799314*pi,-0.022719449805991165*pi,1.3046174784372302*pi) q[0];\nu3(3.782729194679261*pi,-0.40355075884930347*pi,1.845874964691726*pi) q[1];\nu3(3.419358431912956*pi,3.1037264483568294*pi,3.274078381183269*pi) q[2];\nu3(3.421502221165606*pi,-0.2526512630123753*pi,2.1062282109576467*pi) q[3];\nu3(3.6156085898402273*pi,-0.19577690207874365*pi,0.8372704553730388*pi) q[4];\nu3(3.347340960747093*pi,-0.3943169115849082*pi,1.380017449805106*pi) q[5];\nu3(3.9256345577595426*pi,-0.19248822768083185*pi,2.3635001453998377*pi) q[6];\nu3(3.2814157687882695*pi,2.7271267198989295*pi,1.3985706984318316*pi) q[7];\nu3(3.9083785862117897*pi,-0.09017345448630754*pi,1.0010769717454013*pi) q[8];\nu3(3.441921357693245*pi,-0.432156794006771*pi,0.7547488585726188*pi) q[9];\nu3(3.6022618372488284*pi,1.0550347887879168*pi,1.2661099283482542*pi) q[10];\nu3(3.4736086372083115*pi,2.1257825188637662*pi,3.824617593250873*pi) q[11];\nu3(3.6669318330372236*pi,2.1741561260396036*pi,0.8134402410666141*pi) q[12];\nu3(3.518728091883333*pi,3.4824859385959455*pi,0.626641900857948*pi) q[13];\nu3(3.214396133893384*pi,0.6226978640841758*pi,1.7579053884525309*pi) q[15];\nu3(3.417339755737191*pi,1.1522769738757983*pi,2.280331701590261*pi) q[16];\nRxxyyzz(0.451886402567219*pi,0.17774338265823345*pi,0.1014127523654254*pi) q[0],q[6];\nRxxyyzz(0.31188221981051056*pi,0.22787205352103568*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4042030483644198*pi,0.256196759639124*pi,3.8819043032146805*pi) q[2],q[9];\nRxxyyzz(0.4146591122935799*pi,0.3028835943999608*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4273681295572195*pi,0.2657447350931941*pi,3.9574812948278404*pi) q[5],q[13];\nRxxyyzz(0.4557790124346202*pi,0.2831557578129122*pi,0.05159600140047656*pi) q[7],q[15];\nRxxyyzz(0.31732120983501*pi,0.09918337691594703*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.4073875393357*pi,0.22185832937263533*pi,3.8818875514825404*pi) q[10],q[12];\nu3(3.203740440784979*pi,1.2760487579041686*pi,4.473917868962487*pi) q[0];\nu3(3.3726263505468723*pi,3.2632134305722156*pi,2.4085268825906505*pi) q[1];\nu3(3.2914040416212904*pi,2.6555208963359545*pi,2.084933661075503*pi) q[2];\nu3(3.8591627965876*pi,2.138561466981243*pi,2.458513800886733*pi) q[3];\nu3(3.4439678613940106*pi,0.3195339747442637*pi,1.12671545468798*pi) q[4];\nu3(3.1907308026781322*pi,0.5271347044005046*pi,2.282441626048064*pi) q[5];\nu3(3.417838603120001*pi,-0.005941594715349663*pi,3.2110453485335624*pi) q[6];\nu3(3.5913904165240993*pi,2.061403825797108*pi,4.200012278295046*pi) q[7];\nu3(3.1617624445639168*pi,-0.37528494232353704*pi,2.3594608255011917*pi) q[8];\nu3(3.4794368636010815*pi,-0.20333373389885978*pi,1.1786453695247001*pi) q[9];\nu3(3.1905533730160665*pi,1.0980567439485729*pi,0.8861470019397917*pi) q[10];\nu3(3.2773965907444644*pi,3.3768846793160434*pi,2.463103108120874*pi) q[11];\nu3(3.504806914756511*pi,2.218052807835174*pi,1.8915683705860524*pi) q[12];\nu3(3.12805808717159*pi,2.5395981555740668*pi,1.3357755602111312*pi) q[13];\nu3(3.2269042996019146*pi,0.29022598900901175*pi,4.468177822144021*pi) q[15];\nu3(3.4552340362273704*pi,1.3095440805451402*pi,1.6032705200546977*pi) q[16];\nRxxyyzz(0.44654603903174106*pi,0.1309111572386974*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4407720748470806*pi,0.19991807542600348*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3828741997396736*pi,0.29787468927028216*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.4444213856405893*pi,0.19558384057882525*pi,3.8992474026887898*pi) q[3],q[13];\nRxxyyzz(0.36353341340533996*pi,0.15238124212236093*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4058067081921796*pi,0.189241583087158*pi,0.1089491736274667*pi) q[9],q[12];\nRxxyyzz(0.42673353388597035*pi,0.34101359772026824*pi,0.17599582660391602*pi) q[10],q[15];\nRxxyyzz(0.40355344699131934*pi,0.12809115603697172*pi,3.949263384731891*pi) q[11],q[14];\nu3(3.689075869284258*pi,-0.34714241469130436*pi,1.1599897244340163*pi) q[0];\nu3(3.7715583077559067*pi,-0.39523554056352983*pi,0.5562711674873856*pi) q[1];\nu3(3.412082828696246*pi,0.029372992237900686*pi,4.409862503313031*pi) q[2];\nu3(3.285324502312557*pi,0.46834553688901936*pi,1.2618660829029626*pi) q[3];\nu3(3.6881390947114694*pi,2.505680929045333*pi,1.2848777105325522*pi) q[4];\nu3(3.535788259516478*pi,-0.32574222683621623*pi,3.860437923575217*pi) q[5];\nu3(3.5933546660149775*pi,0.4386538744323225*pi,1.3707253520682254*pi) q[7];\nu3(3.040843417687905*pi,3.3315673727023727*pi,4.403105891781925*pi) q[8];\nu3(3.708383128437577*pi,2.6066276433530797*pi,0.802815552627712*pi) q[9];\nu3(3.3201110351497984*pi,-0.45296501730407845*pi,3.7783553774899845*pi) q[10];\nu3(3.641548111643755*pi,2.787997222511312*pi,2.0819798188402543*pi) q[11];\nu3(3.4801191787904364*pi,0.058884918742308834*pi,3.1705969147032693*pi) q[12];\nu3(3.835822465729014*pi,2.3493846236381994*pi,0.6854731857348995*pi) q[13];\nu3(3.285435608345012*pi,3.2797473269744915*pi,2.081512456516963*pi) q[14];\nu3(3.1092561487063506*pi,3.390884283168594*pi,1.44963930920159*pi) q[15];\nu3(3.2425229665064386*pi,-0.21981833466207146*pi,3.8170185923838975*pi) q[16];\nRxxyyzz(0.42584924675041946*pi,0.16940204900543965*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.4466394010108098*pi,0.3071697346463416*pi,3.83078656937068*pi) q[1],q[13];\nRxxyyzz(0.45053804198693825*pi,0.2081643113443079*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4362206189063599*pi,0.2923791159189064*pi,0.046595686012314626*pi) q[5],q[6];\nRxxyyzz(0.3942253175304495*pi,0.24659979940048166*pi,3.8999293337127807*pi) q[7],q[16];\nRxxyyzz(0.31019676385795014*pi,0.060356745180269566*pi,3.9567364321382*pi) q[9],q[10];\nRxxyyzz(0.4163540982993399*pi,0.3390345918734896*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.39449526885637*pi,0.26865832741063*pi,0.1443549883551229*pi) q[12],q[14];\nu3(3.583143547892068*pi,2.2168679624284473*pi,1.6706546244825011*pi) q[0];\nu3(3.333477541064528*pi,-0.1975733906726041*pi,1.6034359039035384*pi) q[1];\nu3(3.4692347464786*pi,-0.028892473160949672*pi,1.295698347963448*pi) q[2];\nu3(3.268712852065726*pi,0.4311040262065925*pi,0.8150122332448156*pi) q[4];\nu3(3.2120895189454592*pi,3.4399452605777956*pi,3.5324517655065457*pi) q[5];\nu3(3.841422713764416*pi,0.31200085971329083*pi,4.440113415931966*pi) q[6];\nu3(3.528934310564404*pi,0.2843444300696636*pi,0.7188858871039367*pi) q[7];\nu3(3.4037198941618962*pi,3.3215780263254833*pi,1.0019748986086214*pi) q[8];\nu3(3.2223389128121886*pi,3.420943386812406*pi,1.5554390190211533*pi) q[9];\nu3(3.814942925761931*pi,3.226395057181821*pi,4.091432272906901*pi) q[10];\nu3(3.5061711186886986*pi,-0.25532465797010323*pi,4.349167725457452*pi) q[11];\nu3(3.0879330028800345*pi,2.9953913078212495*pi,4.287645738136675*pi) q[12];\nu3(3.1634013785853834*pi,3.1937928113075413*pi,1.2107211769347326*pi) q[13];\nu3(3.7968512571711135*pi,2.969813705205512*pi,0.7113811302003242*pi) q[14];\nu3(3.377653814883225*pi,-0.3292699764146478*pi,0.5574485862264618*pi) q[15];\nu3(3.579714755887197*pi,-0.4807051420510374*pi,2.281293096621403*pi) q[16];\nRxxyyzz(0.3864320208495995*pi,0.25101071236924355*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.42934160749668004*pi,0.21949365594011727*pi,0.1318992697716471*pi) q[1],q[9];\nRxxyyzz(0.4464459619514898*pi,0.3732127455828014*pi,0.12990577432882056*pi) q[14],q[2];\nRxxyyzz(0.25590905338104*pi,0.221186104202726*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.39247490301544985*pi,0.22986449819335686*pi,0.17330344002575404*pi) q[5],q[13];\nRxxyyzz(0.4583630741050826*pi,0.33880382845111756*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.3391748077691302*pi,0.2693420406532452*pi,0.14326647927307867*pi) q[7],q[12];\nRxxyyzz(0.3786554326948402*pi,0.20220872469982298*pi,0.04017121677432885*pi) q[8],q[16];\nu3(3.5525790202154686*pi,3.236634506580603*pi,2.4896232461620054*pi) q[0];\nu3(3.459740886048206*pi,-0.4466238441709015*pi,3.0278026457177707*pi) q[1];\nu3(3.4154661551754812*pi,3.282269240202784*pi,1.7164602068936998*pi) q[2];\nu3(3.656124829245571*pi,2.3081258187325995*pi,1.7115471880096715*pi) q[3];\nu3(3.885318167496776*pi,3.4943703186113213*pi,3.6060265026966984*pi) q[4];\nu3(3.7532715830196155*pi,-0.32444451233987753*pi,3.5841096822263894*pi) q[5];\nu3(3.8338287240777955*pi,-0.34633074568249156*pi,3.8943742275437296*pi) q[6];\nu3(3.5805194241180307*pi,0.16746579642079018*pi,0.7508389248182478*pi) q[7];\nu3(3.423035039549816*pi,3.3539982708839498*pi,1.5248810702643611*pi) q[8];\nu3(3.337904254612171*pi,-0.4732492377147759*pi,1.703445844334762*pi) q[9];\nu3(3.581580754353994*pi,-0.07314769928934761*pi,2.4878936325864114*pi) q[10];\nu3(3.1720369393149235*pi,-0.43042824347043795*pi,0.9399363908731135*pi) q[12];\nu3(3.598986138402996*pi,1.3397148586301628*pi,4.360034700249378*pi) q[13];\nu3(3.4865544181047134*pi,0.530570694719041*pi,2.3755011976176768*pi) q[14];\nu3(3.1720049303075024*pi,3.317723666430055*pi,1.0062355011705095*pi) q[15];\nu3(3.072360689174808*pi,1.3573805384695325*pi,0.6116854584195413*pi) q[16];\nRxxyyzz(0.3834415779858973*pi,0.30742699331968315*pi,0.0*pi) q[15],q[0];\nRxxyyzz(0.41785589059796036*pi,0.09686702029668703*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.46487193641063884*pi,0.37201364777886636*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4338728121987595*pi,0.2841120972530593*pi,3.9118218348731695*pi) q[3],q[4];\nRxxyyzz(0.4253409869559598*pi,0.33888801467879265*pi,0.20736129368354114*pi) q[5],q[6];\nRxxyyzz(0.39865823600396944*pi,0.18285753863613688*pi,0.13540742814299528*pi) q[7],q[10];\nRxxyyzz(0.38035088646639964*pi,0.2365444423338306*pi,0.15284188566159543*pi) q[8],q[11];\nRxxyyzz(0.37493409759257973*pi,0.24129311061454448*pi,3.794053514220327*pi) q[12],q[14];\nu3(3.3574799004736575*pi,-0.3303729261351751*pi,1.5922785405376654*pi) q[0];\nu3(3.55082214947411*pi,0.5875784377477178*pi,2.1368023589916936*pi) q[1];\nu3(3.4189226149659038*pi,3.262643281218814*pi,3.960465493343982*pi) q[2];\nu3(3.3222210365644447*pi,0.3926109048198495*pi,1.9994390561206825*pi) q[3];\nu3(3.5877598733016303*pi,-0.16882784472084605*pi,1.2656318831424167*pi) q[4];\nu3(3.168810848146781*pi,1.823947144863875*pi,1.5148156187093487*pi) q[5];\nu3(3.4700722557593124*pi,3.3970410712132*pi,2.2427616014484553*pi) q[6];\nu3(3.8805559365508238*pi,-0.3782717591762318*pi,0.934377265164735*pi) q[7];\nu3(3.443142675282*pi,1.1697490559336425*pi,4.183167339670721*pi) q[8];\nu3(3.40672082750097*pi,-0.41739696396514997*pi,0.6676927199875904*pi) q[9];\nu3(3.459488555997101*pi,0.5003412311486004*pi,3.57496580397731*pi) q[10];\nu3(3.622087349107648*pi,3.3374484128678485*pi,3.990855410828234*pi) q[11];\nu3(3.2138287874083074*pi,0.050673672004438064*pi,1.3706420558177406*pi) q[12];\nu3(3.48396354794569*pi,1.0371140622310593*pi,1.7238295977114984*pi) q[14];\nu3(3.623339917463863*pi,2.6796830097397453*pi,1.7037886743796613*pi) q[15];\nu3(3.1810042331598325*pi,-0.213158056670247*pi,0.9173072993978496*pi) q[16];\nRxxyyzz(0.3683587881100093*pi,0.2973384552379162*pi,3.8337764945226276*pi) q[0],q[6];\nRxxyyzz(0.41607122808078023*pi,0.26906286186482387*pi,0.1675770872930621*pi) q[3],q[1];\nRxxyyzz(0.40293332078540983*pi,0.27836395771396205*pi,0.06461764968497594*pi) q[4],q[11];\nRxxyyzz(0.32212394375031106*pi,0.14812595486276425*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.46625424243961966*pi,0.27311982195331785*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4360557882665893*pi,0.15309341634267593*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.4041590594552802*pi,0.12734863689785184*pi,3.923132747924511*pi) q[12],q[13];\nu3(3.8100216097566157*pi,-0.37758579004235104*pi,0.6759676240696284*pi) q[0];\nu3(3.365222241541369*pi,2.4511967467898956*pi,4.12592339040758*pi) q[1];\nu3(3.432671787187984*pi,-0.01615291116438522*pi,1.2652967070727204*pi) q[3];\nu3(3.7381804200523496*pi,0.606721579708662*pi,1.3177964450225017*pi) q[4];\nu3(3.534470443933587*pi,-0.25147425235513*pi,1.3582353773231042*pi) q[5];\nu3(3.166972576704236*pi,-0.2658348952073804*pi,2.467539721040926*pi) q[6];\nu3(3.601138779507604*pi,0.4089391996804682*pi,0.5078880569835631*pi) q[7];\nu3(3.495285169449457*pi,3.2326906393796215*pi,3.848659517186173*pi) q[8];\nu3(3.7794642881414755*pi,0.053522037184680515*pi,0.6948501733181933*pi) q[10];\nu3(3.5224288984510164*pi,3.2546550718342777*pi,3.7531617116345393*pi) q[11];\nu3(3.4016301505268727*pi,2.993745410359836*pi,0.708441072925396*pi) q[12];\nu3(3.3014297051646886*pi,3.2113464442613133*pi,1.888645418855797*pi) q[13];\nu3(3.583531530626484*pi,2.7694141495483207*pi,2.297676696913124*pi) q[15];\nu3(3.7326452625666167*pi,-0.41584127186340225*pi,1.1080079490457608*pi) q[16];\nRxxyyzz(0.33949359932620915*pi,0.10153077650093878*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.38801248160158963*pi,0.18797237304997608*pi,0.07427599670404837*pi) q[4],q[2];\nRxxyyzz(0.40051779037136936*pi,0.24566016282730974*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4431731959165005*pi,0.25795846963416125*pi,0.0*pi) q[5],q[9];\nRxxyyzz(0.3911184752197403*pi,0.0938704244234102*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.21744793574445964*pi,0.16023556107274928*pi,3.902917820312471*pi) q[16],q[14];\nu3(3.6939343587446762*pi,3.0053096052116794*pi,1.4791031339175444*pi) q[1];\nu3(3.8867193946200724*pi,0.37238100041291955*pi,4.150437774235957*pi) q[2];\nu3(3.4680582379919422*pi,-0.04087851590176261*pi,1.0970166233409837*pi) q[3];\nu3(3.550088889786254*pi,-0.31541438405381444*pi,1.467819204556749*pi) q[4];\nu3(3.40976038604588*pi,1.1707509953930872*pi,1.5673957465595254*pi) q[5];\nu3(3.684850074880976*pi,2.266905333768382*pi,1.6233875659886308*pi) q[8];\nu3(3.851185889220108*pi,3.2386960054228577*pi,3.7819253198406*pi) q[9];\nu3(3.8188205226073295*pi,0.22538796734851518*pi,1.0242958607191106*pi) q[10];\nu3(3.2881612859412432*pi,-0.034024312512145605*pi,0.8266071003450586*pi) q[11];\nu3(3.3547170170047167*pi,-0.11871657896029209*pi,1.4208382182691706*pi) q[14];\nu3(3.805442190612762*pi,-0.28730670531150726*pi,2.289727745907032*pi) q[15];\nu3(3.848654693752112*pi,-0.407837490078515*pi,2.257477660110326*pi) q[16];\nRxxyyzz(0.45891555502090053*pi,0.39527618176664836*pi,0.12794676580845277*pi) q[4],q[0];\nRxxyyzz(0.40478250777757996*pi,0.25718530716574883*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4140888644039601*pi,0.14141890754803887*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.3618337236067196*pi,0.14153709680044602*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.45839018571563994*pi,0.2823791237890611*pi,3.94004394065516*pi) q[7],q[11];\nRxxyyzz(0.3652528388724109*pi,0.2961239322610625*pi,0.1471669545848444*pi) q[9],q[13];\nRxxyyzz(0.43105404116811996*pi,0.24199651965332428*pi,3.886054682231571*pi) q[12],q[14];\nRxxyyzz(0.4592796799530001*pi,0.167395988478223*pi,0.0*pi) q[15],q[16];\nu3(3.8411314768307436*pi,2.6697970597916867*pi,0.7271484935912439*pi) q[0];\nu3(3.258500537503139*pi,2.3918182212403587*pi,1.8225152464004348*pi) q[1];\nu3(3.806342012816964*pi,0.052562622360341815*pi,0.8831150091298098*pi) q[2];\nu3(3.594702194137976*pi,2.4466203448587525*pi,2.0446029606975515*pi) q[3];\nu3(3.647166128688724*pi,-0.49054500379204224*pi,2.1660215515800765*pi) q[4];\nu3(3.6028882190962843*pi,-0.07565028790791739*pi,2.488846937153444*pi) q[5];\nu3(3.4430606558958194*pi,3.3922155201695774*pi,1.5661023482026992*pi) q[6];\nu3(3.3394689365918984*pi,3.3112508210592333*pi,2.321137640678389*pi) q[7];\nu3(3.7740197442954453*pi,0.964610522346657*pi,3.998722231628507*pi) q[9];\nu3(3.431545259725669*pi,-0.2511129527771026*pi,4.382589596889868*pi) q[10];\nu3(3.735916624354747*pi,1.8514665406762978*pi,0.5650379099450156*pi) q[11];\nu3(3.463762407375609*pi,0.304839586926801*pi,2.3412373038863015*pi) q[12];\nu3(3.4748178103296326*pi,-0.0957448949976305*pi,3.0056131252110063*pi) q[13];\nu3(3.5775089630960384*pi,2.582201238881328*pi,1.8344747259711816*pi) q[14];\nu3(3.7186820312595104*pi,2.751063732451962*pi,0.7746058339509015*pi) q[15];\nu3(3.19714817535801*pi,0.364216300940299*pi,1.2102178545650635*pi) q[16];\nRxxyyzz(0.41196464814614997*pi,0.3086661061472662*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.28383893285920947*pi,0.2059073560100111*pi,3.9163376143951805*pi) q[3],q[12];\nRxxyyzz(0.3969130959545597*pi,0.09771052878419317*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.30223433528464005*pi,0.2548058928355652*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.39023101689923023*pi,0.2861967246202889*pi,3.8941580955616004*pi) q[7],q[16];\nRxxyyzz(0.40573518468120984*pi,0.21592637138136697*pi,0.1690658280541279*pi) q[11],q[10];\nu3(3.310948481683973*pi,-0.1735897137173636*pi,0.6389465364692248*pi) q[1];\nu3(3.418347304921152*pi,2.3556190864001056*pi,1.4026165099080576*pi) q[3];\nu3(3.540568731381051*pi,-0.43731801586246233*pi,1.4832612904139726*pi) q[4];\nu3(3.9176789668869074*pi,-0.41662007923502786*pi,0.7791673734523332*pi) q[6];\nu3(3.6862818072168637*pi,3.4695951139462995*pi,0.655099310708128*pi) q[7];\nu3(3.4106634606144377*pi,2.1844458731780145*pi,2.3275328697216695*pi) q[8];\nu3(3.4429049852972593*pi,3.193675718263485*pi,4.249353781612168*pi) q[10];\nu3(3.434701056942916*pi,3.4546202112377085*pi,4.412853101113752*pi) q[11];\nu3(3.3956351060664045*pi,0.4785840414314544*pi,0.8841256964534518*pi) q[12];\nu3(3.423664833805366*pi,-0.4428800463646162*pi,4.434392285919552*pi) q[14];\nu3(3.5113732114211964*pi,-0.32868216916507276*pi,0.886928005780832*pi) q[15];\nu3(3.4463648278698154*pi,0.02061646596400646*pi,1.43779041570469*pi) q[16];\nRxxyyzz(0.4894894825302193*pi,0.3219670805198174*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.44553878681318976*pi,0.2965322358227351*pi,3.8525269899083003*pi) q[1],q[13];\nRxxyyzz(0.39482882773636996*pi,0.12426081303707195*pi,0.03942018712697817*pi) q[2],q[12];\nRxxyyzz(0.4341882198045398*pi,0.2750624571780927*pi,0.08332933809876547*pi) q[8],q[5];\nRxxyyzz(0.3964042949920299*pi,0.338109439869129*pi,0.05604016923382987*pi) q[16],q[6];\nRxxyyzz(0.29825844408339025*pi,0.20679850203811778*pi,3.844138698732431*pi) q[7],q[10];\nRxxyyzz(0.34528821922859765*pi,0.2881963741618999*pi,0.0*pi) q[9],q[11];\nu3(3.322307900424849*pi,1.136160246726739*pi,1.3557270782506925*pi) q[0];\nu3(3.833396294913169*pi,3.0319589459904197*pi,2.4415896250884863*pi) q[1];\nu3(3.4487101226196644*pi,0.90186462416406*pi,4.046026494772051*pi) q[2];\nu3(3.311268717624709*pi,3.190216842808288*pi,1.1012341807455055*pi) q[5];\nu3(3.7085849991768836*pi,0.18652000233505905*pi,1.0950823223564023*pi) q[6];\nu3(3.3524226302896505*pi,0.3547249422491692*pi,1.1843537001472977*pi) q[7];\nu3(3.546140025802671*pi,0.6798527651880084*pi,1.0071399571688573*pi) q[8];\nu3(3.4970774605749906*pi,3.3562396170620636*pi,1.858592368212416*pi) q[9];\nu3(3.3564518883685506*pi,-0.2542091336207429*pi,0.7323227589184107*pi) q[10];\nu3(3.9756873397574535*pi,2.464202126164113*pi,0.7799540419778622*pi) q[11];\nu3(3.4850267632953305*pi,3.482833462590766*pi,2.836925507553537*pi) q[12];\nu3(3.239377173959626*pi,3.2525163216192228*pi,1.178601887421749*pi) q[13];\nu3(3.807160275173329*pi,3.1117167365272254*pi,1.6111431838428598*pi) q[15];\nu3(3.736870800238203*pi,1.6108755229568885*pi,0.5525212923509654*pi) q[16];\nRxxyyzz(0.45537012231688045*pi,0.11661951288925199*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.40227808497516004*pi,0.15815591081792887*pi,3.9537031726758194*pi) q[1],q[10];\nRxxyyzz(0.43804329780411994*pi,0.3111171782911441*pi,0.12281312212445625*pi) q[16],q[2];\nRxxyyzz(0.4130514767188398*pi,0.37508691303191066*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.3564894466491798*pi,0.10256580871192578*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.4985052201451099*pi,0.2791482722955527*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3353257295566595*pi,0.28087611112931943*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.39923287610084424*pi,0.2788138666711645*pi,3.8107211761941313*pi) q[14],q[13];\nu3(3.380828682880415*pi,-0.3507042720221397*pi,2.2674230635462074*pi) q[0];\nu3(3.098786463800689*pi,-0.4504720591088489*pi,0.7740012118007922*pi) q[1];\nu3(3.630005452872157*pi,3.4651026164070333*pi,1.0585435773668046*pi) q[2];\nu3(3.362366413286276*pi,0.034068645489971905*pi,4.405087148778297*pi) q[3];\nu3(3.5128500858687604*pi,3.0291811165945988*pi,1.4058528459119324*pi) q[4];\nu3(3.718906870645795*pi,2.91775772689311*pi,4.252314644769755*pi) q[5];\nu3(3.186604181084746*pi,3.1194942291445744*pi,1.5963103714046647*pi) q[6];\nu3(3.8466023425671168*pi,0.038584459172037455*pi,0.5204281923569507*pi) q[7];\nu3(3.411295087971933*pi,2.178344228893218*pi,1.4125503425952546*pi) q[8];\nu3(3.6573638301836198*pi,2.1006434686518274*pi,1.75028517443061*pi) q[9];\nu3(3.5674460213638475*pi,2.8888390956678798*pi,1.5157525759631252*pi) q[10];\nu3(3.2262828503098895*pi,0.32657637961295605*pi,2.3602563279206166*pi) q[12];\nu3(3.3349981838497005*pi,2.9408488821330936*pi,1.899174158627428*pi) q[13];\nu3(3.4575496303092446*pi,0.5116610993382045*pi,1.8200844425857337*pi) q[14];\nu3(3.6180048118779258*pi,-0.14278248309709968*pi,4.243425053795243*pi) q[15];\nu3(3.7106568735753043*pi,1.2261785105865783*pi,4.495226213651599*pi) q[16];\nRxxyyzz(0.3977135201968897*pi,0.30589078257947294*pi,0.05122674321397343*pi) q[10],q[0];\nRxxyyzz(0.36140984943971943*pi,0.199484253208289*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.45301271422412015*pi,0.15957459076707006*pi,3.9053637274597808*pi) q[15],q[2];\nRxxyyzz(0.4354477890837489*pi,0.1484123820050265*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4891545495076963*pi,0.3062916237880222*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.4144613892396868*pi,0.21252658399619961*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.35150957112658954*pi,0.2209375729322094*pi,0.0*pi) q[11],q[7];\nu3(3.2833727508846193*pi,-0.42765644015984633*pi,3.692171948649037*pi) q[0];\nu3(3.286648399643061*pi,-0.10695176726675681*pi,1.7305450622073675*pi) q[1];\nu3(3.690399478106319*pi,0.554411091357276*pi,0.608252387686286*pi) q[2];\nu3(3.397652994099186*pi,-0.2822889925159387*pi,0.8797447835654897*pi) q[3];\nu3(3.297446686235155*pi,0.038793890042464474*pi,0.8129491125957942*pi) q[4];\nu3(3.2581672200723824*pi,-0.49282968457731446*pi,0.7368771503182177*pi) q[5];\nu3(3.5290788415787135*pi,-0.03236404523535502*pi,0.7001066754048986*pi) q[6];\nu3(3.4228678364519007*pi,2.548004885780997*pi,1.92384803828749*pi) q[7];\nu3(3.609302129073887*pi,3.393036311547845*pi,0.769065945953062*pi) q[9];\nu3(3.3831529291804983*pi,0.9320646620703616*pi,0.7622593253470136*pi) q[10];\nu3(3.2594094892678744*pi,2.7161303500777847*pi,4.251501769394767*pi) q[11];\nu3(3.7488274047772934*pi,2.9485989651130726*pi,0.8728622449342732*pi) q[12];\nu3(3.042909898539576*pi,-0.4354077456289378*pi,1.9486981923880293*pi) q[15];\nu3(3.194979180348953*pi,-0.07445457510865078*pi,2.425812309628352*pi) q[16];\nRxxyyzz(0.4161945405209977*pi,0.2401736376419613*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.2703930470409994*pi,0.16290627190601614*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.48463573723867737*pi,0.21499503420656652*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4758326846456291*pi,0.14488483840964372*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.36767700187341024*pi,0.19821063747778245*pi,0.0*pi) q[6],q[4];\nRxxyyzz(0.3595969733734392*pi,0.21280539484510097*pi,3.89508229696823*pi) q[5],q[10];\nRxxyyzz(0.4238840920622602*pi,0.34567506102019585*pi,3.899522250386621*pi) q[15],q[7];\nRxxyyzz(0.43944164026610066*pi,0.3260284505897243*pi,0.0*pi) q[8],q[16];\nu3(3.499157178495509*pi,2.6361817943422867*pi,2.374351645576941*pi) q[0];\nu3(3.556881841133161*pi,3.01365416110961*pi,4.1615954415994345*pi) q[1];\nu3(3.5923479802554557*pi,2.76040730566339*pi,4.420742062930832*pi) q[2];\nu3(3.2115370534371497*pi,-0.23824559672363294*pi,4.315799198092218*pi) q[3];\nu3(3.428891566474841*pi,0.44359983041106155*pi,0.6947819561157329*pi) q[4];\nu3(3.4660597504309463*pi,0.06892205688738318*pi,2.2317419012641997*pi) q[5];\nu3(3.2587577003344137*pi,-0.4858016937206898*pi,0.7466573535141667*pi) q[6];\nu3(3.4950777846074077*pi,0.7489842844550032*pi,2.1993593003168197*pi) q[7];\nu3(3.646591247656562*pi,1.265265131584107*pi,1.3142383652520477*pi) q[8];\nu3(3.5657572366469203*pi,0.7899884305744131*pi,0.9679178261193533*pi) q[9];\nu3(3.135078103692666*pi,-0.41782400870950565*pi,4.3234128761937205*pi) q[10];\nu3(3.562076822173787*pi,-0.058093492683311654*pi,3.119676992286751*pi) q[11];\nu3(3.440360170441614*pi,2.4201749097436576*pi,1.9235738483646923*pi) q[12];\nu3(3.6342945217210696*pi,2.2232967580394436*pi,4.080430669633754*pi) q[14];\nu3(3.7945628447366135*pi,3.360787069231156*pi,0.9921734653255014*pi) q[15];\nu3(3.222211399294056*pi,2.392646074593789*pi,0.6160863701860096*pi) q[16];\nRxxyyzz(0.40350193265058026*pi,0.23536735838090578*pi,3.868329696389271*pi) q[0],q[1];\nRxxyyzz(0.40150924743874217*pi,0.1876427517246474*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.4307526861990895*pi,0.2894832534387036*pi,3.8613217314852903*pi) q[3],q[13];\nRxxyyzz(0.3979971927689834*pi,0.2099307659903592*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.35869584088089324*pi,0.24968779966567622*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.38887869242536033*pi,0.1395629864968222*pi,0.0*pi) q[9],q[6];\nRxxyyzz(0.2636640580214299*pi,0.22376305850797973*pi,0.0*pi) q[10],q[7];\nu3(3.365727558228187*pi,-0.2684468052085026*pi,1.8815861080111285*pi) q[0];\nu3(3.7772913315366194*pi,-0.057905008962587934*pi,1.6731254332553218*pi) q[1];\nu3(3.4063645272012755*pi,3.398543388973341*pi,3.73382949676881*pi) q[2];\nu3(3.3387303896195974*pi,3.1770136421095505*pi,0.8262117610097124*pi) q[3];\nu3(3.1894833670191525*pi,-0.3758498424990113*pi,3.7994326703526657*pi) q[4];\nu3(3.259349886648584*pi,2.726405183129376*pi,1.9759582676019778*pi) q[5];\nu3(3.407921766033117*pi,-0.3667401430009217*pi,0.5710892960294119*pi) q[6];\nu3(3.6820720916339984*pi,1.1400519144285306*pi,1.7939359434650426*pi) q[7];\nu3(3.135991789451867*pi,2.477054557700075*pi,1.5497920353743284*pi) q[9];\nu3(3.4095210017596047*pi,-0.3239721163401911*pi,2.1021019041254556*pi) q[10];\nu3(3.710225086463206*pi,2.362550744420317*pi,2.0976110504838514*pi) q[12];\nu3(3.425147703964705*pi,0.19233046820080335*pi,1.5083050737732864*pi) q[13];\nu3(3.370654161884507*pi,2.5649564119888977*pi,1.4580404144694932*pi) q[14];\nu3(3.7538913741325506*pi,-0.4657440925596882*pi,1.3983214327942812*pi) q[15];\nRxxyyzz(0.4607924877186597*pi,0.22205457120315053*pi,0.0702338476623758*pi) q[0],q[13];\nRxxyyzz(0.4918866327957795*pi,0.2522360362368776*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.43787808473549006*pi,0.1853933868301236*pi,0.12651166165377667*pi) q[11],q[3];\nRxxyyzz(0.41694830825507967*pi,0.33868046039353117*pi,3.926844752742881*pi) q[4],q[10];\nRxxyyzz(0.3993748054008597*pi,0.3684766897685385*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.4064810810150393*pi,0.24852788348452315*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.40793211324725975*pi,0.287529353589462*pi,3.9415677645881093*pi) q[12],q[16];\nu3(3.5097303811333185*pi,-0.4271097498299419*pi,1.7851293273458904*pi) q[0];\nu3(3.439948498355832*pi,0.844282071646719*pi,1.562870991294*pi) q[1];\nu3(3.7544969326888675*pi,2.8428590963718294*pi,1.064187436153313*pi) q[3];\nu3(3.199525634606285*pi,1.962455871110472*pi,0.7832973724950483*pi) q[4];\nu3(3.855776810795618*pi,3.481708467388585*pi,2.1041257521301473*pi) q[6];\nu3(3.690165855641463*pi,-0.19997551092429883*pi,4.432614329335854*pi) q[7];\nu3(3.1665844561818175*pi,2.6569785299730073*pi,4.355511394443294*pi) q[8];\nu3(3.4465458062303447*pi,2.4220983109538006*pi,1.7173263382195962*pi) q[9];\nu3(3.4116839199527504*pi,3.186891063058249*pi,1.9301128764322524*pi) q[10];\nu3(3.428717532749094*pi,0.5382348043795011*pi,0.8274420878813673*pi) q[11];\nu3(3.8513219692694505*pi,2.686244286557066*pi,1.346030496394314*pi) q[12];\nu3(3.568423757171701*pi,3.333460399820111*pi,3.73836068484717*pi) q[13];\nu3(3.549127649808251*pi,-0.12158214088281849*pi,1.9045445227922098*pi) q[15];\nu3(3.7833001603016343*pi,1.28069413471358*pi,2.451732654776619*pi) q[16];\nmeasure q[15] -> c[10];\nRxxyyzz(0.34648988564567057*pi,0.198595129243202*pi,0.10164664869837736*pi) q[0],q[8];\nRxxyyzz(0.38215547170715003*pi,0.29302267273191823*pi,0.17257129104975047*pi) q[4],q[1];\nRxxyyzz(0.4362102746391504*pi,0.2679197265791402*pi,0.107067289372603*pi) q[3],q[2];\nRxxyyzz(0.45827871111603974*pi,0.1942754448287709*pi,3.8269951471113295*pi) q[12],q[5];\nRxxyyzz(0.4435689364058697*pi,0.36379455960607743*pi,0.3287360581040588*pi) q[14],q[6];\nRxxyyzz(0.4579177990740595*pi,0.2943306703198302*pi,0.19001287289996555*pi) q[7],q[10];\nRxxyyzz(0.39863864260480975*pi,0.25768228215902206*pi,0.1664158199179544*pi) q[11],q[9];\nRxxyyzz(0.20536066978507955*pi,0.15650308335705088*pi,0.07545373339882477*pi) q[13],q[16];\nu3(1.8702535213851517*pi,0.3447231021779804*pi,1.0351381293126534*pi) q[0];\nu3(3.6219187119469662*pi,1.461224445751594*pi,4.336295122573155*pi) q[1];\nu3(3.365871103210883*pi,0.33650448765459706*pi,3.2552200336648696*pi) q[2];\nu3(3.705827484550784*pi,2.5891242764399562*pi,4.1253893877833505*pi) q[3];\nu3(3.6953441398641536*pi,2.6164383752044076*pi,1.7564874555412981*pi) q[4];\nu3(3.777644129775087*pi,2.910124491142044*pi,1.582329350262274*pi) q[5];\nu3(3.3102980046179695*pi,1.4767171715298268*pi,3.8323203122344154*pi) q[6];\nu3(3.4855805076875703*pi,1.9245997500896719*pi,0.7662423857053066*pi) q[7];\nu3(2.465963142915157*pi,0.9977128017429411*pi,4.211571106179408*pi) q[8];\nu3(3.7743528366284043*pi,0.2974793369915488*pi,3.1897652344278233*pi) q[9];\nu3(3.5105282709673586*pi,1.489241019944144*pi,0.9248350319885726*pi) q[10];\nu3(3.822006585691396*pi,0.4919544171508696*pi,3.187434664646442*pi) q[11];\nu3(3.333954981239186*pi,1.3740923877011362*pi,1.2754185305322916*pi) q[12];\nu3(1.7703969263189363*pi,3.2975039228154515*pi,4.254428798202018*pi) q[13];\nu3(3.635537720357174*pi,-0.14180980587982006*pi,3.5787658342716826*pi) q[14];\nu3(2.197875594562093*pi,0.39568291308332015*pi,0.9833727029772208*pi) q[16];\nmeasure q[11] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[0] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[12] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[8] -> c[6];\nmeasure q[7] -> c[7];\nmeasure q[14] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[1] -> c[11];\nmeasure q[6] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[10] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.396484100518582*pi,3.421084252015137*pi,1.1366088123442268*pi) q[0];\nu3(3.5237391299827037*pi,-0.3270669290565228*pi,2.8076232964068986*pi) q[1];\nu3(3.566378315057371*pi,-0.46420287922616965*pi,2.4229577449966415*pi) q[2];\nu3(3.665585729798689*pi,3.0252691329411707*pi,2.7108800393227646*pi) q[3];\nu3(3.2357829039459474*pi,2.510658458825011*pi,4.3517997735402325*pi) q[4];\nu3(3.682974820286715*pi,2.5808881471919167*pi,1.5195244922957567*pi) q[5];\nu3(3.603463394489971*pi,0.46475385755299725*pi,2.0724923495660548*pi) q[6];\nu3(3.1227272505254104*pi,-0.23091984337869098*pi,1.2086884788717813*pi) q[7];\nu3(3.7276151650335914*pi,2.6730215814695764*pi,3.9583774821459525*pi) q[8];\nu3(3.179526391447945*pi,2.4866127186241638*pi,1.878137103198156*pi) q[9];\nu3(3.8799814597599434*pi,2.8787333414326053*pi,0.6524776857474938*pi) q[10];\nu3(3.623257431372901*pi,0.2863262769905207*pi,4.374469114966134*pi) q[11];\nu3(3.707128431372573*pi,0.3194635692328561*pi,2.980876477867282*pi) q[12];\nu3(3.1990589352468355*pi,2.3592176595950627*pi,1.3661930360604289*pi) q[13];\nu3(3.777251434934444*pi,0.24729481796122876*pi,0.7199594792493041*pi) q[14];\nu3(3.3442294366421264*pi,1.8038469944629103*pi,2.494126117851435*pi) q[15];\nu3(3.4866598402522953*pi,1.2355672969647813*pi,3.0368506818537604*pi) q[16];\nRxxyyzz(0.3321679880414301*pi,0.07136576843487663*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.37197604771841986*pi,0.14177653771511523*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.3913814096615099*pi,0.17243739978470107*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4436906308575296*pi,0.2536853517111428*pi,0.06922069150439444*pi) q[4],q[10];\nRxxyyzz(0.40964594901251006*pi,0.21608899393697723*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.308248427616591*pi,0.18408328638969795*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.44412713360775957*pi,0.1760157658427436*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.37154039152581786*pi,0.154990018432539*pi,0.0*pi) q[13],q[14];\nu3(3.3781203494382948*pi,3.1098312002010062*pi,1.435633082023947*pi) q[1];\nu3(3.457325597177158*pi,3.3343573660606314*pi,0.6404227533866811*pi) q[2];\nu3(3.7806978882608817*pi,2.822209776215467*pi,4.267250580136929*pi) q[3];\nu3(3.852520081083585*pi,2.9742476446723565*pi,4.028619846685867*pi) q[4];\nu3(3.256202456200818*pi,2.7756317159525614*pi,0.7501012777403719*pi) q[5];\nu3(3.5216499489916098*pi,-0.15317301883868695*pi,3.863588150412493*pi) q[6];\nu3(3.1475558656189295*pi,0.33945371192103413*pi,1.1620422719788337*pi) q[7];\nu3(3.833771223303537*pi,3.3820938195590933*pi,0.7688473445786554*pi) q[8];\nu3(3.6471743036793205*pi,-0.06055083141085815*pi,0.8544475869453733*pi) q[9];\nu3(3.5503782545870055*pi,-0.3513945622605026*pi,3.969465407987217*pi) q[10];\nu3(3.3036682274278952*pi,2.3913746112404626*pi,2.2418529096047557*pi) q[11];\nu3(3.6003178928133104*pi,2.8558709088059095*pi,0.6635059627012637*pi) q[12];\nu3(3.6574940363221407*pi,1.850086843664621*pi,1.3457529021810455*pi) q[13];\nu3(3.635065007244495*pi,3.0338096373978543*pi,1.530802293931954*pi) q[14];\nu3(3.6663231779450838*pi,2.984655555396367*pi,0.8898381085807658*pi) q[15];\nu3(3.6099721856193625*pi,0.6335758917865486*pi,0.8502193844710961*pi) q[16];\nRxxyyzz(0.4036068730818697*pi,0.16933431924767398*pi,0.09351536791328202*pi) q[0],q[6];\nRxxyyzz(0.48810601128488096*pi,0.27220525290059183*pi,0.0*pi) q[16],q[1];\nRxxyyzz(0.47465889460986044*pi,0.2119260632338309*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.38065519463434994*pi,0.12998555585393398*pi,0.10078602602658979*pi) q[4],q[11];\nRxxyyzz(0.40664263425543984*pi,0.1506283483513411*pi,0.10956800629148741*pi) q[5],q[14];\nRxxyyzz(0.3972350864058001*pi,0.11255584425848053*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4208440419003502*pi,0.3374344288621507*pi,0.17926520608095053*pi) q[15],q[8];\nRxxyyzz(0.3357108214572002*pi,0.2837890887475405*pi,3.9546020137967*pi) q[10],q[12];\nu3(3.3177426396785132*pi,0.4841206759713903*pi,0.7909079832832715*pi) q[0];\nu3(3.573236568092007*pi,3.032935074682377*pi,1.6989161398973025*pi) q[1];\nu3(3.6861124212202703*pi,0.6336815197638463*pi,1.450760877364246*pi) q[2];\nu3(3.009838846477442*pi,0.9092823041476912*pi,1.4321758720768862*pi) q[3];\nu3(3.5972350547960383*pi,3.0616336318555684*pi,4.281962210374765*pi) q[4];\nu3(3.1665312784240536*pi,0.5348650691611998*pi,3.9423817440137947*pi) q[5];\nu3(3.603743816039493*pi,2.6292053531201973*pi,0.543247300933646*pi) q[6];\nu3(3.587480580932479*pi,-0.2695694028122151*pi,1.5871874022483212*pi) q[7];\nu3(3.714390271343555*pi,0.38815111398466806*pi,4.284831235916883*pi) q[8];\nu3(3.6654152512228118*pi,3.0543666834744734*pi,1.1428087336156763*pi) q[10];\nu3(3.860965768479522*pi,2.0284386033844117*pi,0.944292771175107*pi) q[11];\nu3(3.338019254944933*pi,2.504995941988214*pi,2.498161249690696*pi) q[12];\nu3(3.2943525712295183*pi,3.2333494882727143*pi,4.098132679721514*pi) q[13];\nu3(3.841575302184947*pi,0.5330696578138356*pi,1.904621855594137*pi) q[14];\nu3(3.3535542677439203*pi,-0.24083664687164713*pi,4.223083240023358*pi) q[15];\nu3(3.5717045356306767*pi,-0.39524269803396794*pi,4.021374830933277*pi) q[16];\nRxxyyzz(0.4262658365353297*pi,0.25327993457764686*pi,0.057007215140652316*pi) q[0],q[5];\nRxxyyzz(0.4117385320433299*pi,0.18669465414648578*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.3404616669182493*pi,0.2945957561916921*pi,3.94000685984118*pi) q[3],q[14];\nRxxyyzz(0.449930949843639*pi,0.2843101192822337*pi,3.8689327191323*pi) q[4],q[10];\nRxxyyzz(0.3891963558434903*pi,0.2667350063140149*pi,0.0*pi) q[8],q[6];\nRxxyyzz(0.41711428650590954*pi,0.3236181039036531*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4179371826181696*pi,0.17257228582450654*pi,3.9233210557172598*pi) q[9],q[13];\nRxxyyzz(0.43112705818994*pi,0.40319861396209633*pi,0.05986379182645951*pi) q[15],q[16];\nu3(3.4709318704618353*pi,2.6219375118189268*pi,1.3157460740725089*pi) q[0];\nu3(3.931260260860513*pi,2.8982977188998356*pi,0.5235615726788595*pi) q[1];\nu3(3.4341806864372337*pi,-0.08257531728363948*pi,4.371084010106288*pi) q[2];\nu3(3.7665756285841057*pi,3.4345588100512465*pi,3.1169573602134046*pi) q[3];\nu3(3.5043630653241955*pi,2.197763987407275*pi,0.855554390909476*pi) q[4];\nu3(3.8967346393256976*pi,0.9474117117864238*pi,0.6391304355474277*pi) q[5];\nu3(3.0540080836493115*pi,3.1840296847087015*pi,1.1817279838626504*pi) q[6];\nu3(3.2203331679333593*pi,2.198011830526452*pi,1.5062274695416649*pi) q[7];\nu3(3.5312212499503026*pi,3.38027595055392*pi,0.8416242660118497*pi) q[8];\nu3(3.65461925582646*pi,0.1849106499878601*pi,1.2494985197191277*pi) q[9];\nu3(3.6315589604919154*pi,1.1792719128972289*pi,0.7017750040149489*pi) q[10];\nu3(3.5999808287617983*pi,1.9742417291488472*pi,1.761376312724623*pi) q[11];\nu3(3.5767644362818736*pi,1.146853902612435*pi,2.446952747545838*pi) q[13];\nu3(3.6765834684984426*pi,3.3427896888147695*pi,1.7092054287463607*pi) q[14];\nu3(3.2989723793714427*pi,0.040007317070875126*pi,0.6879827616409537*pi) q[15];\nu3(3.74883793665658*pi,0.46543966616733856*pi,4.246597608786584*pi) q[16];\nRxxyyzz(0.29296869786790936*pi,0.16777891516588217*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.38212488139483014*pi,0.270630185981593*pi,3.892105959021949*pi) q[1],q[4];\nRxxyyzz(0.4499571558381803*pi,0.3506772463620679*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.3781310687337973*pi,0.21658598758502556*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.4268650539792901*pi,0.19124794672572254*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.4551347379506198*pi,0.277463151415473*pi,3.8967493121967007*pi) q[13],q[8];\nRxxyyzz(0.39375515585422827*pi,0.2487838661562325*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.3606521819756203*pi,0.19935228203767696*pi,0.10226317216877945*pi) q[10],q[11];\nu3(3.49861956219079*pi,-0.2619361145229703*pi,1.54852864124187*pi) q[0];\nu3(3.892430968296637*pi,-0.05006249109244976*pi,1.8287611282716778*pi) q[1];\nu3(3.243824108407374*pi,0.34176306665811285*pi,0.5621191437015285*pi) q[2];\nu3(3.601887262872229*pi,2.409582921328796*pi,1.9073337743896561*pi) q[3];\nu3(3.7583070301321144*pi,0.14334845326739043*pi,0.7966606862775438*pi) q[4];\nu3(3.1835121571504508*pi,2.073425771317196*pi,1.9926079557966205*pi) q[5];\nu3(3.5999520944789665*pi,2.8599176849799344*pi,0.62687569144574*pi) q[6];\nu3(3.4593015174254393*pi,2.8083779427895808*pi,1.1485634976860273*pi) q[7];\nu3(3.4201615938179435*pi,3.332022235831633*pi,1.841515364569846*pi) q[8];\nu3(3.426684497483914*pi,3.4120317455015896*pi,2.403834775072929*pi) q[9];\nu3(3.2725474382673903*pi,1.7214442187778003*pi,0.8421861182310213*pi) q[10];\nu3(3.476868467577692*pi,0.08591805755646054*pi,1.8607271563360523*pi) q[11];\nu3(3.7115970960465026*pi,2.7165393647406684*pi,1.181803025681307*pi) q[12];\nu3(3.192725819039503*pi,3.0887509326288867*pi,1.2024625704434486*pi) q[13];\nu3(3.5160028607426934*pi,0.6163550915035225*pi,2.258122309524446*pi) q[15];\nu3(3.3264029960075665*pi,0.40461594230328424*pi,1.4928258996010686*pi) q[16];\nRxxyyzz(0.4276740184320801*pi,0.3181039267585312*pi,0.07388902582474231*pi) q[0],q[16];\nRxxyyzz(0.47337668623926965*pi,0.20060234872349192*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.41119848112227025*pi,0.2860486830131848*pi,0.19452766536870292*pi) q[2],q[14];\nRxxyyzz(0.3786890743768695*pi,0.23923707275058517*pi,3.9196488046945497*pi) q[15],q[3];\nRxxyyzz(0.4269786894344604*pi,0.34516160140104246*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.38370604188259017*pi,0.20409318382611707*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.44708032492437033*pi,0.35514666631332037*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.48541820895223964*pi,0.3811893471291142*pi,0.0*pi) q[9],q[8];\nu3(3.705948014708883*pi,2.4809283499198096*pi,0.5647489068129479*pi) q[0];\nu3(3.0619720200807237*pi,1.7367431514466936*pi,1.5866371376698116*pi) q[1];\nu3(3.671627357327056*pi,-0.4633121061299597*pi,4.315829938928049*pi) q[2];\nu3(3.631156097100095*pi,3.3474858748239074*pi,0.6692796938898211*pi) q[3];\nu3(3.599617512653987*pi,2.455378780547073*pi,1.2208126805724395*pi) q[4];\nu3(3.5669051907398823*pi,1.7633994334118839*pi,1.3166907401018768*pi) q[5];\nu3(3.558639606971828*pi,3.4594327729635093*pi,3.5863182864675847*pi) q[6];\nu3(3.4582006325433263*pi,-0.39082487399718546*pi,0.8211121530898882*pi) q[7];\nu3(3.3455881011290423*pi,1.1078178593270738*pi,1.2295410663487205*pi) q[8];\nu3(3.8768664273551585*pi,2.6176116120867223*pi,3.5289194816775638*pi) q[9];\nu3(3.4149884949953657*pi,0.3664314403396449*pi,1.2226277945706112*pi) q[10];\nu3(3.7525206390895236*pi,0.2939638891008648*pi,2.498627115929353*pi) q[11];\nu3(3.3902750562879684*pi,-0.35242199275474295*pi,1.5699692081419716*pi) q[13];\nu3(3.3942851390952766*pi,0.4863225770906735*pi,3.9075950903336656*pi) q[14];\nu3(3.3727261384419673*pi,3.1517295533865513*pi,2.352903010765279*pi) q[15];\nu3(3.425459078422218*pi,-0.4082686556964994*pi,2.678837159205483*pi) q[16];\nRxxyyzz(0.3266070688805093*pi,0.2603108976969237*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.46030444705373963*pi,0.37941317899512716*pi,3.90899211505009*pi) q[2],q[9];\nRxxyyzz(0.44821245255984987*pi,0.42560480554301405*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4580286519940602*pi,0.28520356474191216*pi,0.20887988416963607*pi) q[5],q[4];\nRxxyyzz(0.4809128469783801*pi,0.2759050081018679*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.4227385077146103*pi,0.2360524381148732*pi,3.9055699967272695*pi) q[7],q[10];\nRxxyyzz(0.3599791154010177*pi,0.2429751616633703*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.45568770784894935*pi,0.2786673660002022*pi,3.87890847592065*pi) q[15],q[14];\nu3(3.425001615852681*pi,0.49716814674726373*pi,1.3486124115398146*pi) q[1];\nu3(3.3656794612236864*pi,2.795686842823403*pi,0.8538124323428303*pi) q[2];\nu3(3.771214811281673*pi,0.1604150387042358*pi,0.6085527613985693*pi) q[3];\nu3(3.590224441093216*pi,2.6967539628387716*pi,2.765317223918363*pi) q[4];\nu3(3.395876385556223*pi,-0.19938366716704442*pi,4.074695876955677*pi) q[5];\nu3(3.557250819161436*pi,-0.39841983436885775*pi,0.9614173215076208*pi) q[6];\nu3(3.631481187469122*pi,0.4667931139383493*pi,1.579931683904547*pi) q[7];\nu3(3.6770277568616745*pi,1.7439064228671737*pi,1.6328134720635359*pi) q[8];\nu3(3.8543842732833404*pi,2.4187043916492437*pi,1.6691328002081411*pi) q[9];\nu3(3.6319544575695564*pi,-0.1157772845213767*pi,1.3825712932229535*pi) q[10];\nu3(3.1033572780803267*pi,0.7848558232752847*pi,1.757948337832984*pi) q[11];\nu3(3.548194422175839*pi,2.8254165843110624*pi,1.5963930637874808*pi) q[12];\nu3(3.1842489404999093*pi,-0.48981378075197746*pi,1.634437448585992*pi) q[13];\nu3(3.857225759563144*pi,1.9666880176751942*pi,0.5959222303128393*pi) q[14];\nu3(3.450515171576932*pi,3.1649454386761375*pi,0.9712632755029347*pi) q[15];\nu3(3.2861283134313486*pi,0.5545972720112831*pi,1.9036268087268848*pi) q[16];\nRxxyyzz(0.4387941462799195*pi,0.2738768994769796*pi,0.09220198063473183*pi) q[0],q[13];\nRxxyyzz(0.38368859308203074*pi,0.1944772206064438*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3804516204769199*pi,0.2638834414834918*pi,0.12716948895968522*pi) q[6],q[3];\nRxxyyzz(0.34456821203741994*pi,0.2519819900389262*pi,0.09075747568627657*pi) q[12],q[4];\nRxxyyzz(0.45057999701402984*pi,0.1382352553714148*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.3620725538160867*pi,0.3145835927969145*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4011702736445397*pi,0.21523248200893397*pi,0.0*pi) q[10],q[9];\nu3(3.271069526243349*pi,0.6651514959206157*pi,1.2744051556351446*pi) q[0];\nu3(3.814545994640661*pi,2.9107423667280594*pi,0.8394466563506418*pi) q[1];\nu3(3.624620334146903*pi,3.3464406100183535*pi,4.345720926179242*pi) q[3];\nu3(3.7772187668338355*pi,-0.19153458146482583*pi,3.094736354476232*pi) q[4];\nu3(3.262715906605103*pi,2.8129363352926147*pi,1.0805495368560216*pi) q[5];\nu3(3.7021553752636356*pi,-0.0714989162056705*pi,4.007416833393934*pi) q[6];\nu3(3.567520871107862*pi,0.6516753786053211*pi,1.8161586141953536*pi) q[7];\nu3(3.521111297627676*pi,1.0753863196512587*pi,1.262285210576969*pi) q[9];\nu3(3.5577839394483535*pi,1.9572590199818602*pi,1.3363383621546645*pi) q[10];\nu3(3.4849363050838873*pi,0.7503155805009636*pi,4.43791631741786*pi) q[12];\nu3(3.8101759474294505*pi,2.2339433719151662*pi,3.9426244045711147*pi) q[13];\nu3(3.6028653238221127*pi,-0.2184077497001372*pi,1.0715029347003435*pi) q[14];\nu3(3.338208444387811*pi,1.4112046744788707*pi,2.169513505463874*pi) q[15];\nu3(3.673604173056397*pi,0.39766742418717493*pi,1.2344052007727513*pi) q[16];\nRxxyyzz(0.34235463607048994*pi,0.28331040645087713*pi,3.923916197485181*pi) q[0],q[15];\nRxxyyzz(0.44130957561044015*pi,0.3220970266502952*pi,3.6870600766974597*pi) q[1],q[10];\nRxxyyzz(0.4331097186134598*pi,0.22905358449371965*pi,0.052473604713842305*pi) q[3],q[13];\nRxxyyzz(0.3939641915013966*pi,0.2851451250098205*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.3445529586110493*pi,0.21941115678859013*pi,0.15649382864360817*pi) q[5],q[6];\nRxxyyzz(0.42872140731863007*pi,0.23800045001602943*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4546726936416397*pi,0.2894828137189881*pi,0.12078279682356537*pi) q[8],q[16];\nRxxyyzz(0.44907658693609964*pi,0.290592426321087*pi,0.08480730144739777*pi) q[14],q[11];\nu3(3.4143035613280577*pi,-0.37543574368128996*pi,0.5237325361774885*pi) q[0];\nu3(3.4316780211412095*pi,0.38531060319913024*pi,1.3889844388950303*pi) q[1];\nu3(3.5678353647541163*pi,-0.4627495745317187*pi,2.840446881313828*pi) q[3];\nu3(3.6252098146689398*pi,-0.0562951275153567*pi,2.246101189702782*pi) q[4];\nu3(3.7380506301590732*pi,0.513826685352962*pi,1.9542975108672*pi) q[5];\nu3(3.396582617009955*pi,0.8538627540388548*pi,0.864071946718509*pi) q[6];\nu3(3.4288541282962837*pi,2.4348742317225707*pi,2.2722433503559682*pi) q[7];\nu3(3.3108116663191707*pi,3.278793443340831*pi,2.262299463820658*pi) q[8];\nu3(3.522596097856904*pi,3.366401211437543*pi,2.4446145494551663*pi) q[9];\nu3(3.619351625605668*pi,0.016407259428981247*pi,1.8824623394996018*pi) q[10];\nu3(3.60224287570022*pi,2.63881764666088*pi,3.7346562165822696*pi) q[11];\nu3(3.4866293868739864*pi,1.913400539805961*pi,1.2730876660848167*pi) q[12];\nu3(3.564992557386432*pi,0.94773480388076*pi,4.29304988559822*pi) q[13];\nu3(3.6807630929807256*pi,2.2100835646120123*pi,0.5435490584327116*pi) q[14];\nu3(3.5853630977086866*pi,1.9992052111365224*pi,1.949582908274007*pi) q[15];\nu3(3.622370102941534*pi,1.7052606555405934*pi,4.308489679146559*pi) q[16];\nRxxyyzz(0.4419685471985294*pi,0.2747988834339343*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.44175364447053944*pi,0.16683822827206019*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.36647274897601*pi,0.1313017797293021*pi,3.9403721032192096*pi) q[15],q[2];\nRxxyyzz(0.4074527975270304*pi,0.130952149220652*pi,0.0898505569576852*pi) q[10],q[4];\nRxxyyzz(0.41367148541723003*pi,0.3402038234719965*pi,3.8165261813362594*pi) q[5],q[16];\nRxxyyzz(0.2860170925956595*pi,0.22435383764359695*pi,3.9214738949849703*pi) q[6],q[13];\nRxxyyzz(0.35997163945222976*pi,0.312955969923463*pi,0.0*pi) q[12],q[9];\nu3(3.154935617543305*pi,0.9313619461369771*pi,4.297369383017916*pi) q[0];\nu3(3.2912524528120626*pi,2.7590657050090908*pi,4.414019568241953*pi) q[1];\nu3(3.6638709333740564*pi,-0.36987242227464057*pi,1.2586299996912573*pi) q[2];\nu3(3.1054465488385317*pi,-0.15633588170105972*pi,3.333672351883167*pi) q[4];\nu3(3.5193019282448894*pi,3.0801213565919334*pi,2.2014402464939526*pi) q[5];\nu3(3.723319647812502*pi,-0.12011512770433902*pi,1.4488784030511568*pi) q[6];\nu3(3.434637458933354*pi,3.226610519262346*pi,2.38103871449577*pi) q[7];\nu3(3.9334400066567947*pi,3.023121978007034*pi,1.0645904933058832*pi) q[8];\nu3(3.511582256494317*pi,2.3324287827885035*pi,2.3545754740352907*pi) q[9];\nu3(3.3068602473644497*pi,2.4199770758770316*pi,4.124610328857072*pi) q[10];\nu3(3.3317527718547773*pi,-0.2778841111084347*pi,1.069324173454163*pi) q[12];\nu3(3.6267060947512957*pi,1.682286766648827*pi,4.338733649034721*pi) q[13];\nu3(3.7648454137642893*pi,0.6494302678919741*pi,2.1038825940604355*pi) q[15];\nu3(3.8222859588493896*pi,-0.2542741627667445*pi,1.1828936211026178*pi) q[16];\nRxxyyzz(0.3451064107922398*pi,0.17095437641485856*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3371270571795897*pi,0.25033354055750057*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.4049027502685602*pi,0.12055971387563422*pi,0.03986129496460751*pi) q[3],q[4];\nRxxyyzz(0.3565925991386698*pi,0.187925773175611*pi,3.8800102558292107*pi) q[5],q[13];\nRxxyyzz(0.43210566557492014*pi,0.10722006448328081*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.2721195866921803*pi,0.16474631982964738*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.3239915118629498*pi,0.2858525028055201*pi,3.9141556590275*pi) q[15],q[9];\nRxxyyzz(0.27542907781081016*pi,0.21237782386958937*pi,0.0*pi) q[16],q[10];\nu3(3.381946881925045*pi,-0.457260606742972*pi,3.724964066591768*pi) q[0];\nu3(3.0365556351742944*pi,0.2407990667210964*pi,2.332618567518395*pi) q[1];\nu3(3.18270999089317*pi,2.3074399311598732*pi,1.1409452880505606*pi) q[2];\nu3(3.712732188989716*pi,-0.4444524345666231*pi,4.351692103594953*pi) q[3];\nu3(3.6117442027192723*pi,0.22880747005940583*pi,4.286548196336361*pi) q[4];\nu3(3.353173175329828*pi,-0.41131798958961835*pi,4.307757011141862*pi) q[5];\nu3(3.3118167146213424*pi,2.1291705585341556*pi,1.6356895009248187*pi) q[6];\nu3(3.4326617081664352*pi,2.66220037073194*pi,1.8838101152604843*pi) q[7];\nu3(3.2074154315820644*pi,2.3626623135020193*pi,0.6432265588211032*pi) q[8];\nu3(3.6973828130481303*pi,2.5123867328997793*pi,1.5710439715588789*pi) q[9];\nu3(3.3402295695169277*pi,2.0161583568802977*pi,1.3187395246327673*pi) q[10];\nu3(3.927501077628669*pi,0.020807495662334752*pi,0.9936837762758146*pi) q[12];\nu3(3.277074634087029*pi,2.769024976399721*pi,1.7289741194353643*pi) q[13];\nu3(3.4696261756163285*pi,0.5633784272149871*pi,1.3124961023837518*pi) q[14];\nu3(3.4434172733424355*pi,3.117590187657923*pi,2.4940993600927595*pi) q[15];\nu3(3.1201980379912087*pi,2.1141300329531214*pi,1.2840314591408142*pi) q[16];\nRxxyyzz(0.3826888015028201*pi,0.26407640472222527*pi,3.868004988780859*pi) q[14],q[1];\nRxxyyzz(0.3831882661794203*pi,0.2653844498061695*pi,3.89182503493835*pi) q[15],q[2];\nRxxyyzz(0.37720457861660955*pi,0.3312981940097109*pi,3.93266201801368*pi) q[5],q[3];\nRxxyyzz(0.2240306230758899*pi,0.16878379759865192*pi,0.11158786972133683*pi) q[7],q[4];\nRxxyyzz(0.32019310932762945*pi,0.2784118312222259*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.3485693079674799*pi,0.259477876673909*pi,0.11607188301504756*pi) q[8],q[11];\nRxxyyzz(0.44380044835412935*pi,0.23490711570803582*pi,3.94064040836018*pi) q[10],q[13];\nRxxyyzz(0.4169558179476026*pi,0.31710484372500525*pi,0.0*pi) q[12],q[16];\nu3(3.5675573170336734*pi,3.389502080049186*pi,1.637362508055348*pi) q[1];\nu3(3.859245591040339*pi,2.9831844746200296*pi,1.1788193729712217*pi) q[2];\nu3(3.905191365118829*pi,0.6145752506746622*pi,2.42760750416438*pi) q[3];\nu3(3.253263214135424*pi,3.4102229697861812*pi,2.362310575322568*pi) q[4];\nu3(3.3297454800973836*pi,0.5547734543150851*pi,1.3729638913103903*pi) q[5];\nu3(3.4858373212165645*pi,3.1173547315479775*pi,2.2278020652134627*pi) q[6];\nu3(3.284226301734329*pi,0.9449814080069947*pi,4.491797048913623*pi) q[7];\nu3(3.874401002025982*pi,2.818205042662542*pi,3.8636396258641836*pi) q[8];\nu3(3.5662519762575324*pi,0.9803794953761615*pi,1.5764615335299539*pi) q[9];\nu3(3.519113788378641*pi,-0.3272652164833952*pi,1.463382018450274*pi) q[10];\nu3(3.731953500043066*pi,3.180616074705433*pi,0.9932207347199287*pi) q[11];\nu3(3.6273910658273714*pi,2.994142121669382*pi,0.7839884607314912*pi) q[12];\nu3(3.7613871368775036*pi,0.25449455491517825*pi,1.2747702403805135*pi) q[13];\nu3(3.395766211487669*pi,-0.20591933095081305*pi,1.7602890522727521*pi) q[14];\nu3(3.2908557504120566*pi,-0.3338622898691571*pi,2.284744273189003*pi) q[15];\nu3(3.572990219119612*pi,3.4312240338532165*pi,0.6597345587439327*pi) q[16];\nRxxyyzz(0.4165941676550401*pi,0.2524369510682205*pi,3.9432584411167593*pi) q[0],q[4];\nRxxyyzz(0.45814155176961974*pi,0.1564661093178551*pi,3.89204512589673*pi) q[8],q[1];\nRxxyyzz(0.4008089511465301*pi,0.32697235065102825*pi,0.10523187803947193*pi) q[2],q[13];\nRxxyyzz(0.44634379825063986*pi,0.27794719940310714*pi,0.09947302671960294*pi) q[16],q[3];\nRxxyyzz(0.4580008075702402*pi,0.3679204681570689*pi,3.8791095961012303*pi) q[5],q[15];\nRxxyyzz(0.4621487926788569*pi,0.28364015030633016*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.36142149019768943*pi,0.2975012334437624*pi,3.7699261087133706*pi) q[14],q[7];\nRxxyyzz(0.28763748467682965*pi,0.24301757969822368*pi,3.947477886965111*pi) q[12],q[9];\nu3(3.4511187340210467*pi,3.457676873242791*pi,1.030779620491164*pi) q[0];\nu3(3.4339610522005413*pi,-0.42272473787839604*pi,1.5513698797766053*pi) q[1];\nu3(3.469144182907142*pi,2.053356170097758*pi,0.6439831426198748*pi) q[2];\nu3(3.498673071782864*pi,0.3531281871295482*pi,3.9676727355689128*pi) q[3];\nu3(3.304994215978276*pi,3.320270714605071*pi,1.9059741910399852*pi) q[4];\nu3(3.5069033513842296*pi,3.3500547375512424*pi,0.9484371819058277*pi) q[5];\nu3(3.2746476051853763*pi,2.857863066470668*pi,1.3285779582942785*pi) q[6];\nu3(3.467242765813412*pi,0.7377792278425721*pi,1.15905928589775*pi) q[7];\nu3(3.438208652099235*pi,2.1125440356647367*pi,1.0293964352250615*pi) q[8];\nu3(3.4826869468850465*pi,0.8621318539697955*pi,1.5676181873518362*pi) q[9];\nu3(3.632241764367917*pi,2.5778839714424797*pi,2.0085131257955995*pi) q[10];\nu3(3.5775287534007134*pi,3.280598251203575*pi,3.228206494982416*pi) q[12];\nu3(3.753191645380386*pi,3.460820080683418*pi,3.4372774255505485*pi) q[13];\nu3(3.6412197393454857*pi,-0.44818316113496515*pi,2.4031906784962676*pi) q[14];\nu3(3.8456190086870725*pi,-0.38915303178902205*pi,0.917342948538594*pi) q[15];\nu3(3.290212210127792*pi,-0.3330769508213109*pi,3.404996903143293*pi) q[16];\nRxxyyzz(0.3718277891703096*pi,0.14227019067447078*pi,3.922381909985999*pi) q[0],q[7];\nRxxyyzz(0.41267420778253955*pi,0.15200535253457298*pi,3.8805467387194*pi) q[1],q[11];\nRxxyyzz(0.45003984763919946*pi,0.2328819541591232*pi,3.8601062253307994*pi) q[2],q[3];\nRxxyyzz(0.4064026070466601*pi,0.2346417007186068*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.30596481362477934*pi,0.15885208235097625*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4371296100744093*pi,0.0*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3712986437080299*pi,0.2691751843178478*pi,0.0*pi) q[15],q[13];\nu3(3.707917181019935*pi,2.3753406138505246*pi,0.6767663916392794*pi) q[0];\nu3(3.1092498680864997*pi,2.136285907178096*pi,0.9723476576752565*pi) q[1];\nu3(3.3890020387507374*pi,0.11206887542128241*pi,1.838636776925624*pi) q[2];\nu3(3.7650828760812938*pi,0.6976630795501215*pi,1.9806270630654055*pi) q[3];\nu3(3.523187027969526*pi,3.1962340585933147*pi,1.6079388513360113*pi) q[4];\nu3(3.354088512493337*pi,-0.1394318912917326*pi,1.7460833519920262*pi) q[5];\nu3(3.202154964602995*pi,3.2132223793131423*pi,2.0628190480976105*pi) q[7];\nu3(3.820177281605128*pi,3.2580082903218583*pi,3.411605408424889*pi) q[8];\nu3(3.236721788739029*pi,-0.47959821624953397*pi,2.400069495190272*pi) q[9];\nu3(3.8435396721139243*pi,2.7436550282643557*pi,1.7634004946954351*pi) q[11];\nu3(3.542312435248913*pi,1.9015018264953567*pi,1.4446875793519354*pi) q[13];\nu3(3.3591771308701714*pi,2.455898142657337*pi,1.6312668506494055*pi) q[14];\nu3(3.250504874940189*pi,0.12041733599811544*pi,0.9400110195460075*pi) q[15];\nu3(3.6037007356719912*pi,0.27266362795509913*pi,1.7646567681299878*pi) q[16];\nRxxyyzz(0.45019683473416006*pi,0.4000242690720519*pi,0.04839814929181774*pi) q[0],q[2];\nRxxyyzz(0.4802170142675073*pi,0.3630325135700793*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.37517090346315973*pi,0.13101415727521915*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.4569029347892499*pi,0.1885312200591509*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.3840481622789494*pi,0.2126143396556092*pi,3.8461798739929396*pi) q[6],q[7];\nRxxyyzz(0.45552396931904005*pi,0.2847657714169993*pi,0.1642142396573883*pi) q[10],q[8];\nRxxyyzz(0.48760575806853645*pi,0.24770566121663873*pi,0.0*pi) q[15],q[12];\nRxxyyzz(0.4471075276279599*pi,0.17567367058318728*pi,0.0*pi) q[14],q[16];\nu3(3.1037563438449274*pi,0.8626110641251372*pi,1.8929899868062523*pi) q[0];\nu3(3.481011610882919*pi,0.04509479163127961*pi,4.272069320822247*pi) q[1];\nu3(3.646708234791635*pi,-0.44646807824368073*pi,2.8275194200775013*pi) q[2];\nu3(3.485987219407433*pi,0.08175105676740235*pi,1.6749834129349943*pi) q[3];\nu3(3.172382923072008*pi,-0.014581711947275033*pi,4.489312625570292*pi) q[5];\nu3(3.8043130089593533*pi,-0.25389996708532836*pi,0.5229402073450182*pi) q[6];\nu3(3.4656386109597452*pi,3.473468777514754*pi,2.037371384179644*pi) q[7];\nu3(3.5706085088542086*pi,2.4763707181881833*pi,4.136780837598321*pi) q[8];\nu3(3.384180373632855*pi,-0.39998974517565855*pi,2.3230411548286174*pi) q[9];\nu3(3.78982666564452*pi,0.06113063861305312*pi,4.064356609480599*pi) q[10];\nu3(3.7364661312127527*pi,-0.009024930171160461*pi,1.4685663157165838*pi) q[11];\nu3(3.719530948191108*pi,-0.2984968969327763*pi,1.904740741520542*pi) q[12];\nu3(3.4298227778899095*pi,1.7089178074693079*pi,1.6352939622763594*pi) q[13];\nu3(3.436684043789512*pi,1.9384155000781371*pi,1.6740375999136015*pi) q[14];\nu3(3.4004762293332984*pi,2.492985516132103*pi,1.198885307298338*pi) q[15];\nu3(3.2643843093502842*pi,-0.43090109561074064*pi,1.9723260439320547*pi) q[16];\nRxxyyzz(0.36330775298857027*pi,0.22380257367679357*pi,3.9032169008889106*pi) q[0],q[8];\nRxxyyzz(0.38878121489528017*pi,0.3525657575660548*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.3224333856007694*pi,0.24933498168673762*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.331039332746892*pi,0.30413723025204664*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.41621889546344*pi,0.26431385462668566*pi,0.13403160413095688*pi) q[10],q[7];\nRxxyyzz(0.30229432604162054*pi,0.21664663334055434*pi,0.0*pi) q[14],q[11];\nRxxyyzz(0.3254165244204593*pi,0.199263608059721*pi,0.0*pi) q[15],q[13];\nu3(3.397384092419857*pi,0.038438315175694626*pi,2.3939336637340776*pi) q[0];\nu3(3.5845536172701755*pi,0.027095915661495384*pi,0.9191752105483864*pi) q[2];\nu3(3.6834785016032208*pi,2.4289072774475686*pi,1.7133424378606215*pi) q[4];\nu3(3.5056959766397617*pi,2.5678613859055313*pi,1.6159026102256466*pi) q[5];\nu3(3.2728905933758403*pi,2.3573888716495883*pi,0.7868809895780416*pi) q[6];\nu3(3.5691525167099294*pi,0.20567490999780225*pi,3.964167610234275*pi) q[7];\nu3(3.255943143562607*pi,3.0559270891736316*pi,0.9923787371609294*pi) q[8];\nu3(3.5750188744702136*pi,0.17080509130934773*pi,0.7532513573136663*pi) q[10];\nu3(3.9443888704263914*pi,-0.30391473066614955*pi,1.5292694788742873*pi) q[11];\nu3(3.4426074957760964*pi,3.4367240474716128*pi,0.583260076328849*pi) q[12];\nu3(3.5045511466618433*pi,3.396399544391619*pi,4.251347882596666*pi) q[13];\nu3(3.8526618126757386*pi,-0.4011994588322183*pi,1.818357530762711*pi) q[14];\nu3(3.156846904217572*pi,0.9058884667533169*pi,0.5589058197424015*pi) q[15];\nu3(3.6054997598262544*pi,0.06562937766719201*pi,0.8549079493672808*pi) q[16];\nRxxyyzz(0.4619716921708099*pi,0.3347775327297122*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.2677433212470195*pi,0.12164210557577193*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.4306444067255111*pi,0.38727208428384424*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.38258219656506975*pi,0.2357210925482673*pi,3.9192433405243197*pi) q[12],q[3];\nRxxyyzz(0.48050822222436984*pi,0.22217474450754093*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.40017887904654803*pi,0.21736826959220648*pi,0.1646903047440104*pi) q[8],q[9];\nRxxyyzz(0.39250379264167956*pi,0.16146382084146368*pi,0.10910676813077462*pi) q[13],q[11];\nRxxyyzz(0.4351405250620105*pi,0.33923180469751113*pi,0.0*pi) q[16],q[14];\nu3(3.514739938484813*pi,0.7938844770194675*pi,1.139892875322372*pi) q[0];\nu3(3.9097467887320714*pi,0.5583419604503359*pi,1.2433655558224421*pi) q[1];\nu3(3.1254399214386286*pi,1.8757420552835762*pi,4.3735055704396135*pi) q[2];\nu3(3.582952061474649*pi,2.139459561060035*pi,1.9931886219602752*pi) q[3];\nu3(3.657902673816377*pi,-0.0146909790842914*pi,1.9594439938972326*pi) q[4];\nu3(3.157635513026691*pi,2.2299698655231146*pi,1.9121269085977266*pi) q[5];\nu3(3.4288063999257905*pi,-0.0798041985091108*pi,1.0060849355283294*pi) q[7];\nu3(3.7252671040346588*pi,1.0618219777029445*pi,0.960707277528105*pi) q[8];\nu3(3.2509460406029915*pi,1.381599371351549*pi,0.6479183645189367*pi) q[9];\nu3(3.425436282211897*pi,-0.1997794343282724*pi,2.0883616575190977*pi) q[10];\nu3(3.467804002722133*pi,-0.4385723467406024*pi,3.988981760568092*pi) q[11];\nu3(3.417865122929558*pi,0.6284168923966036*pi,0.5262461127853868*pi) q[12];\nu3(3.241298065473509*pi,0.899053011978936*pi,4.1395202367910064*pi) q[13];\nu3(3.81438019184426*pi,3.1359072206373577*pi,1.036539643769454*pi) q[14];\nu3(3.278897224577882*pi,0.3653787919009328*pi,1.3914457702968233*pi) q[15];\nu3(3.1465694627035585*pi,1.0281267114533204*pi,1.7080153334644574*pi) q[16];\nmeasure q[8] -> c[5];\nmeasure q[4] -> c[9];\nmeasure q[9] -> c[11];\nRxxyyzz(0.3921418592261796*pi,0.34948688429732105*pi,0.03922296528212289*pi) q[16],q[0];\nRxxyyzz(0.35864991969077004*pi,0.29612067616062765*pi,0.09545878927195428*pi) q[1],q[3];\nRxxyyzz(0.4066080712683099*pi,0.15059286736372468*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4184968138628611*pi,0.16469327169502357*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.12729997765324008*pi,0.04301986355835663*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.3652871963686497*pi,0.17502101184815766*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.42941766048156527*pi,0.30172166065688233*pi,0.0*pi) q[12],q[13];\nu3(3.030665087545954*pi,0.5288961257277349*pi,3.2495488845698137*pi) q[0];\nu3(3.4470655620468666*pi,3.1301956023759097*pi,1.825987352521436*pi) q[1];\nu3(3.7558050582316476*pi,2.5190494827729086*pi,1.4298313111478942*pi) q[2];\nu3(2.6775927121435537*pi,1.06981266995016*pi,0.6352170449471395*pi) q[3];\nu3(3.3683737100592412*pi,-0.48785977203353603*pi,1.0608754122701505*pi) q[5];\nu3(3.454219022867881*pi,0.17668713566144734*pi,1.7714659032157503*pi) q[6];\nu3(1.558744762721228*pi,2.9045993621819877*pi,1.26268618003687*pi) q[7];\nu3(0.5068579566321257*pi,0.042632155033590635*pi,0.9713757031848022*pi) q[10];\nu3(3.2434702444390577*pi,2.563051455257355*pi,1.7768490311401692*pi) q[11];\nu3(3.5897966581433147*pi,0.9593870199935282*pi,4.096042770969868*pi) q[12];\nu3(3.398303569311948*pi,0.2898831997196245*pi,2.023032631198913*pi) q[13];\nu3(3.905233721181697*pi,3.214439943584937*pi,0.8404037675030933*pi) q[14];\nu3(3.9631496422522567*pi,-0.007755991519978078*pi,1.4995725460552451*pi) q[15];\nu3(3.5135530141151303*pi,-0.04009270111878077*pi,1.2589280424329972*pi) q[16];\nmeasure q[14] -> c[0];\nmeasure q[5] -> c[1];\nmeasure q[6] -> c[2];\nmeasure q[10] -> c[3];\nmeasure q[7] -> c[4];\nmeasure q[1] -> c[6];\nmeasure q[13] -> c[7];\nmeasure q[16] -> c[8];\nmeasure q[2] -> c[10];\nmeasure q[12] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[15] -> c[15];\nmeasure q[11] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6980488389337167*pi,2.1301363901907546*pi,0.5598418586405343*pi) q[0];\nu3(3.377279457765389*pi,2.8734377752252205*pi,1.1418169655102601*pi) q[1];\nu3(3.5820907672350413*pi,-0.07315992502999047*pi,2.174372213936864*pi) q[2];\nu3(3.439058343465267*pi,2.046777090467529*pi,3.025892842857785*pi) q[3];\nu3(3.4415030204367465*pi,2.8814406313815004*pi,4.088613624928172*pi) q[4];\nu3(3.579252390803603*pi,0.8536800458719074*pi,0.9281189182197869*pi) q[5];\nu3(3.593053289827316*pi,2.8921565154170095*pi,3.294282703546769*pi) q[6];\nu3(3.6482455213393*pi,2.6099600682124553*pi,3.1170147572706104*pi) q[7];\nu3(3.494485723669612*pi,0.10727564753677998*pi,3.8766104659846423*pi) q[8];\nu3(3.708959456822858*pi,2.498823683552427*pi,1.3249674712736856*pi) q[9];\nu3(3.5065776374942685*pi,0.4093508876522918*pi,0.714143017715567*pi) q[10];\nu3(3.915296387197263*pi,2.7540346470235564*pi,0.8758623368606235*pi) q[11];\nu3(3.1872470357263625*pi,3.4713993907616665*pi,3.9198069455583555*pi) q[12];\nu3(3.3107489075273007*pi,-0.04764619771440193*pi,1.1972640675141688*pi) q[13];\nu3(3.1403920386963224*pi,0.42291389734816964*pi,1.0568417165950097*pi) q[14];\nu3(3.824604764742546*pi,2.8873965597048405*pi,0.5736746735190287*pi) q[15];\nu3(3.4411651946115995*pi,0.6416044511524723*pi,1.4619617195789665*pi) q[16];\nRxxyyzz(0.4125804451957501*pi,0.07129592593009715*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.47578919583869017*pi,0.20087883837428677*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4101625959190597*pi,0.2942929590930303*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4459405251142571*pi,0.28444572598900164*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.44033965977681966*pi,0.36320751205373214*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.4427127410026396*pi,0.31851131377114505*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.40633617639558006*pi,0.12040396334087447*pi,0.07658808008666972*pi) q[7],q[15];\nRxxyyzz(0.4596576066577098*pi,0.3777566253355621*pi,0.0668726870219265*pi) q[9],q[10];\nu3(3.5910878171851195*pi,2.921956675289898*pi,0.841456934628467*pi) q[0];\nu3(3.81535436291944*pi,0.6165537243139811*pi,1.3995213044996406*pi) q[1];\nu3(3.426459466957866*pi,0.04980753037401531*pi,4.345840304454547*pi) q[2];\nu3(3.674065495143795*pi,-0.32782193958385497*pi,1.2314176828169057*pi) q[3];\nu3(3.848115583897524*pi,2.3344693947609265*pi,3.9789023375046257*pi) q[4];\nu3(3.5880406551233865*pi,2.100767136425662*pi,1.2348815382687315*pi) q[5];\nu3(3.6483712918897018*pi,-0.011443101182937176*pi,0.8007015854829422*pi) q[6];\nu3(3.6685977607188938*pi,1.0516095451908534*pi,4.1396919837557675*pi) q[7];\nu3(3.4724973525161174*pi,-0.2690136703259991*pi,4.433240281543127*pi) q[8];\nu3(3.3597905441383165*pi,2.72394136715554*pi,4.418808497260824*pi) q[9];\nu3(3.2869300921964744*pi,3.1026594630971984*pi,2.901093454166858*pi) q[10];\nu3(3.6591359658934532*pi,-0.14455860361227552*pi,0.7535684402381104*pi) q[11];\nu3(3.8039456623848054*pi,-0.329817252682171*pi,1.4812199637836505*pi) q[12];\nu3(3.6802890993778616*pi,2.1514749227549332*pi,2.04542269976687*pi) q[14];\nu3(3.7769503113594443*pi,0.7383590816128247*pi,3.9717772243990046*pi) q[15];\nu3(3.4887465292288833*pi,3.488316872053372*pi,2.2213967198747713*pi) q[16];\nRxxyyzz(0.39064025297210836*pi,0.09567050843081187*pi,3.94218297664956*pi) q[0],q[10];\nRxxyyzz(0.32080303742902*pi,0.21846756525965594*pi,3.9548490659633*pi) q[1],q[14];\nRxxyyzz(0.42528919845564994*pi,0.32312236336681555*pi,0.0*pi) q[2],q[4];\nRxxyyzz(0.4065279441341301*pi,0.13735826399969708*pi,0.0441586459713482*pi) q[8],q[5];\nRxxyyzz(0.4111526591442098*pi,0.14773044034195779*pi,0.08150090042744117*pi) q[11],q[7];\nRxxyyzz(0.4562678284120301*pi,0.1627485155162639*pi,0.09398322841545793*pi) q[12],q[15];\nRxxyyzz(0.38831818069331014*pi,0.2615357884908829*pi,0.0*pi) q[16],q[13];\nu3(3.241171728506662*pi,0.40500768865093817*pi,0.7710552930760537*pi) q[0];\nu3(3.2568186484067114*pi,1.2566354413252478*pi,1.6689443613491697*pi) q[1];\nu3(3.046514687755571*pi,2.504910960521955*pi,1.4948900077873661*pi) q[2];\nu3(3.7125814815947633*pi,0.309472780135462*pi,0.661317970433936*pi) q[4];\nu3(3.0686156258929387*pi,0.7444075764153777*pi,0.575238348274876*pi) q[5];\nu3(3.3598421929375553*pi,2.1742043711277885*pi,4.008593320309941*pi) q[7];\nu3(3.3997631213545*pi,2.2835343224096207*pi,4.455948461631975*pi) q[8];\nu3(3.2841432698287214*pi,0.6438859457134358*pi,1.255413422135394*pi) q[10];\nu3(3.6385309443520155*pi,-0.24500398820772323*pi,3.7253218069643816*pi) q[11];\nu3(3.980655190532566*pi,3.4211137403290177*pi,0.9491500997718734*pi) q[12];\nu3(3.6301472127672083*pi,0.7292649793103987*pi,0.995549682460538*pi) q[13];\nu3(3.3397321179839876*pi,2.267710395365123*pi,1.1917238436577229*pi) q[14];\nu3(3.3768101736785034*pi,2.8322183725821324*pi,0.7857893007560812*pi) q[15];\nu3(3.4576049502194333*pi,0.8215562435038142*pi,1.0185233619625709*pi) q[16];\nRxxyyzz(0.45445537719670015*pi,0.1295060833990347*pi,0.0*pi) q[0],q[4];\nRxxyyzz(0.2671156486935695*pi,0.09604241032904537*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.37938870002165004*pi,0.2761444481710065*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.4399197751922196*pi,0.1817852310311001*pi,3.8625508844730905*pi) q[5],q[14];\nRxxyyzz(0.40040380953075927*pi,0.2968122425741151*pi,0.0*pi) q[6],q[7];\nRxxyyzz(0.40209156081037944*pi,0.1784926053257969*pi,3.9117399281734997*pi) q[8],q[12];\nRxxyyzz(0.4452591455805326*pi,0.3459853300448208*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.4527882977228297*pi,0.3793971606412099*pi,3.7456327202596302*pi) q[10],q[15];\nu3(3.7344653096369678*pi,-0.04200440427418184*pi,0.7030458393655454*pi) q[0];\nu3(3.4991634536877325*pi,-0.26583766866826775*pi,1.6374808962493512*pi) q[1];\nu3(3.718716948155741*pi,-0.17210992977030842*pi,2.3667548113631325*pi) q[2];\nu3(3.5303973029709588*pi,-0.19484685564356263*pi,1.3569900984629162*pi) q[3];\nu3(3.185851257269421*pi,0.22305128625343806*pi,1.2433501656641113*pi) q[4];\nu3(3.1926185639163975*pi,0.20033300613352845*pi,1.8693483619740263*pi) q[5];\nu3(3.6698275970118397*pi,3.432212692047438*pi,1.5076419724589423*pi) q[6];\nu3(3.575600544697151*pi,0.23681893792549702*pi,0.6738043109315348*pi) q[7];\nu3(3.3744882735424087*pi,-0.14500496342713876*pi,1.2131045514610186*pi) q[8];\nu3(3.4802722236073245*pi,0.01466116245404181*pi,1.3559656401558102*pi) q[9];\nu3(3.2675288292889864*pi,2.78440105869032*pi,2.427034221377548*pi) q[10];\nu3(3.558354512573309*pi,2.6316017768540565*pi,0.5126250756068469*pi) q[11];\nu3(3.4827356343594853*pi,2.526593646360366*pi,0.506321954848084*pi) q[12];\nu3(3.7671856475130046*pi,3.2449789761992296*pi,1.5930018889010933*pi) q[14];\nu3(3.7774420076279984*pi,-0.2764002450592773*pi,0.6408490298153053*pi) q[15];\nu3(3.4510921632818206*pi,3.1387730514196805*pi,0.5633702372699068*pi) q[16];\nRxxyyzz(0.31175020857437896*pi,0.16238881881406808*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.3878189616941994*pi,0.20189499822770207*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4053004662475298*pi,0.20486353351775705*pi,3.8330839742096803*pi) q[4],q[14];\nRxxyyzz(0.37294017814156966*pi,0.2695541583654819*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.39007346497794954*pi,0.09337656688802515*pi,3.9419568294504903*pi) q[8],q[9];\nRxxyyzz(0.40074930609324966*pi,0.19091482478399158*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.43306835903787044*pi,0.14791878737608877*pi,0.0*pi) q[16],q[13];\nu3(3.7842536576423162*pi,2.9684259428675253*pi,0.8811801768826976*pi) q[0];\nu3(3.175477424249273*pi,-0.4706952702263767*pi,4.05416294361534*pi) q[2];\nu3(3.4886742625002265*pi,2.8001766786518614*pi,2.460736563717605*pi) q[4];\nu3(3.569481044969278*pi,-0.16748307532990436*pi,1.0763916653121457*pi) q[6];\nu3(3.3010068142973887*pi,0.00019684238674932963*pi,0.6004169189990449*pi) q[7];\nu3(3.2098332492021844*pi,0.2784116951643538*pi,1.623685535915878*pi) q[8];\nu3(3.2205799688981376*pi,0.31677186318080675*pi,1.470980636063391*pi) q[9];\nu3(3.059729000080009*pi,2.3109670379643052*pi,2.204586349428881*pi) q[10];\nu3(3.756078536669297*pi,3.4713553439543428*pi,0.97322439935104*pi) q[11];\nu3(3.26806601877872*pi,0.08419661216984187*pi,0.7768250946792874*pi) q[12];\nu3(3.349651334657689*pi,0.22367746779358844*pi,1.4452363241301418*pi) q[13];\nu3(3.288193521867427*pi,0.7607927131209795*pi,0.9501947652110849*pi) q[14];\nu3(3.2936683864206544*pi,-0.4325371389636439*pi,0.5670152994200888*pi) q[15];\nu3(3.6069658330014924*pi,2.9179712630917125*pi,0.7251759634181325*pi) q[16];\nRxxyyzz(0.23613172734967894*pi,0.09870130647578401*pi,3.9397807703306302*pi) q[9],q[0];\nRxxyyzz(0.3584938881518994*pi,0.09870565139662013*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.29164257392853987*pi,0.11247223535089657*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.34390326090666956*pi,0.21281093314759092*pi,0.18461047415748943*pi) q[4],q[5];\nRxxyyzz(0.46913462949859*pi,0.3185295705914637*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.34501434410328014*pi,0.17401727926443078*pi,3.9082896399215894*pi) q[8],q[15];\nRxxyyzz(0.38096202172238*pi,0.2272754758212451*pi,3.8438878727857997*pi) q[10],q[16];\nRxxyyzz(0.4646333278538807*pi,0.32193736693474695*pi,0.0*pi) q[13],q[11];\nu3(3.520053066269576*pi,1.13835013162973*pi,1.7164624489159706*pi) q[0];\nu3(3.6626712939568744*pi,2.0979906358483302*pi,0.9291745724727396*pi) q[1];\nu3(3.567272822323488*pi,0.25653806595631035*pi,2.473354137388392*pi) q[2];\nu3(3.6331925973974117*pi,3.308858458362818*pi,0.7782820270131618*pi) q[4];\nu3(3.340901078716748*pi,2.374968529421709*pi,3.831168873141893*pi) q[5];\nu3(3.49010959048343*pi,0.8382812244961961*pi,2.0443295302601125*pi) q[6];\nu3(3.4885544279857683*pi,0.5962062919625399*pi,0.681631426168652*pi) q[7];\nu3(3.8782857691602732*pi,3.2483378882481926*pi,0.7374686031323696*pi) q[8];\nu3(3.479261821553928*pi,-0.2492451591356672*pi,4.350422007690049*pi) q[9];\nu3(3.6672794383047975*pi,2.259541540786657*pi,1.0988727806730076*pi) q[10];\nu3(3.6885675957726916*pi,-0.3345894792940929*pi,0.801365680120063*pi) q[11];\nu3(3.8615643471888874*pi,-0.1259796742570103*pi,1.8216825516730633*pi) q[12];\nu3(3.6262309955325804*pi,-0.10054348121745227*pi,1.6831013928875265*pi) q[13];\nu3(3.819025274999228*pi,0.25971018980970917*pi,1.4393573354575788*pi) q[14];\nu3(3.8214552617122943*pi,3.2028081648814677*pi,1.8386472117269115*pi) q[15];\nu3(3.2539806680164274*pi,2.926136422011181*pi,1.2489948834871432*pi) q[16];\nRxxyyzz(0.4845700583876901*pi,0.15157252758074247*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.3123964584959097*pi,0.22508131047416136*pi,0.04356940159800393*pi) q[8],q[1];\nRxxyyzz(0.3205409226348398*pi,0.21307918767040235*pi,3.869508488338079*pi) q[13],q[2];\nRxxyyzz(0.3536466764978696*pi,0.22924866784714315*pi,0.0*pi) q[3],q[15];\nRxxyyzz(0.33193545490306026*pi,0.2920377137182033*pi,3.954661143172709*pi) q[4],q[12];\nRxxyyzz(0.47009644620369606*pi,0.23583701599737772*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4027630350215201*pi,0.18777101877843028*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.3950181810132999*pi,0.2559805869029224*pi,0.12707828046457054*pi) q[9],q[11];\nu3(3.248874336389224*pi,3.2856614406273246*pi,0.6432903478252836*pi) q[0];\nu3(3.099527491914117*pi,3.3236032745643147*pi,3.653023392520249*pi) q[1];\nu3(3.422110400745255*pi,2.0456090113648226*pi,1.1229446805418182*pi) q[2];\nu3(3.442196138884823*pi,2.086718573401673*pi,1.4716288095059766*pi) q[3];\nu3(3.771048373597553*pi,0.21623870025418868*pi,0.9282786194869425*pi) q[4];\nu3(3.358592355269944*pi,2.79488846658393*pi,4.400027919491446*pi) q[5];\nu3(3.581857772508831*pi,-0.3720265169498048*pi,0.8944623219254961*pi) q[6];\nu3(3.191574264129236*pi,0.5169103356134821*pi,1.5345518077644695*pi) q[7];\nu3(3.372853439192088*pi,-0.4518868139404164*pi,1.2972130122995913*pi) q[8];\nu3(3.960005173094908*pi,-0.49324773638483876*pi,0.8679845052598539*pi) q[9];\nu3(3.1927949610471047*pi,2.8558077859097004*pi,2.2936549578140246*pi) q[10];\nu3(3.406791728333854*pi,2.992397255997303*pi,0.7568347498722922*pi) q[11];\nu3(3.2774835796716975*pi,3.353796600665275*pi,2.0299050986245493*pi) q[12];\nu3(3.702533624542196*pi,2.2447537409074654*pi,0.5000986716621019*pi) q[13];\nu3(3.6216759399422784*pi,2.267903147551918*pi,1.8336498642934933*pi) q[15];\nu3(3.1975109614350234*pi,3.3378750619321447*pi,2.473148643567059*pi) q[16];\nRxxyyzz(0.41009641515279016*pi,0.17702162036811941*pi,0.06454820027100606*pi) q[3],q[0];\nRxxyyzz(0.4609420397052949*pi,0.3566607927536811*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4431675093588297*pi,0.2935959914690318*pi,0.06549952866693555*pi) q[4],q[14];\nRxxyyzz(0.46054696882023993*pi,0.19505282694781403*pi,0.0944660069320953*pi) q[5],q[16];\nRxxyyzz(0.39251566937673676*pi,0.24378398841086046*pi,0.0*pi) q[10],q[6];\nRxxyyzz(0.35208209397536944*pi,0.29563137877589263*pi,3.954636808792019*pi) q[7],q[13];\nRxxyyzz(0.2687921043375492*pi,0.14433413269174367*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4244425392027402*pi,0.2538235172272642*pi,3.94141762225131*pi) q[11],q[15];\nu3(3.922580450248424*pi,2.702978201704939*pi,1.465332981799178*pi) q[0];\nu3(3.649024283092473*pi,2.721887428604699*pi,2.3434142299378298*pi) q[2];\nu3(3.2021421481587753*pi,3.499801622264952*pi,2.22693046119823*pi) q[3];\nu3(3.5678173535168587*pi,0.41356022206567755*pi,3.92431107587288*pi) q[4];\nu3(3.608078701552034*pi,2.68170878791309*pi,3.462838719108143*pi) q[5];\nu3(3.376098520332659*pi,2.9439157995557586*pi,1.725461628859792*pi) q[6];\nu3(3.500632139480351*pi,2.357512912156359*pi,4.257824191438155*pi) q[7];\nu3(3.279097103119554*pi,0.0488947660649417*pi,1.9925155351728934*pi) q[8];\nu3(3.428858104510801*pi,2.129551539839846*pi,1.093022542297315*pi) q[9];\nu3(3.354645364052619*pi,0.09856520138723757*pi,0.6322655170616649*pi) q[10];\nu3(3.629594686926327*pi,1.0418325047689247*pi,0.559374385264777*pi) q[11];\nu3(3.640987400887564*pi,2.818611241904714*pi,1.5191433123073692*pi) q[12];\nu3(3.221739219311732*pi,3.446333029577663*pi,3.6813057461402687*pi) q[13];\nu3(3.343522112770849*pi,2.4915797729033384*pi,3.628205590844942*pi) q[14];\nu3(3.6042554102367053*pi,2.6104495916737975*pi,0.750052555715957*pi) q[15];\nu3(3.846644614229857*pi,-0.1468567485256797*pi,0.769665327239569*pi) q[16];\nRxxyyzz(0.3688944502228998*pi,0.272934895109941*pi,0.19646443266645253*pi) q[0],q[7];\nRxxyyzz(0.3696124156766701*pi,0.25251897022698594*pi,0.18127739504510815*pi) q[4],q[1];\nRxxyyzz(0.4317797442867797*pi,0.13488332682821924*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4482406181798503*pi,0.26089870878366916*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.4826377012651202*pi,0.3610227314489712*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.39960493325081015*pi,0.3521752234241371*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.42463769757949*pi,0.23439765253724515*pi,3.9141682610289603*pi) q[14],q[16];\nu3(3.670003769436538*pi,1.013096625418998*pi,0.6944254500602637*pi) q[0];\nu3(3.3121560764529585*pi,3.4445271628587752*pi,4.166973802474686*pi) q[1];\nu3(3.8422003444708475*pi,0.4141365794829204*pi,1.7923255221352772*pi) q[2];\nu3(3.2174696430883127*pi,3.3745535458327813*pi,1.550559308315411*pi) q[3];\nu3(3.1112528242423148*pi,3.3533204637189407*pi,2.9520870855703945*pi) q[4];\nu3(3.35629522314*pi,3.255942275522*pi,1.8804107389138243*pi) q[7];\nu3(3.5387476943144414*pi,3.027176785348396*pi,0.6660724320691352*pi) q[8];\nu3(3.3875502815825405*pi,2.80538134190327*pi,3.3168201492697627*pi) q[9];\nu3(3.1607052658015893*pi,1.0929792968360705*pi,1.2222598526184016*pi) q[11];\nu3(3.8255188863996947*pi,2.1854376355376663*pi,4.058319530147238*pi) q[12];\nu3(3.7900489521138434*pi,0.6071301821184909*pi,2.20721723992335*pi) q[13];\nu3(3.407611222282613*pi,1.342279765961309*pi,0.89357049939531*pi) q[14];\nu3(3.548886405078205*pi,-0.016045946811684808*pi,1.6520564256515513*pi) q[15];\nu3(3.703732203337824*pi,1.3751843154768644*pi,2.4983866581828895*pi) q[16];\nRxxyyzz(0.33303228114389993*pi,0.19580753750215163*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.3432831001141293*pi,0.118914298042058*pi,0.0*pi) q[5],q[1];\nRxxyyzz(0.36219816506993097*pi,0.2705770409116851*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.36876959166698986*pi,0.3231390818018012*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.46605487843489624*pi,0.24631781369157246*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.3234355762586398*pi,0.21411976351232553*pi,3.916126868611041*pi) q[8],q[14];\nRxxyyzz(0.36826894486994*pi,0.19271286494277096*pi,0.0*pi) q[10],q[9];\nRxxyyzz(0.4377475190310322*pi,0.18707470418642738*pi,3.956485773644528*pi) q[11],q[16];\nu3(3.878354177005987*pi,3.025179005255054*pi,2.3248359262017795*pi) q[0];\nu3(3.2775214856820365*pi,0.25365709583351825*pi,1.18709070521723*pi) q[1];\nu3(3.3849920406265146*pi,3.4623842343912687*pi,1.6946858517018066*pi) q[2];\nu3(3.290115248125173*pi,3.209650231973231*pi,0.6695532763198192*pi) q[3];\nu3(3.110746821073915*pi,3.1083814494419704*pi,2.1460150630522077*pi) q[4];\nu3(3.7927306230816034*pi,-0.2760605777267219*pi,2.034416667815092*pi) q[5];\nu3(3.4786563601263216*pi,-0.14369984779991302*pi,4.366599815028602*pi) q[6];\nu3(3.816243887112625*pi,2.9692292121264403*pi,1.418429119251159*pi) q[7];\nu3(3.0797939127671947*pi,2.1810631541565897*pi,1.0090698254891886*pi) q[8];\nu3(3.8950325966275012*pi,1.011849384745747*pi,1.060408557219138*pi) q[9];\nu3(3.358873277764853*pi,0.32661889290597546*pi,0.7127736907394331*pi) q[10];\nu3(3.6041745520558064*pi,-0.021626194521506437*pi,1.7571306410078789*pi) q[11];\nu3(3.6798026517163294*pi,-0.27313461773718944*pi,0.8303987473951613*pi) q[12];\nu3(3.3673716946275807*pi,0.8421030259658198*pi,1.292807141207832*pi) q[13];\nu3(3.063055126183294*pi,0.488576484687836*pi,2.037462427275573*pi) q[14];\nu3(3.5020520724060233*pi,3.348761932265422*pi,1.296225590241681*pi) q[16];\nRxxyyzz(0.41426846089129976*pi,0.32289399827006315*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.44333330463821996*pi,0.16716820643076225*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.42837030104282015*pi,0.15064927695555538*pi,3.94294691402082*pi) q[3],q[5];\nRxxyyzz(0.39147080482993946*pi,0.26357135341575216*pi,0.21949535854176666*pi) q[4],q[15];\nRxxyyzz(0.39020381784015035*pi,0.3706645218208595*pi,3.895903992456587*pi) q[7],q[14];\nRxxyyzz(0.30529345773258987*pi,0.13635408958893702*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4041874981976301*pi,0.185193031226027*pi,3.9529899866135096*pi) q[12],q[9];\nu3(3.4587797572731915*pi,2.512797942719266*pi,0.5032262185282095*pi) q[1];\nu3(3.1923191796743975*pi,0.2972141969177027*pi,0.5768578004950231*pi) q[2];\nu3(3.8537489261548963*pi,0.44260664672073813*pi,1.4586665677073345*pi) q[3];\nu3(3.5595890947202324*pi,0.31248839211836166*pi,0.8658318034010588*pi) q[4];\nu3(3.2542037384903013*pi,-0.42221297417243975*pi,0.7022224364866623*pi) q[5];\nu3(3.2587665459050372*pi,3.395272803010237*pi,3.8857552892735527*pi) q[6];\nu3(3.833016913876279*pi,0.06291420181500751*pi,0.9099908879291969*pi) q[7];\nu3(3.6955743674705843*pi,-0.036913716142277564*pi,2.8175569410310066*pi) q[8];\nu3(3.896669900335694*pi,-0.04970429614930677*pi,1.516732149307131*pi) q[9];\nu3(3.6767755995537197*pi,-0.06647921856901873*pi,0.9202710887215133*pi) q[10];\nu3(3.790321105281101*pi,3.366172064802673*pi,1.6117412740659394*pi) q[12];\nu3(3.189204548888208*pi,-0.14618170762405736*pi,1.0267144284070904*pi) q[13];\nu3(3.3775457491414445*pi,1.335404132431079*pi,1.6240648328409293*pi) q[14];\nu3(3.4607197229098707*pi,-0.48944953496519217*pi,3.2250020067421845*pi) q[15];\nRxxyyzz(0.4941569798363502*pi,0.19825818370410553*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.4473672280882325*pi,0.20642404396510672*pi,0.10633194779302682*pi) q[1],q[2];\nRxxyyzz(0.4502512015732498*pi,0.395495109431665*pi,0.1710546308439398*pi) q[3],q[16];\nRxxyyzz(0.36076720264358986*pi,0.21877004355637397*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.4181489247314395*pi,0.27850287176333727*pi,0.07157899504808748*pi) q[5],q[10];\nRxxyyzz(0.4548213040760105*pi,0.32537566263234885*pi,3.9568953656312833*pi) q[8],q[6];\nRxxyyzz(0.42323604382653*pi,0.07601635382557081*pi,0.0*pi) q[13],q[15];\nu3(3.8657652157631466*pi,0.18522260804290747*pi,4.316859181231068*pi) q[0];\nu3(3.1938715915504203*pi,-0.11260685908963702*pi,1.4067936118068534*pi) q[1];\nu3(3.4384684026693*pi,1.5768297212526141*pi,0.5461675510709991*pi) q[2];\nu3(3.3793770769401505*pi,2.9485671854021174*pi,3.081880650041872*pi) q[3];\nu3(3.0918711066919937*pi,2.58204465083871*pi,2.1034409721256937*pi) q[4];\nu3(3.7547101581610063*pi,3.4772565214060074*pi,1.2665033319024208*pi) q[5];\nu3(3.696830215341065*pi,3.426597438994751*pi,2.459636133749311*pi) q[6];\nu3(3.529041678949288*pi,0.04121407022152401*pi,1.3161997292954437*pi) q[8];\nu3(3.276578308748756*pi,2.0867052966903903*pi,1.852025231195188*pi) q[9];\nu3(3.4167013785946123*pi,2.3093085452532875*pi,1.1024639459910328*pi) q[10];\nu3(3.4024285674345762*pi,-0.1660141895121912*pi,1.2264717466136401*pi) q[12];\nu3(3.5623570321850475*pi,-0.4420975943926456*pi,3.961044108327702*pi) q[13];\nu3(3.318231908021488*pi,3.307763590796476*pi,0.9349621740453945*pi) q[15];\nu3(3.755421033352336*pi,2.711140013041232*pi,3.993423565759543*pi) q[16];\nRxxyyzz(0.4564330518132596*pi,0.24937517444696017*pi,3.8056922499356*pi) q[3],q[0];\nRxxyyzz(0.38421725146580915*pi,0.3104663446371575*pi,3.8485940532447103*pi) q[8],q[1];\nRxxyyzz(0.40253953881302973*pi,0.3620475655739033*pi,3.9497103519430397*pi) q[4],q[9];\nRxxyyzz(0.4590556584306902*pi,0.21484349520099344*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.44007327426407994*pi,0.26068727253732865*pi,0.0645247316600109*pi) q[12],q[10];\nRxxyyzz(0.37155429932319006*pi,0.2773871183762986*pi,0.14065569291862437*pi) q[11],q[16];\nu3(3.723678272465032*pi,2.366046917567024*pi,1.761160049113117*pi) q[0];\nu3(3.8152383110135104*pi,2.06280129469593*pi,2.02526453308815*pi) q[1];\nu3(3.8750941716482354*pi,0.1596971187516496*pi,1.3203588698980222*pi) q[3];\nu3(3.672991689448748*pi,3.2075247245022065*pi,3.9268760021797458*pi) q[4];\nu3(3.535219049798447*pi,3.3927649455791387*pi,2.3997638051643664*pi) q[5];\nu3(3.7486955352357096*pi,2.8562843280663675*pi,1.609534480062277*pi) q[8];\nu3(3.6743213890809985*pi,-0.19838133918069567*pi,1.9136505170906128*pi) q[9];\nu3(3.901670681901734*pi,-0.4498151315597463*pi,2.244681994460451*pi) q[10];\nu3(3.777322359821018*pi,2.190300801713368*pi,4.086344943295856*pi) q[11];\nu3(3.72279155133387*pi,3.3144525726730465*pi,1.0901480675703201*pi) q[12];\nu3(3.5679404642145855*pi,2.8640585317007217*pi,4.143298884000558*pi) q[13];\nu3(3.570501259188315*pi,1.7517102773525912*pi,0.5132398932059521*pi) q[16];\nRxxyyzz(0.43130549502344984*pi,0.3683825053861085*pi,3.9527899252060603*pi) q[0],q[10];\nRxxyyzz(0.45853343799381185*pi,0.11041761680301754*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.3566421353179905*pi,0.1699208495959028*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.4472763977673997*pi,0.31337609911055764*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.35648950234346005*pi,0.2755112274322915*pi,0.05242849036552499*pi) q[14],q[9];\nRxxyyzz(0.38392804603268005*pi,0.29827629050450033*pi,0.17268582775052713*pi) q[12],q[13];\nRxxyyzz(0.3585869132809796*pi,0.24766984381101587*pi,0.07881056811521958*pi) q[15],q[16];\nu3(3.61419871989566*pi,0.7318898531433089*pi,1.7662559829177182*pi) q[0];\nu3(3.22079762366229*pi,0.6144474674247637*pi,1.0326202753436546*pi) q[2];\nu3(3.4345528431604686*pi,2.154322341657766*pi,2.4205640080635704*pi) q[3];\nu3(3.199396006982538*pi,3.4324593643127357*pi,0.5490649919072226*pi) q[4];\nu3(3.206772867658678*pi,-0.016697182476051453*pi,1.4300918171257715*pi) q[5];\nu3(3.286976230316742*pi,-0.07467506879484209*pi,3.9735850050701598*pi) q[7];\nu3(3.169408832553224*pi,0.22383116987466423*pi,0.5477279874062875*pi) q[9];\nu3(3.3702793690797033*pi,0.8481471822120445*pi,1.7837887218185355*pi) q[10];\nu3(3.0284006931313776*pi,-0.2559682966237109*pi,2.0279321965992883*pi) q[11];\nu3(3.235048936968539*pi,0.5698325631843408*pi,3.9331962359727486*pi) q[12];\nu3(3.418867758351345*pi,0.6964238717532236*pi,1.231510390899639*pi) q[13];\nu3(3.3896879853672073*pi,3.022592895598782*pi,2.1686630477448374*pi) q[14];\nu3(3.7903913916065433*pi,3.308895265825174*pi,3.793306408601694*pi) q[15];\nu3(3.834079175906551*pi,2.3503987301512703*pi,3.6549534017282874*pi) q[16];\nRxxyyzz(0.37351570428582037*pi,0.3455002200082866*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.3919278827451798*pi,0.11131352412648716*pi,0.050955201512892866*pi) q[1],q[2];\nRxxyyzz(0.4864057740346599*pi,0.15597468132156334*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.40510821857444956*pi,0.25554062346998835*pi,3.9357508405241006*pi) q[4],q[16];\nRxxyyzz(0.4600043634452694*pi,0.21560433401800871*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.44915367946277673*pi,0.2587011979371763*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.37350721383871177*pi,0.15531721188427483*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4382878798947498*pi,0.300644872235667*pi,0.23955121326387724*pi) q[13],q[14];\nu3(3.36922181826135*pi,1.4217436357309485*pi,2.1662730120343343*pi) q[0];\nu3(3.3103114143944996*pi,2.7746081182534237*pi,3.781674420088209*pi) q[1];\nu3(3.323105206664991*pi,2.720501579386909*pi,0.7044274638313318*pi) q[2];\nu3(3.7180262840876637*pi,2.070606105476931*pi,1.9043968037987127*pi) q[3];\nu3(3.0638236501652174*pi,2.685291112743201*pi,1.470938908972998*pi) q[4];\nu3(3.205062414491528*pi,3.204654857031689*pi,0.6608218179686371*pi) q[5];\nu3(3.682708614625652*pi,-0.12487044508319062*pi,4.395817705857468*pi) q[6];\nu3(3.6254569261328604*pi,3.2723208707114093*pi,1.933124981106411*pi) q[8];\nu3(3.755530381656085*pi,-0.22465808220800537*pi,0.6240165862706852*pi) q[9];\nu3(3.232311227857599*pi,3.4102026339347105*pi,2.049743943736069*pi) q[10];\nu3(3.779151291612008*pi,2.269944066710406*pi,1.0874813654206195*pi) q[11];\nu3(3.688691967781775*pi,0.2719876911852419*pi,1.7715039861628379*pi) q[12];\nu3(3.659575836362*pi,2.735291348859233*pi,0.7788124818096396*pi) q[13];\nu3(3.3390015680111595*pi,0.23389824894021305*pi,4.486555183178904*pi) q[14];\nu3(3.901846438651002*pi,0.6482048753996774*pi,0.5317496928942305*pi) q[15];\nu3(3.4944322956320644*pi,2.1073622110763823*pi,0.8803163430609402*pi) q[16];\nRxxyyzz(0.4199303022629198*pi,0.14824017133921616*pi,0.10411698944550113*pi) q[1],q[11];\nRxxyyzz(0.42090591330892*pi,0.23921158472509285*pi,3.8826615155542203*pi) q[6],q[2];\nRxxyyzz(0.4447699212637794*pi,0.34711705281853794*pi,3.9273267833075405*pi) q[3],q[13];\nRxxyyzz(0.36575281346333016*pi,0.22913967097432936*pi,0.09408198874974132*pi) q[4],q[5];\nRxxyyzz(0.3135528747600396*pi,0.06623827317128494*pi,3.94831159230968*pi) q[7],q[12];\nRxxyyzz(0.3282460327497994*pi,0.17102305813602303*pi,0.044459394433813415*pi) q[9],q[15];\nRxxyyzz(0.39845135137063015*pi,0.19549133592886392*pi,0.0*pi) q[14],q[16];\nu3(3.3150724089882835*pi,2.799121687360347*pi,1.018636654598217*pi) q[1];\nu3(3.6680066452525004*pi,3.318558732462014*pi,1.8725487148146125*pi) q[2];\nu3(3.513466733920987*pi,3.385005247092651*pi,2.02855496893034*pi) q[3];\nu3(3.235021828080634*pi,-0.2438827023730788*pi,4.060711941787217*pi) q[4];\nu3(3.7186593308463807*pi,-0.1063110231990746*pi,2.944136625889235*pi) q[5];\nu3(3.150196262444639*pi,0.12911478542703692*pi,1.519988262006982*pi) q[6];\nu3(3.319991374190759*pi,0.527740746120771*pi,1.0419460704465249*pi) q[7];\nu3(3.455426146786729*pi,0.477075325793215*pi,1.2016910451806664*pi) q[9];\nu3(3.7263502309568*pi,1.0317130322261534*pi,4.150795965432046*pi) q[11];\nu3(3.6675964875068967*pi,1.0103056797355392*pi,1.9942342575926015*pi) q[12];\nu3(3.273796337402751*pi,0.1504718112314476*pi,0.9756026356552541*pi) q[13];\nu3(3.2726683904536724*pi,0.8385911409040132*pi,2.1208099150184134*pi) q[14];\nu3(3.55223528045188*pi,-0.14933492408874305*pi,0.9537721323890442*pi) q[15];\nu3(3.860074749371808*pi,0.8335416380741838*pi,1.0922176803991086*pi) q[16];\nRxxyyzz(0.30631356476022004*pi,0.20338769011379298*pi,3.929573058963319*pi) q[1],q[12];\nRxxyyzz(0.34933999822259476*pi,0.2707634950882378*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.4416887720608804*pi,0.3303695521025818*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.38018488052703914*pi,0.17616231280471267*pi,3.9447084753668005*pi) q[8],q[5];\nRxxyyzz(0.3402676172387197*pi,0.12749592813350163*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.28863172310793*pi,0.14831722413348958*pi,0.11057082004913532*pi) q[7],q[15];\nRxxyyzz(0.31856129027791014*pi,0.10033476488119952*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4681223539501702*pi,0.1712107238595062*pi,0.0*pi) q[13],q[16];\nu3(3.116475615222349*pi,0.6510053276807111*pi,0.6493113415688112*pi) q[1];\nu3(3.3491382790638893*pi,-0.20307640488383155*pi,0.5914315464624607*pi) q[2];\nu3(3.617224203014547*pi,0.25692577072649314*pi,1.0238086574490028*pi) q[3];\nu3(3.5876324493640555*pi,2.9626093186550593*pi,4.146763633338972*pi) q[4];\nu3(3.190005120285218*pi,2.1865944907420074*pi,0.9218056018924454*pi) q[5];\nu3(3.6687891872607046*pi,3.1498670687517287*pi,0.9234433677398184*pi) q[6];\nu3(3.586289107512821*pi,1.0019540544000716*pi,0.7795374169579655*pi) q[7];\nu3(3.1510029475156407*pi,1.5689235114740203*pi,2.4524262239334487*pi) q[8];\nu3(3.7646310853058274*pi,2.9132518897903825*pi,1.7401976644833441*pi) q[9];\nu3(3.3359593581407374*pi,3.249556595595038*pi,0.5625939940914807*pi) q[10];\nu3(3.8573908590368684*pi,3.2238546811851405*pi,0.5598549293418236*pi) q[11];\nu3(0.3571321996949731*pi,-0.09139011174489486*pi,0.5207588010815953*pi) q[12];\nu3(3.3388954230257055*pi,1.3959685846253658*pi,1.515167131863465*pi) q[13];\nu3(3.4873179887995533*pi,0.40275547678297763*pi,1.5473994960034836*pi) q[14];\nu3(3.2777614096628103*pi,3.050867532095721*pi,4.4846755758544745*pi) q[15];\nu3(3.2375708775287007*pi,2.9114228557644113*pi,2.4748421003529666*pi) q[16];\nmeasure q[12] -> c[11];\nRxxyyzz(0.35239652147371986*pi,0.2494627271389387*pi,0.06380635129448464*pi) q[4],q[0];\nRxxyyzz(0.4403687009830497*pi,0.2964806889628966*pi,0.0*pi) q[1],q[14];\nRxxyyzz(0.37704898585230934*pi,0.2518430180539615*pi,0.06481631267117645*pi) q[2],q[11];\nRxxyyzz(0.47116353111684006*pi,0.36166387945636647*pi,0.0*pi) q[8],q[3];\nRxxyyzz(0.3545064305991894*pi,0.3482577574726631*pi,3.9542174744907594*pi) q[6],q[5];\nRxxyyzz(0.364714095445546*pi,0.2758960651087179*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.4698817550514294*pi,0.3754863551275066*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.2400882241204293*pi,0.097634841922011*pi,0.05037035653356625*pi) q[15],q[10];\nu3(2.76489284977489*pi,0.45326496429011087*pi,1.0007768860698951*pi) q[0];\nu3(3.634697242491919*pi,2.7623246658174887*pi,2.465198952623662*pi) q[1];\nu3(3.3465121280990937*pi,1.4851378245711337*pi,3.044421121293049*pi) q[2];\nu3(3.137668209208243*pi,2.4899066769628204*pi,4.431726771934086*pi) q[3];\nu3(1.3910649684443128*pi,0.8890156687633193*pi,0.7797403221235425*pi) q[4];\nu3(2.5758783790499438*pi,3.1918026719084036*pi,1.1480153894602052*pi) q[5];\nu3(3.2295058644210948*pi,2.343172436362119*pi,1.6707582900477416*pi) q[6];\nu3(3.2299503172846156*pi,0.9679668029559794*pi,4.238195905306476*pi) q[7];\nu3(3.690477366570631*pi,2.5051690647318114*pi,3.1892195725049475*pi) q[8];\nu3(3.247525196172587*pi,2.6355346250206155*pi,4.305720851403167*pi) q[9];\nu3(2.3475931768989873*pi,3.1672686362352076*pi,4.33827613989973*pi) q[10];\nu3(3.667222783176311*pi,1.5776297214110304*pi,0.9342313212503514*pi) q[11];\nu3(3.697831650316551*pi,1.3360378648486697*pi,1.6005120112045919*pi) q[13];\nu3(3.6093937172488206*pi,0.1707672812353198*pi,1.451459490546602*pi) q[14];\nu3(3.567671782087234*pi,0.48634796302065075*pi,1.8501038649329051*pi) q[15];\nu3(3.6995703508753213*pi,1.4899834723409753*pi,1.5522690664266174*pi) q[16];\nmeasure q[2] -> c[0];\nmeasure q[8] -> c[1];\nmeasure q[16] -> c[2];\nmeasure q[11] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[3] -> c[5];\nmeasure q[9] -> c[6];\nmeasure q[15] -> c[7];\nmeasure q[13] -> c[8];\nmeasure q[4] -> c[9];\nmeasure q[14] -> c[10];\nmeasure q[10] -> c[12];\nmeasure q[6] -> c[13];\nmeasure q[0] -> c[14];\nmeasure q[5] -> c[15];\nmeasure q[7] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.336183404557131*pi,3.344063274852472*pi,2.8187492842852917*pi) q[0];\nu3(3.4071662447142295*pi,-0.11526491063443112*pi,1.327497480310602*pi) q[1];\nu3(3.8595626673984853*pi,-0.31107777719153845*pi,0.6611059627203599*pi) q[2];\nu3(3.8478684268271*pi,2.2994438475646657*pi,1.2236627021174271*pi) q[3];\nu3(3.6132893748675743*pi,-0.49044565963509346*pi,2.8451605882848066*pi) q[4];\nu3(3.5747486079667623*pi,0.6548323968860599*pi,0.7504061973132492*pi) q[5];\nu3(3.043517155263579*pi,0.9922672989225299*pi,2.2036940160133085*pi) q[6];\nu3(3.405418953167552*pi,-0.09257987257369227*pi,4.300595766640673*pi) q[7];\nu3(3.2855113637294164*pi,3.3998657022036385*pi,2.0973101705625115*pi) q[8];\nu3(3.6751493012053404*pi,-0.4904581806675702*pi,4.35986937856587*pi) q[9];\nu3(3.8183563899850097*pi,2.022667789321994*pi,1.8633913744479684*pi) q[10];\nu3(3.646664689865637*pi,-0.30139866389782416*pi,1.7424276159622512*pi) q[11];\nu3(3.31561344133018*pi,3.1799610322678427*pi,1.5356212636327884*pi) q[12];\nu3(3.591524982900895*pi,3.404800693477056*pi,3.219548799610525*pi) q[13];\nu3(3.6287474912047593*pi,0.08464328817961597*pi,1.4614580141213906*pi) q[14];\nu3(3.524638771420011*pi,-0.4630626281210823*pi,0.6389858794845938*pi) q[15];\nu3(3.4605442547304555*pi,3.3929905109343546*pi,0.5617921649042471*pi) q[16];\nRxxyyzz(0.42821584142332014*pi,0.3461309333743211*pi,3.724302200116389*pi) q[0],q[13];\nRxxyyzz(0.4257828744405702*pi,0.3180474066491211*pi,0.17278383698259753*pi) q[1],q[10];\nRxxyyzz(0.31712160297263975*pi,0.1377860800678481*pi,3.9566608986552407*pi) q[2],q[9];\nRxxyyzz(0.42935974608547*pi,0.27014711673748654*pi,0.10560513560500073*pi) q[4],q[12];\nRxxyyzz(0.38464714194910954*pi,0.18204721004865232*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.43161955765570015*pi,0.2960838912797261*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4034876767735599*pi,0.2993288398240088*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.16457864171805192*pi,0.06682065301126827*pi,0.0*pi) q[11],q[14];\nu3(3.297048854822959*pi,-0.4606774494862883*pi,1.1390017110338189*pi) q[0];\nu3(3.379488651182555*pi,2.6371292882636244*pi,1.1766794479886966*pi) q[1];\nu3(3.4831604692347335*pi,0.574652361160247*pi,0.8882749589238697*pi) q[2];\nu3(3.6565231911966407*pi,-0.32811216227640694*pi,3.062742674411609*pi) q[4];\nu3(3.5265646454022863*pi,2.742011027188989*pi,1.9418343488867897*pi) q[5];\nu3(3.609999615490206*pi,-0.3993656862538387*pi,1.2365543351822046*pi) q[6];\nu3(3.6171843819612146*pi,0.3648182995024152*pi,1.6564083332411066*pi) q[7];\nu3(3.577222432946452*pi,-0.426931271103856*pi,1.8688292912141877*pi) q[8];\nu3(3.4042402817356026*pi,3.126757084560315*pi,1.6745694978576808*pi) q[9];\nu3(3.7016847263939314*pi,-0.3210762141011388*pi,3.833985601773448*pi) q[10];\nu3(3.793940972730566*pi,-0.4906010432197151*pi,3.8725121407030754*pi) q[11];\nu3(3.3689371385996942*pi,-0.15894341633681952*pi,0.9670300904751757*pi) q[12];\nu3(3.452096265029784*pi,3.4618289298278975*pi,1.147246901453153*pi) q[13];\nu3(3.0731220341836667*pi,0.9364527505031319*pi,1.8247902343382798*pi) q[14];\nu3(3.4482192348709306*pi,-0.46407822677331834*pi,1.1985738408151017*pi) q[15];\nu3(3.265188366082694*pi,0.5894430285499055*pi,1.7960651459469188*pi) q[16];\nRxxyyzz(0.42398741175357957*pi,0.30424336595147844*pi,3.8764574643087304*pi) q[0],q[3];\nRxxyyzz(0.4186951454703399*pi,0.20676202758467*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.4484185142182896*pi,0.29886861854462626*pi,0.1976463565576024*pi) q[2],q[6];\nRxxyyzz(0.41547183117957953*pi,0.19827281274395514*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.47866708244263945*pi,0.1865985256910152*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.4603842639022*pi,0.31159684154334005*pi,0.08162399605765612*pi) q[8],q[13];\nRxxyyzz(0.4291236931272201*pi,0.2815460144764064*pi,3.9609458331532594*pi) q[10],q[16];\nRxxyyzz(0.39032848476889515*pi,0.24349275759973765*pi,0.0*pi) q[12],q[15];\nu3(3.723865643084891*pi,0.179318717654117*pi,0.7803639775808691*pi) q[0];\nu3(3.509548045844469*pi,3.416820809684577*pi,1.300456288454642*pi) q[1];\nu3(3.551290478523537*pi,3.077475314407046*pi,1.5312628206040344*pi) q[2];\nu3(3.174350018025637*pi,0.7436190056558887*pi,2.071656673382757*pi) q[3];\nu3(3.1098959753531816*pi,-0.48619227853348057*pi,1.205008469547451*pi) q[5];\nu3(3.5829982565971*pi,3.400887476000366*pi,3.1768038338848372*pi) q[6];\nu3(3.2103701037828225*pi,0.6095407894925404*pi,1.013933478339004*pi) q[7];\nu3(3.2873299264796048*pi,-0.4995290158510892*pi,2.7688376281351488*pi) q[8];\nu3(3.5645974800575333*pi,-0.04963429226612004*pi,1.2539188883666768*pi) q[9];\nu3(3.839732942598317*pi,1.8842272562997895*pi,0.6146559234501914*pi) q[10];\nu3(3.586017969108477*pi,1.09338154854467*pi,0.8191567588084608*pi) q[11];\nu3(3.8393992356071025*pi,0.06601373364483554*pi,4.357481359904151*pi) q[12];\nu3(3.7452128730553107*pi,3.495751381300681*pi,2.3954386038386284*pi) q[13];\nu3(3.7958902772584833*pi,3.1596059698407455*pi,1.3591803175329444*pi) q[14];\nu3(3.2672193902220505*pi,2.034773814529518*pi,0.8339969367421896*pi) q[15];\nu3(3.6215589964174857*pi,3.2912409468007997*pi,1.9813225312241822*pi) q[16];\nRxxyyzz(0.36239327669070287*pi,0.19871973790651465*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.20330267847833952*pi,0.1087476239389642*pi,0.06970806997726697*pi) q[1],q[14];\nRxxyyzz(0.43979160835593023*pi,0.2904399714762233*pi,0.2295659527033391*pi) q[2],q[13];\nRxxyyzz(0.2781117453267593*pi,0.238428630746924*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.44851869313349924*pi,0.07624751877558222*pi,0.0*pi) q[9],q[5];\nRxxyyzz(0.4634563979564499*pi,0.16388166812749283*pi,0.0*pi) q[6],q[12];\nRxxyyzz(0.3389413955929612*pi,0.0868196527182219*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.3333455780009196*pi,0.27910906501062716*pi,0.0*pi) q[8],q[11];\nu3(3.672273025621043*pi,2.783331206981584*pi,0.8039231121865287*pi) q[0];\nu3(3.3452653369269987*pi,3.1995079117788614*pi,3.967156099911186*pi) q[1];\nu3(3.3513629600762354*pi,-0.05869951486470115*pi,3.662706595467757*pi) q[2];\nu3(3.563547315362353*pi,0.38736616464674356*pi,4.2251273547166885*pi) q[4];\nu3(3.6924060810603607*pi,0.46632194139466976*pi,0.5006974615337263*pi) q[5];\nu3(3.670604486333167*pi,2.412878829202884*pi,0.7858479080184146*pi) q[6];\nu3(3.743682091541829*pi,2.103900901912832*pi,3.8593440115068356*pi) q[7];\nu3(3.24633050519877*pi,2.556686752912622*pi,1.1626560015852805*pi) q[8];\nu3(3.79268909155142*pi,0.34401232522451597*pi,0.6176894484255486*pi) q[9];\nu3(3.800675773431277*pi,0.9755363492273426*pi,1.5790191197599155*pi) q[10];\nu3(3.2108664560893674*pi,0.10614251395987817*pi,1.023320239564744*pi) q[11];\nu3(3.1791482120146597*pi,-0.2846759033515355*pi,4.007155442691292*pi) q[12];\nu3(3.229981146339563*pi,0.5230853236910129*pi,4.440284526949116*pi) q[13];\nu3(3.390861922628513*pi,2.663779234098349*pi,1.3599951156031604*pi) q[14];\nu3(3.739916426023635*pi,3.3960248358781424*pi,0.8693962499648686*pi) q[15];\nu3(3.7367162643554623*pi,-0.4366960082808761*pi,2.344372225200458*pi) q[16];\nRxxyyzz(0.4333997664214815*pi,0.17694096651970037*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.3395535619211697*pi,0.05226870177672005*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.44141917602751957*pi,0.18435549054866218*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.43102004965314*pi,0.37274630864417*pi,0.12000500086903099*pi) q[4],q[11];\nRxxyyzz(0.41458203486307*pi,0.1722233976733878*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.4956718902352403*pi,0.33204606439442064*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.35325451966971944*pi,0.1530230919317601*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.39779939830750344*pi,0.38494080698772537*pi,3.8844703495156665*pi) q[9],q[13];\nu3(3.3453449926976844*pi,3.0721336896450033*pi,0.58769441431803*pi) q[0];\nu3(3.3033215794964104*pi,2.3100470534450865*pi,1.1275984045864025*pi) q[1];\nu3(3.627543792420931*pi,0.4677240836455234*pi,2.1048956505586496*pi) q[2];\nu3(3.297035761186617*pi,2.729051158544883*pi,2.2458571404972867*pi) q[3];\nu3(3.2887196184648726*pi,3.4936790794303483*pi,1.2606861973585801*pi) q[4];\nu3(3.2056229167308175*pi,-0.2791339543354937*pi,1.0929113465756104*pi) q[5];\nu3(3.7210384654510626*pi,2.7942776074837377*pi,1.6664668220747958*pi) q[6];\nu3(3.641310329430976*pi,1.111454610600425*pi,1.960854489220972*pi) q[7];\nu3(3.821061205173256*pi,3.385204423209433*pi,1.1445542623406046*pi) q[8];\nu3(3.4988150385358225*pi,0.02179538226958644*pi,1.4723978297443792*pi) q[9];\nu3(3.349396867009644*pi,1.0082533236290487*pi,1.172451049707107*pi) q[10];\nu3(3.7842923264326784*pi,-0.011205189292403661*pi,3.5482508245582025*pi) q[11];\nu3(3.2315948289400733*pi,0.31430383914702387*pi,0.9483998403509166*pi) q[12];\nu3(3.630427681019175*pi,3.258481352146243*pi,0.673518664899214*pi) q[13];\nu3(3.2391736192947436*pi,0.3025127451729597*pi,1.2914349026853587*pi) q[14];\nu3(3.888102298668877*pi,3.0772050692026216*pi,4.278720657785731*pi) q[15];\nRxxyyzz(0.46785885498203994*pi,0.3106626735071343*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4624215844066484*pi,0.06312568725964207*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.35833112187187954*pi,0.25367855550288354*pi,3.93265437352951*pi) q[4],q[7];\nRxxyyzz(0.44970418730329*pi,0.21087486526926302*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.3617706523870098*pi,0.22272531588253686*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.4218828689706484*pi,0.18231072453534092*pi,0.0*pi) q[16],q[12];\nu3(3.074861492094201*pi,-0.4369138672113655*pi,1.5231502407259074*pi) q[1];\nu3(3.506900387611589*pi,3.1662577800282405*pi,0.9428738326301654*pi) q[2];\nu3(3.704626146826008*pi,2.5685246098023473*pi,2.3341849154872225*pi) q[3];\nu3(3.7002993264006774*pi,2.1636806224374756*pi,1.4794608118474293*pi) q[4];\nu3(3.597184590069006*pi,2.3600278123671927*pi,0.9418253116637179*pi) q[5];\nu3(3.3864976719223847*pi,2.437981321221179*pi,2.0078977296136085*pi) q[6];\nu3(3.2424769758397303*pi,3.1975842937677847*pi,0.8184457715092295*pi) q[7];\nu3(3.543637450383859*pi,0.16778408589043292*pi,0.7907703662235228*pi) q[10];\nu3(3.1353393188456153*pi,0.08063741176669026*pi,0.8970595596404518*pi) q[11];\nu3(3.372608279062223*pi,1.0305030958343486*pi,1.8189927473830247*pi) q[12];\nu3(3.9508375006906524*pi,3.0510873981327316*pi,0.9784440732287654*pi) q[15];\nu3(3.7327620562252326*pi,0.33856068517151494*pi,1.7803694000661954*pi) q[16];\nRxxyyzz(0.30767878438889995*pi,0.13330322315433762*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.45550956730509995*pi,0.36908431201086733*pi,0.06543945931001316*pi) q[10],q[2];\nRxxyyzz(0.3199668827034201*pi,0.20611193031053965*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.36575100028984975*pi,0.3495203800719504*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3946662834482394*pi,0.12115656196316582*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.29567016653366*pi,0.20433933281033356*pi,0.07097883097283741*pi) q[9],q[16];\nRxxyyzz(0.43309952464399015*pi,0.2673717378041135*pi,0.12654788273788276*pi) q[15],q[11];\nu3(3.687790958123522*pi,3.0438843886291957*pi,4.487829859947242*pi) q[1];\nu3(3.8075797351076988*pi,-0.2845815871528721*pi,1.9638775608786998*pi) q[2];\nu3(3.197759428309337*pi,0.6094468365083636*pi,4.156914857251993*pi) q[3];\nu3(3.5941967619781403*pi,2.5339319274815395*pi,1.6060266291651266*pi) q[4];\nu3(3.405251161460491*pi,-0.4600323159663956*pi,0.7161235455597996*pi) q[6];\nu3(3.4401288126755016*pi,3.373072724953351*pi,1.2880598743307257*pi) q[7];\nu3(3.334876026015668*pi,-0.45739392023225767*pi,4.417813351307046*pi) q[8];\nu3(3.7312361069875832*pi,1.426266959680175*pi,1.0251448394686313*pi) q[9];\nu3(3.8991731619909022*pi,1.9302666421619463*pi,1.8603038570681745*pi) q[10];\nu3(3.709237355455523*pi,-0.27496180198033066*pi,1.5609870985862315*pi) q[11];\nu3(3.707057989012908*pi,3.351403692969672*pi,3.661143907592222*pi) q[12];\nu3(3.6226843436051968*pi,0.1259648201179171*pi,0.5373907339159496*pi) q[13];\nu3(3.0479816354692932*pi,3.3988748109638953*pi,4.016509940530151*pi) q[15];\nu3(3.226743734937942*pi,0.04704577590514292*pi,1.3741760537997556*pi) q[16];\nRxxyyzz(0.45486861958712066*pi,0.1060277819477059*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.40520913093492006*pi,0.30090133982149103*pi,3.82270834948351*pi) q[1],q[2];\nRxxyyzz(0.37755211095120966*pi,0.22780205794754504*pi,3.7891260263618607*pi) q[3],q[14];\nRxxyyzz(0.4892156415935105*pi,0.40807452341523603*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.45325406110016*pi,0.25991699961336023*pi,3.8732574021040596*pi) q[9],q[5];\nRxxyyzz(0.45950389959169996*pi,0.2847721694586843*pi,0.08349952780335057*pi) q[6],q[11];\nRxxyyzz(0.4033572769232001*pi,0.24280710534938302*pi,0.07042112204063385*pi) q[15],q[7];\nRxxyyzz(0.4596071875319297*pi,0.16219247977920942*pi,0.0651154936467465*pi) q[13],q[8];\nu3(3.6589234023903576*pi,0.6606783096499023*pi,1.7238604281733325*pi) q[0];\nu3(3.7016393171983575*pi,3.248866853959999*pi,1.0719355623975502*pi) q[1];\nu3(3.3645036628073304*pi,0.17866705361380109*pi,1.4765626088867714*pi) q[2];\nu3(3.2050758583061*pi,1.9518193230141394*pi,0.6159617298340385*pi) q[3];\nu3(3.4081324153555315*pi,2.841596182195433*pi,1.3571305823291224*pi) q[4];\nu3(3.437019166852216*pi,3.1124502884503498*pi,2.1503894673507924*pi) q[5];\nu3(3.404604140260015*pi,-0.34271201316174305*pi,2.0723979552234693*pi) q[6];\nu3(3.4620274614949205*pi,3.134034496655331*pi,2.0512490190103554*pi) q[7];\nu3(3.075893841402377*pi,3.314814527655555*pi,2.884952948475444*pi) q[8];\nu3(3.4398031028403806*pi,0.22533050230392127*pi,1.2901481225674942*pi) q[9];\nu3(3.514283765728553*pi,0.3988764041034758*pi,1.012470583205207*pi) q[11];\nu3(3.5982297203918976*pi,0.15477241232133299*pi,0.7559947478770659*pi) q[12];\nu3(3.6170758839865127*pi,2.0762622605549352*pi,4.4046285691977065*pi) q[13];\nu3(3.7244471949224898*pi,-0.08478141605271933*pi,0.6608217163752323*pi) q[14];\nu3(3.55755329280161*pi,-0.20279881335313177*pi,1.8162698442131677*pi) q[15];\nu3(3.35773783238458*pi,2.435223538462666*pi,2.113255381116333*pi) q[16];\nRxxyyzz(0.43999159722371944*pi,0.17446487910202538*pi,3.91489441688892*pi) q[1],q[4];\nRxxyyzz(0.34276567010810066*pi,0.17826320870118995*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.4222556343918504*pi,0.27555984382908216*pi,3.739963511846069*pi) q[5],q[14];\nRxxyyzz(0.39016494476491986*pi,0.2799286840902893*pi,3.9130840881847107*pi) q[6],q[13];\nRxxyyzz(0.4223976962983038*pi,0.20478382568268494*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.46525311766165*pi,0.2962929739731722*pi,0.0*pi) q[11],q[8];\nRxxyyzz(0.332915803817309*pi,0.24947784101249693*pi,0.0*pi) q[15],q[12];\nu3(3.475245721503015*pi,0.5444593026610001*pi,2.4350891952343385*pi) q[1];\nu3(3.664046150014033*pi,3.308826534670674*pi,4.215017487244575*pi) q[2];\nu3(3.44215796083212*pi,3.175828170324529*pi,1.4566740980345392*pi) q[4];\nu3(3.7224922422430087*pi,-0.3808247503422544*pi,0.7772028310687424*pi) q[5];\nu3(3.449844665404049*pi,2.0335301996912234*pi,0.8876885573532509*pi) q[6];\nu3(3.8804957041262993*pi,0.17761236986477857*pi,2.222019887523501*pi) q[7];\nu3(3.995739163117062*pi,-0.027431025503589612*pi,0.870064774740944*pi) q[8];\nu3(3.5653395028980017*pi,3.437072078929537*pi,2.04906481667848*pi) q[9];\nu3(3.7626716025784974*pi,-0.20713163339267437*pi,1.6571231321801199*pi) q[10];\nu3(3.2941775603508128*pi,2.9353051681450757*pi,1.7310985065708466*pi) q[11];\nu3(3.848140189000575*pi,2.678960324681367*pi,1.8713726211268464*pi) q[12];\nu3(3.5721322083238327*pi,2.192201820040874*pi,0.5691476788629695*pi) q[13];\nu3(3.170198451994282*pi,-0.26328399110949696*pi,2.257225667393007*pi) q[14];\nu3(3.812385994561765*pi,2.5510753641671347*pi,4.236959903291441*pi) q[15];\nRxxyyzz(0.4505798922162194*pi,0.400334727645454*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.3197402315973511*pi,0.0460542484570694*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.37639284115410027*pi,0.2547556608983222*pi,0.08803255319425503*pi) q[2],q[11];\nRxxyyzz(0.3787376254174202*pi,0.33329658022051484*pi,0.12634855639218515*pi) q[3],q[8];\nRxxyyzz(0.24035412495792996*pi,0.16129636052703644*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3728245144553197*pi,0.04211312724554794*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.3852092593497993*pi,0.19873194399006489*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.3854058355580596*pi,0.3122668544869403*pi,3.9463443411310397*pi) q[13],q[10];\nu3(3.5254728695886963*pi,-0.43944349893538726*pi,2.3552351223607575*pi) q[0];\nu3(3.531277390492237*pi,3.1623401668433986*pi,3.64814331725928*pi) q[1];\nu3(3.4008585748237756*pi,2.582030771805005*pi,4.176569348947373*pi) q[2];\nu3(3.7900722765252857*pi,0.48693656375331096*pi,4.2233273277997485*pi) q[3];\nu3(3.2279668793384575*pi,3.1693616694125355*pi,0.9997916565964777*pi) q[4];\nu3(3.704536950945964*pi,3.17822145449294*pi,0.6644890996293646*pi) q[5];\nu3(3.41256350839668*pi,2.5677584441029078*pi,1.8835559105589892*pi) q[6];\nu3(3.5539703211344125*pi,1.2216369460439946*pi,0.9064430449474115*pi) q[8];\nu3(3.317269462488339*pi,1.93236866768894*pi,1.2355755403203816*pi) q[9];\nu3(3.6157631189297983*pi,3.392874198328851*pi,1.885429439470792*pi) q[10];\nu3(3.1456103963487987*pi,-0.39351059882968675*pi,2.1791405619415114*pi) q[11];\nu3(3.802006614868279*pi,0.002823164533302336*pi,2.2623982675550236*pi) q[12];\nu3(3.331327090154631*pi,0.5327080379010929*pi,0.8036664459218845*pi) q[13];\nu3(3.6920359581331446*pi,-0.05635677246842308*pi,1.331182071909629*pi) q[14];\nu3(3.389110467656086*pi,2.466745197709324*pi,1.4502285281101601*pi) q[15];\nu3(3.501651105243291*pi,0.9764209320203734*pi,1.8405341059083637*pi) q[16];\nRxxyyzz(0.4076815354347709*pi,0.19583458742636495*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.4066216337088896*pi,0.15783791951209117*pi,0.11433155265745987*pi) q[1],q[12];\nRxxyyzz(0.3572497986858002*pi,0.14951420586485886*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.40676301805464016*pi,0.2493752713295789*pi,3.802382493558989*pi) q[3],q[16];\nRxxyyzz(0.41138244542259017*pi,0.12469712113087406*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.44303022096682043*pi,0.28682380199387814*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3537563885818602*pi,0.22613808975267347*pi,0.07659972732931486*pi) q[15],q[8];\nRxxyyzz(0.3640325226402502*pi,0.2562834429071614*pi,3.8893492814195008*pi) q[9],q[10];\nu3(3.8189717626076383*pi,3.329187488416884*pi,0.7951195484085236*pi) q[0];\nu3(3.8942691886200174*pi,-0.43801972012481183*pi,3.2610997994619364*pi) q[1];\nu3(3.417735277182244*pi,-0.08394752715148235*pi,0.9247426782203888*pi) q[2];\nu3(3.398365027441433*pi,3.235245701801509*pi,1.8515918639422986*pi) q[3];\nu3(3.461365520697802*pi,0.16783963133995672*pi,4.238021184557493*pi) q[4];\nu3(3.41941982435156*pi,0.07887469467171593*pi,1.1760397839525765*pi) q[5];\nu3(3.2931644183216973*pi,-0.24233909956869415*pi,3.841509884035129*pi) q[6];\nu3(3.6061065457788937*pi,3.362943637845368*pi,2.3378119732894236*pi) q[7];\nu3(3.1422180620513913*pi,2.39866313620315*pi,1.1900128966669632*pi) q[8];\nu3(3.3807688317146622*pi,3.0566531083178075*pi,1.8344127987153969*pi) q[9];\nu3(3.643265919657964*pi,2.0996230447497126*pi,2.4825272249853594*pi) q[10];\nu3(3.5159061215396212*pi,2.9597839525184364*pi,0.6946730893127588*pi) q[11];\nu3(3.222098867738109*pi,-0.3335706408633154*pi,3.7138729710474534*pi) q[12];\nu3(3.409467387835101*pi,0.5880883199354328*pi,1.4455416468732403*pi) q[14];\nu3(3.4191068070184305*pi,0.5115900515690628*pi,1.2398314026869504*pi) q[15];\nu3(3.3801185305457038*pi,3.386421218049291*pi,2.2587170387735367*pi) q[16];\nRxxyyzz(0.38251012141553986*pi,0.23454047303774228*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4639113738441*pi,0.1424530987759658*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.43525148155441995*pi,0.10786526965745356*pi,0.09919042882673763*pi) q[3],q[14];\nRxxyyzz(0.37283822457844085*pi,0.2841727000178601*pi,0.0*pi) q[5],q[4];\nRxxyyzz(0.4464545099136399*pi,0.24972897694540652*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.48309306041997935*pi,0.19506152021151935*pi,0.0*pi) q[9],q[8];\nRxxyyzz(0.4742410410097623*pi,0.3007795081857767*pi,0.0*pi) q[15],q[10];\nRxxyyzz(0.44015369143007*pi,0.10865389086995425*pi,0.0*pi) q[12],q[11];\nu3(3.604879871629751*pi,0.22682143792926945*pi,4.379136168975864*pi) q[0];\nu3(3.4268793771314017*pi,3.490840613883287*pi,1.9244869522019683*pi) q[1];\nu3(3.146951852999295*pi,0.24760951661542963*pi,0.6442389068004819*pi) q[2];\nu3(3.317806532969627*pi,-0.3692879002944147*pi,1.3295509745675544*pi) q[3];\nu3(3.2101226076685183*pi,0.810801120009188*pi,1.3564571051030239*pi) q[4];\nu3(3.7895349190226413*pi,3.1763166776823204*pi,0.735129189719645*pi) q[5];\nu3(3.597725007653174*pi,3.4229503365697354*pi,0.9806465996924913*pi) q[6];\nu3(3.5535644413349297*pi,2.94384685917097*pi,0.789275741596029*pi) q[7];\nu3(3.4323934555414786*pi,3.3351630062501076*pi,3.8626316882733214*pi) q[8];\nu3(3.6031348720519003*pi,0.1607945127442375*pi,2.0131198978440272*pi) q[9];\nu3(3.8068494434722293*pi,0.887839180743974*pi,1.3604252323495456*pi) q[10];\nu3(3.879004307849509*pi,2.8183099470238293*pi,2.119268442242295*pi) q[11];\nu3(3.625835470505567*pi,2.363448132169429*pi,1.478829097285034*pi) q[12];\nu3(3.2618859749923903*pi,-0.13542182641917344*pi,1.8548551951724632*pi) q[14];\nu3(3.8729387960155375*pi,0.3014833627552853*pi,0.9695409377313731*pi) q[15];\nu3(3.7232974081486323*pi,0.0004900788761788011*pi,1.4237196539913115*pi) q[16];\nRxxyyzz(0.23902779946678*pi,0.14338150457109755*pi,3.91353870903065*pi) q[0],q[13];\nRxxyyzz(0.31490543426113027*pi,0.13032550606100202*pi,0.07578544500550954*pi) q[1],q[9];\nRxxyyzz(0.46846874825693996*pi,0.17377987458876443*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.44435454736958135*pi,0.4285377471228855*pi,3.9093405093836275*pi) q[3],q[7];\nRxxyyzz(0.4358148737013394*pi,0.2909745979080884*pi,0.13372541096238638*pi) q[4],q[14];\nRxxyyzz(0.45013266029542887*pi,0.1560282834773582*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.38735516337688003*pi,0.26067915784840445*pi,0.0*pi) q[12],q[8];\nu3(3.3016238208602413*pi,-0.11217173050990714*pi,0.5465168279061768*pi) q[0];\nu3(3.718769371888507*pi,-0.08679886754431931*pi,2.1663147103330562*pi) q[1];\nu3(3.4826905305837963*pi,-0.4788179054304138*pi,1.3292813727101267*pi) q[2];\nu3(3.7455789275873*pi,0.6226017092360947*pi,0.7300355300168255*pi) q[3];\nu3(3.442656913311926*pi,-0.28495601676885274*pi,4.153163707336127*pi) q[4];\nu3(3.2016965975917104*pi,-0.08334819492787804*pi,1.0840064479551617*pi) q[6];\nu3(3.7410591937853184*pi,2.4814251781778065*pi,1.8492681724112077*pi) q[7];\nu3(3.4294346386055077*pi,0.3706748048323433*pi,4.0927191200386375*pi) q[8];\nu3(3.5467456874383716*pi,2.770812284044008*pi,4.133586991609045*pi) q[9];\nu3(3.8409910690450113*pi,3.0326312991083366*pi,0.8591786653955604*pi) q[11];\nu3(3.597589740635556*pi,3.360640507785772*pi,0.7787450247379709*pi) q[12];\nu3(3.1713215799284686*pi,0.56827751219011*pi,1.1775138228865083*pi) q[13];\nu3(3.1358041388636737*pi,-0.03427182590230138*pi,0.7831653213323366*pi) q[14];\nu3(3.910582594758155*pi,2.090133481502974*pi,1.0172104911063502*pi) q[16];\nRxxyyzz(0.3481695641674504*pi,0.24685923708661583*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.4540302949874603*pi,0.1573813235137611*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3974070740420998*pi,0.3513189944244083*pi,0.1679743216759354*pi) q[2],q[11];\nRxxyyzz(0.39578544659431986*pi,0.2254146242322412*pi,3.8744551872749*pi) q[5],q[12];\nRxxyyzz(0.24613397002784956*pi,0.14666418626520183*pi,0.09366269592492582*pi) q[16],q[8];\nRxxyyzz(0.3640372841005098*pi,0.25533439443043116*pi,0.054793989581121624*pi) q[10],q[9];\nRxxyyzz(0.4343707438381498*pi,0.3094021367743719*pi,0.0*pi) q[13],q[15];\nu3(3.4981733123589587*pi,2.00238721474537*pi,1.6915739420763056*pi) q[0];\nu3(3.22601350286774*pi,-0.17053027218009265*pi,0.8178668161056631*pi) q[1];\nu3(3.3513121714657226*pi,3.262044138572067*pi,3.4848344853029616*pi) q[2];\nu3(3.797170645718002*pi,3.2617540670637037*pi,4.2958342693234535*pi) q[4];\nu3(3.453093243857888*pi,0.10706909110600082*pi,1.8473141810869924*pi) q[5];\nu3(3.833225387446795*pi,2.5262429652500713*pi,0.5309731819400009*pi) q[6];\nu3(3.739242291185834*pi,1.1449784492200117*pi,0.5329928523804022*pi) q[8];\nu3(3.541305688794204*pi,0.2970935293335961*pi,1.517221088962507*pi) q[9];\nu3(3.5612371425247575*pi,-0.0226092304222118*pi,1.5355761546885918*pi) q[10];\nu3(3.706670954586069*pi,0.050305052191102484*pi,3.861225678914799*pi) q[11];\nu3(3.5220382042472043*pi,2.9604238268831935*pi,1.2827321388321078*pi) q[12];\nu3(3.355424672345634*pi,0.7796461847345386*pi,2.068442931289475*pi) q[13];\nu3(3.5110823884093794*pi,-0.48328734445233074*pi,0.7989624995868745*pi) q[15];\nu3(3.309812807386388*pi,0.6732502336008592*pi,1.4391074494298768*pi) q[16];\nRxxyyzz(0.34687754422128936*pi,0.10825699151204415*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.3938708041995098*pi,0.33779339583187395*pi,0.14472261891811286*pi) q[1],q[15];\nRxxyyzz(0.43169824762409964*pi,0.2017303091433061*pi,3.9090676395405897*pi) q[2],q[9];\nRxxyyzz(0.39350766136212245*pi,0.32478060058820035*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.3476325908725397*pi,0.22369357638369802*pi,0.16400453854806152*pi) q[4],q[14];\nRxxyyzz(0.4301363036814801*pi,0.2990822716800006*pi,3.9232143356598694*pi) q[6],q[8];\nRxxyyzz(0.4035276705279899*pi,0.3085689083884714*pi,0.1083873758410536*pi) q[12],q[7];\nRxxyyzz(0.36241001868881967*pi,0.3166964631313029*pi,3.90269230045433*pi) q[10],q[11];\nu3(3.0431055694980245*pi,-0.2415455780588639*pi,1.742445253037595*pi) q[0];\nu3(3.2636172390852964*pi,0.05601977300045258*pi,3.7772047474866595*pi) q[1];\nu3(3.270142843729496*pi,2.1827808849777885*pi,2.478908729065185*pi) q[2];\nu3(3.596595144622754*pi,2.3817099222418214*pi,2.325614050761166*pi) q[3];\nu3(3.283363747920345*pi,2.758301717023865*pi,4.364684688254312*pi) q[4];\nu3(3.706036024049416*pi,-0.1862515629768861*pi,0.7284323356925646*pi) q[6];\nu3(3.2022124608593288*pi,0.592181842584198*pi,4.231591828354668*pi) q[7];\nu3(3.4069864488365336*pi,-0.3260711846401301*pi,1.319555377827226*pi) q[8];\nu3(3.5133460370799425*pi,0.6021802926960846*pi,0.9428327475563179*pi) q[9];\nu3(3.124065791274149*pi,-0.16143818423326417*pi,1.5219495836228714*pi) q[10];\nu3(3.531552139685675*pi,3.423889037535928*pi,0.6344588353774137*pi) q[11];\nu3(3.26733483771707*pi,2.1684439024186384*pi,0.6855670200255858*pi) q[12];\nu3(3.629838410954271*pi,0.006999385835868455*pi,2.3792622861740464*pi) q[13];\nu3(3.5394085727965368*pi,0.3021021024038735*pi,2.2594749931069433*pi) q[14];\nu3(3.692808405149055*pi,2.3980108799087265*pi,1.1820779568635589*pi) q[15];\nu3(3.7039670114036087*pi,0.10209492452243696*pi,0.7341212751378787*pi) q[16];\nRxxyyzz(0.37605494519717025*pi,0.2821881334233325*pi,3.76055872688016*pi) q[2],q[0];\nRxxyyzz(0.4254749144595201*pi,0.235349274922257*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3933587793373601*pi,0.27615252344743263*pi,3.799475002240749*pi) q[10],q[4];\nRxxyyzz(0.2674724897019001*pi,0.09549639167687651*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.42456623078194955*pi,0.4081815256287646*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.4146905851845699*pi,0.0695549760209283*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.35628845071745013*pi,0.19617398668225094*pi,3.8693943610603494*pi) q[15],q[14];\nu3(3.389297777338786*pi,0.3573591714590578*pi,1.5713728655408392*pi) q[0];\nu3(3.7165074181154756*pi,0.8234317158402713*pi,0.9548770682118006*pi) q[1];\nu3(3.6981479951927616*pi,3.2811633984402295*pi,0.9618510041759727*pi) q[2];\nu3(3.408951886316798*pi,2.987458131233199*pi,0.9764473286392317*pi) q[4];\nu3(3.683011970763447*pi,3.44165969208935*pi,4.338704436092361*pi) q[5];\nu3(3.4164990073239547*pi,2.640537533601168*pi,0.7776430137656883*pi) q[6];\nu3(3.6240187338376177*pi,-0.02608811715860221*pi,1.9597871756637106*pi) q[7];\nu3(3.433009976204902*pi,2.611482330063392*pi,0.5826733990105026*pi) q[8];\nu3(3.6927962761369075*pi,-0.2568884522403483*pi,2.2352642617694887*pi) q[10];\nu3(3.093513966603747*pi,3.180906529463931*pi,0.8513858410123278*pi) q[11];\nu3(3.475079196484989*pi,0.5759889432690608*pi,1.397078005186815*pi) q[12];\nu3(3.2273308419517885*pi,-0.23385518030700664*pi,1.5988146494459463*pi) q[13];\nu3(3.4223532068397953*pi,2.9443099908039363*pi,2.169573049061487*pi) q[14];\nu3(3.5948222167202437*pi,-0.12068247438793495*pi,4.413614970058716*pi) q[15];\nRxxyyzz(0.41970538769511034*pi,0.21527521195271082*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4862184036158307*pi,0.26551120299135933*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.37651390263482*pi,0.15263104252780121*pi,3.949354188347259*pi) q[2],q[9];\nRxxyyzz(0.42673200961548735*pi,0.24096300451778863*pi,0.0714577892181159*pi) q[4],q[3];\nRxxyyzz(0.37710724960571*pi,0.18692024936584462*pi,3.9074260096536606*pi) q[6],q[8];\nRxxyyzz(0.3748327915608096*pi,0.2967616139312793*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.43739763797015996*pi,0.1455869810555402*pi,3.9498153981695996*pi) q[10],q[11];\nRxxyyzz(0.44465018986279015*pi,0.17624451816052122*pi,0.09752661249536933*pi) q[12],q[14];\nu3(3.4686560686507324*pi,3.4372625597092963*pi,0.9515902549837543*pi) q[0];\nu3(3.790210216059191*pi,3.4468537637351564*pi,0.9142969494319906*pi) q[1];\nu3(3.4393568090149147*pi,2.224256958896768*pi,0.7586504459397174*pi) q[2];\nu3(3.4778014829659396*pi,1.4951175312781926*pi,0.8932279231486044*pi) q[3];\nu3(3.5975944593757543*pi,1.744192632265623*pi,0.5317761540683634*pi) q[4];\nu3(3.438969174281562*pi,-0.37159061383787395*pi,2.0373118291899894*pi) q[5];\nu3(3.05934807155041*pi,2.291388992664294*pi,2.0721213824962232*pi) q[6];\nu3(3.5010960933188957*pi,1.2052723857363117*pi,1.8351884131984053*pi) q[7];\nu3(3.435052606963588*pi,0.3596183758839516*pi,2.116067090672025*pi) q[8];\nu3(3.7064280532735783*pi,1.8494591084877579*pi,0.5245585073287269*pi) q[9];\nu3(3.6286446030976323*pi,2.349478032918301*pi,0.7393668276504224*pi) q[10];\nu3(3.3592812104879775*pi,3.1517384525123235*pi,0.9739193654292362*pi) q[11];\nu3(3.455474919206687*pi,2.7544400149075527*pi,0.6162756415289337*pi) q[12];\nu3(3.5661025932387496*pi,0.9920138108954735*pi,1.3839076155927539*pi) q[13];\nu3(3.4825236149515186*pi,-0.47810502161140833*pi,2.6208113364170886*pi) q[14];\nu3(3.3371231714716574*pi,2.1139360143579196*pi,4.424503506442756*pi) q[15];\nmeasure q[4] -> c[2];\nmeasure q[7] -> c[7];\nmeasure q[3] -> c[10];\nRxxyyzz(0.39657854931814973*pi,0.1068487404004355*pi,3.9605696653812696*pi) q[0],q[14];\nRxxyyzz(0.4169013000251708*pi,0.2575065620977529*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.40264501475976*pi,0.23674224484529505*pi,3.84731575644299*pi) q[2],q[12];\nRxxyyzz(0.46197913518119016*pi,0.4210380404121364*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.43796257598298993*pi,0.2897051139343061*pi,3.8659484957970287*pi) q[10],q[6];\nRxxyyzz(0.47524557102482723*pi,0.34456411511637397*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.27348453812359963*pi,0.19012173469651383*pi,0.04945423635209423*pi) q[16],q[15];\nu3(3.644872749917747*pi,2.6823274111894593*pi,2.2885393097738462*pi) q[0];\nu3(3.6901112490056582*pi,2.82502475356607*pi,1.4438249692832896*pi) q[1];\nu3(3.8133635089747293*pi,3.343980683703567*pi,1.896931034846788*pi) q[2];\nu3(3.4775660214785558*pi,-0.44750941125197075*pi,1.7562990943245027*pi) q[5];\nu3(3.4900708300336634*pi,2.9798269524055168*pi,2.1597130514474703*pi) q[6];\nu3(3.797422353024527*pi,-0.33639797817313566*pi,1.328489481810076*pi) q[8];\nu3(3.180247725973188*pi,3.3839272092049386*pi,0.582506454786059*pi) q[9];\nu3(3.638784090132261*pi,0.4171437690854718*pi,1.008675869104657*pi) q[10];\nu3(3.6639643016011134*pi,0.8902815428393147*pi,1.6550454040739133*pi) q[11];\nu3(3.067157029134896*pi,0.5603630846725327*pi,2.290860763308529*pi) q[12];\nu3(3.945756090338355*pi,-0.05953849548455459*pi,0.5374179405117512*pi) q[13];\nu3(3.5098554459714904*pi,1.1343354876009923*pi,2.3744893033229566*pi) q[14];\nu3(2.5875099829420227*pi,-0.31438551433819023*pi,3.8326736510353494*pi) q[15];\nu3(1.4275908776486645*pi,3.288648810734161*pi,0.57999095139904*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[2] -> c[1];\nmeasure q[16] -> c[3];\nmeasure q[5] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[12] -> c[6];\nmeasure q[6] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[1] -> c[11];\nmeasure q[15] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[11] -> c[14];\nmeasure q[8] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.841565851976322*pi,0.2470505215748603*pi,4.054489063334415*pi) q[0];\nu3(3.590771127437201*pi,2.1847046526668112*pi,0.9245614683593568*pi) q[1];\nu3(3.554943475579385*pi,3.06675987653846*pi,3.1500782093133473*pi) q[2];\nu3(3.557108779898813*pi,0.8596457133696744*pi,1.747310945123247*pi) q[3];\nu3(3.2744058722513008*pi,3.134188553961777*pi,1.780264692042433*pi) q[4];\nu3(3.349261139795191*pi,-0.43653489868965867*pi,1.2730729430093461*pi) q[5];\nu3(3.3425742167538752*pi,3.3837324589282702*pi,4.390521081332094*pi) q[6];\nu3(3.451758861732549*pi,0.5991493724776613*pi,2.946965622992533*pi) q[7];\nu3(3.6573878580926293*pi,3.1849523560420763*pi,3.2384922356555563*pi) q[8];\nu3(3.6098089183423894*pi,3.1396440397581826*pi,3.027492148491844*pi) q[9];\nu3(3.7191499203474008*pi,0.927994046207455*pi,1.846777987296629*pi) q[10];\nu3(3.4213458517721635*pi,0.14458600286136902*pi,1.8292547246613484*pi) q[11];\nu3(3.2477740358581078*pi,3.422627044051938*pi,3.8394670687370174*pi) q[12];\nu3(3.289278322340713*pi,3.093681394068775*pi,1.1895609283035729*pi) q[13];\nu3(3.491502232561153*pi,2.7326253035371733*pi,1.5723304035597043*pi) q[14];\nu3(3.5698567513726243*pi,-0.35142911391091985*pi,4.373265372036198*pi) q[15];\nu3(3.560794290468034*pi,-0.4058093376069515*pi,3.912083265561691*pi) q[16];\nRxxyyzz(0.44823044802648904*pi,0.3589456689702024*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3837095166931296*pi,0.23548698369554993*pi,0.09538827510275615*pi) q[2],q[11];\nRxxyyzz(0.35020682830929317*pi,0.22666615260729106*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.3724731420996399*pi,0.15098392560074458*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.42254794997518974*pi,0.22823877123623326*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4302106395606194*pi,0.1758455658068157*pi,3.8954667695062497*pi) q[9],q[15];\nRxxyyzz(0.40050100367243013*pi,0.19432046523050678*pi,0.07245519899592827*pi) q[10],q[14];\nRxxyyzz(0.48354309499459003*pi,0.4209546584256788*pi,0.0*pi) q[13],q[16];\nu3(3.291887810776036*pi,2.2390360624669103*pi,1.506642332095719*pi) q[1];\nu3(3.5899926934136914*pi,0.060405475518775065*pi,3.378350097583441*pi) q[2];\nu3(3.796861316603018*pi,0.07067252327048956*pi,1.1091314141260176*pi) q[3];\nu3(3.4899848914371208*pi,2.466262737588721*pi,0.8661287514580567*pi) q[4];\nu3(3.6591202134781398*pi,0.5880194446802876*pi,1.2851393710032957*pi) q[5];\nu3(3.626005302857707*pi,-0.35692150824726365*pi,2.145670120901987*pi) q[6];\nu3(3.6682855856373036*pi,2.335143233230956*pi,0.69390945122862*pi) q[7];\nu3(3.493268972934705*pi,0.35791685898237013*pi,0.9995613439292242*pi) q[8];\nu3(3.6383886506804903*pi,2.751666180017115*pi,1.9417647500602893*pi) q[9];\nu3(3.4785969478399252*pi,2.7408910678452574*pi,1.220360039444019*pi) q[10];\nu3(3.4375894236060462*pi,-0.13172547095999176*pi,3.3678291584069173*pi) q[11];\nu3(3.801903417799683*pi,2.4139817757777235*pi,0.8751515076879149*pi) q[12];\nu3(3.3236525557160452*pi,2.268577132358206*pi,4.480859607852491*pi) q[13];\nu3(3.107900730461199*pi,2.839126907341269*pi,4.453876087132537*pi) q[14];\nu3(3.4987335283415115*pi,-0.2413784698518413*pi,1.7246880877491049*pi) q[15];\nu3(3.611927470974745*pi,3.233985373943029*pi,3.290566003907485*pi) q[16];\nRxxyyzz(0.4063297223337304*pi,0.352258396033353*pi,0.20513898133598643*pi) q[0],q[6];\nRxxyyzz(0.4006298938355003*pi,0.2686169927958002*pi,0.1377994230208514*pi) q[2],q[1];\nRxxyyzz(0.35201016747846003*pi,0.06768669198203814*pi,0.0*pi) q[3],q[11];\nRxxyyzz(0.44991585260986977*pi,0.32129751572426957*pi,3.94326872238981*pi) q[5],q[4];\nRxxyyzz(0.26707274383050944*pi,0.260415811222781*pi,3.8837311942502404*pi) q[7],q[14];\nRxxyyzz(0.42529916388382016*pi,0.38029205151798884*pi,3.9563212110384587*pi) q[8],q[16];\nRxxyyzz(0.42584523075136027*pi,0.3100508461603255*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4505488999408307*pi,0.40592494997573386*pi,0.0*pi) q[10],q[15];\nu3(3.184037607190662*pi,0.692274190574083*pi,4.280881280667218*pi) q[0];\nu3(3.227886085278579*pi,0.9783639115334277*pi,4.3236514966014505*pi) q[1];\nu3(3.2098410897821834*pi,2.8348162836058117*pi,4.306079758785913*pi) q[2];\nu3(3.1759991484978896*pi,-0.09471526829414306*pi,3.911303596084484*pi) q[3];\nu3(3.759257533885353*pi,3.355047457360627*pi,2.3896166498260873*pi) q[4];\nu3(3.10860320367076*pi,2.138344500957541*pi,1.2663704313097894*pi) q[5];\nu3(3.271886571793527*pi,2.986916654293349*pi,4.246785095993038*pi) q[6];\nu3(3.4212664719043118*pi,0.09613119632179401*pi,0.5030122440212401*pi) q[7];\nu3(3.261357826796548*pi,0.31596300424632306*pi,1.6051891594057563*pi) q[8];\nu3(3.9105002289518773*pi,3.2066556605435306*pi,3.9146731893887163*pi) q[9];\nu3(3.0091904416946074*pi,-0.3824779228455978*pi,1.3660605577277432*pi) q[10];\nu3(3.551137042179996*pi,1.9445008398404782*pi,1.8618498913163524*pi) q[11];\nu3(3.5259902535221808*pi,2.718344231406871*pi,1.9092275354268429*pi) q[12];\nu3(3.844273548087677*pi,2.7387420674308163*pi,0.9475964968576807*pi) q[14];\nu3(3.521846958584169*pi,0.17924994745288547*pi,0.5083890901939954*pi) q[15];\nu3(3.2304317615042475*pi,0.0438556275879145*pi,0.6826500603654821*pi) q[16];\nRxxyyzz(0.26911266894980834*pi,0.1838128105704815*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.42023591551581085*pi,0.22274757938756573*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.35012650982368926*pi,0.27075739964144097*pi,3.89906736248877*pi) q[2],q[6];\nRxxyyzz(0.40709915417806986*pi,0.14154822524332633*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.34729958093587987*pi,0.22467749251735847*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.3142798184692114*pi,0.17775864833684407*pi,0.0*pi) q[9],q[10];\nRxxyyzz(0.4459009881414894*pi,0.21091583644224202*pi,0.1288231471451375*pi) q[11],q[13];\nu3(3.2068076943669053*pi,0.42200038660921135*pi,2.3796555074461363*pi) q[0];\nu3(3.346495211985544*pi,0.6247371418811143*pi,0.6908424441386811*pi) q[1];\nu3(3.6384714253032167*pi,2.7966114685223844*pi,0.9241332915120218*pi) q[2];\nu3(3.3926522461778945*pi,-0.11718059353897425*pi,4.105844335949749*pi) q[3];\nu3(3.8478010379135092*pi,-0.22522922296810488*pi,3.0359469814389133*pi) q[4];\nu3(3.705618635407174*pi,3.2215974836265078*pi,0.951310629315955*pi) q[5];\nu3(3.420662807577873*pi,0.07388542824029054*pi,2.4738193752572677*pi) q[6];\nu3(3.798297020551077*pi,2.530451985524122*pi,2.4142908064757136*pi) q[9];\nu3(3.4903185201891143*pi,2.2149902505680754*pi,1.9973571390372058*pi) q[10];\nu3(3.2149891773333072*pi,2.556187578119829*pi,3.8987431334106706*pi) q[11];\nu3(3.4536259706458865*pi,2.2186518095081995*pi,1.54837400709361*pi) q[12];\nu3(3.297890698294257*pi,0.8631039649804131*pi,3.8650363303779467*pi) q[13];\nu3(3.556683667122136*pi,0.9643092389045007*pi,1.1814823466508275*pi) q[14];\nu3(3.816815364184702*pi,0.3947635053152312*pi,0.6030452789569853*pi) q[15];\nRxxyyzz(0.4431943775121998*pi,0.22689890577110106*pi,0.0*pi) q[0],q[16];\nRxxyyzz(0.3676763025823395*pi,0.12128580487010297*pi,3.9481325775427702*pi) q[1],q[9];\nRxxyyzz(0.4126766319944791*pi,0.3089277474947295*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.44605620356038256*pi,0.2717226307818571*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4631593871785532*pi,0.1950904276191887*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3633747160965499*pi,0.306870660234308*pi,0.04223541037582157*pi) q[8],q[6];\nRxxyyzz(0.3296549609817703*pi,0.17297881303991502*pi,0.0*pi) q[11],q[14];\nRxxyyzz(0.39848419765087706*pi,0.3122579900507936*pi,0.15702389608337528*pi) q[12],q[15];\nu3(3.2812295674423666*pi,3.2343998239816356*pi,2.30057754965448*pi) q[0];\nu3(3.289344843185502*pi,2.52825001774228*pi,1.509560466896609*pi) q[1];\nu3(3.7932841989299013*pi,2.325336498042045*pi,1.6120916506498433*pi) q[2];\nu3(3.238308386887932*pi,3.0431731005883753*pi,2.087512977877726*pi) q[3];\nu3(3.4031029409659888*pi,2.6506870174741746*pi,1.7070279740462322*pi) q[4];\nu3(3.559867888453888*pi,0.7814505779150103*pi,1.8497318727093393*pi) q[5];\nu3(3.3113172378801226*pi,1.650958740236852*pi,4.438212925597638*pi) q[6];\nu3(3.143096442167269*pi,-0.4205766087943865*pi,0.5870106212506838*pi) q[8];\nu3(3.698399494616358*pi,2.385867460921108*pi,1.3514049685154714*pi) q[9];\nu3(3.2881699332083434*pi,3.240829490109898*pi,0.7432664225982046*pi) q[10];\nu3(3.910356979506606*pi,0.1350841648363037*pi,3.5760610765611514*pi) q[11];\nu3(3.190350399394359*pi,-0.3353415529450408*pi,3.5089100932450545*pi) q[12];\nu3(3.6156555347271917*pi,3.349521712893151*pi,2.0562635043646784*pi) q[13];\nu3(3.5098139252030225*pi,0.1952138988050638*pi,1.3949167553618793*pi) q[14];\nu3(3.5107377398894517*pi,2.73898779021843*pi,0.7152252228960075*pi) q[15];\nu3(3.759698266200144*pi,2.0058762874559712*pi,0.5807173051147219*pi) q[16];\nRxxyyzz(0.3877637032952107*pi,0.2492444629048034*pi,0.0*pi) q[0],q[9];\nRxxyyzz(0.34397988689747017*pi,0.1762151248388799*pi,0.0*pi) q[1],q[7];\nRxxyyzz(0.42358542871143046*pi,0.10448755938603504*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.42867267484002*pi,0.13103459979237408*pi,3.9375031875545403*pi) q[3],q[5];\nRxxyyzz(0.4589724361036693*pi,0.35895879282636445*pi,0.09634963869420851*pi) q[14],q[6];\nRxxyyzz(0.46667704351362016*pi,0.29030353463278247*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3260994894196298*pi,0.24742801917579182*pi,0.16921829397650612*pi) q[11],q[16];\nu3(3.7713039892921048*pi,2.800932407766579*pi,1.3526451366441068*pi) q[0];\nu3(3.62162998334371*pi,-0.3737209042350733*pi,1.1736941868523074*pi) q[1];\nu3(3.7214276775466497*pi,-0.2315634571727111*pi,0.7562655117282434*pi) q[2];\nu3(3.774978007868712*pi,0.8732505964599484*pi,2.3075154557432938*pi) q[3];\nu3(3.572157659263978*pi,2.993231275511461*pi,0.7800735960020777*pi) q[5];\nu3(3.526790466037308*pi,1.6754771372582202*pi,4.391274389819954*pi) q[6];\nu3(3.590997630217449*pi,3.408408954205397*pi,3.599123467032818*pi) q[7];\nu3(3.7138154685019242*pi,0.24239783631933798*pi,4.2790283545412535*pi) q[8];\nu3(3.8404298670753003*pi,0.03405260541397115*pi,2.0765904882685864*pi) q[9];\nu3(3.276645133499051*pi,2.5769211015728244*pi,1.0750015451877486*pi) q[11];\nu3(3.171008378763747*pi,2.5453885982112325*pi,2.3601881242369416*pi) q[13];\nu3(3.5751574347212944*pi,2.244437403793449*pi,4.251336643462016*pi) q[14];\nu3(3.219554067725573*pi,0.35783747790610065*pi,1.5181352517487665*pi) q[15];\nu3(3.427931278194878*pi,-0.3364669395274199*pi,0.7135690449961659*pi) q[16];\nRxxyyzz(0.37509549200554126*pi,0.2974100813833762*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.2995474939948011*pi,0.21531045006108052*pi,3.873790714426013*pi) q[12],q[1];\nRxxyyzz(0.4193982426281503*pi,0.17291236704679666*pi,0.13531991624606982*pi) q[3],q[2];\nRxxyyzz(0.4108683616689875*pi,0.30037372717970623*pi,3.8515608657204106*pi) q[4],q[5];\nRxxyyzz(0.3652112257555399*pi,0.16000345166938595*pi,3.9318017506831104*pi) q[10],q[6];\nRxxyyzz(0.39640091453132054*pi,0.21643012763874403*pi,0.0*pi) q[9],q[7];\nRxxyyzz(0.4121563513555895*pi,0.24646783288134705*pi,0.04994175790182665*pi) q[15],q[13];\nRxxyyzz(0.35429775611263814*pi,0.11128676331902299*pi,0.0*pi) q[14],q[16];\nu3(3.3687876793519935*pi,1.988591731530955*pi,1.9061224711451898*pi) q[0];\nu3(3.5308765844424186*pi,3.449834168472607*pi,4.033449075635705*pi) q[1];\nu3(3.384906479969704*pi,2.2208529020702725*pi,2.8167750139390955*pi) q[2];\nu3(3.106186485872345*pi,2.989485778265895*pi,4.442964034687782*pi) q[3];\nu3(3.1725334017596687*pi,0.23865272363653933*pi,1.8170848759048943*pi) q[4];\nu3(3.4352085138688064*pi,0.573776433527079*pi,1.6674811637174505*pi) q[5];\nu3(3.521980201099528*pi,0.06322204175625024*pi,1.9040256639547324*pi) q[6];\nu3(3.316320689021909*pi,2.6096735064717373*pi,2.4108902904637546*pi) q[7];\nu3(3.9459136317176666*pi,-0.19779759651192486*pi,1.7095303797218004*pi) q[9];\nu3(3.3517735808418134*pi,3.0760910910401966*pi,1.7370197267878473*pi) q[10];\nu3(3.2511965638820577*pi,-0.24015416066473438*pi,1.2001868788790038*pi) q[11];\nu3(3.025346848160708*pi,0.2710419874659532*pi,4.285034288398466*pi) q[12];\nu3(3.358428483937911*pi,3.290880669203051*pi,1.2196196182250656*pi) q[13];\nu3(3.6353101217554467*pi,3.46962596891262*pi,2.1133085200392965*pi) q[14];\nu3(3.4115189652603775*pi,3.4849998448225485*pi,4.034375279310563*pi) q[15];\nu3(3.5085387837832487*pi,2.6693027225041406*pi,2.4431015217191514*pi) q[16];\nRxxyyzz(0.41101933830348975*pi,0.3129611571270572*pi,0.08247186815575676*pi) q[13],q[0];\nRxxyyzz(0.3904378054901497*pi,0.3441139128097932*pi,0.0*pi) q[3],q[1];\nRxxyyzz(0.4392738139278597*pi,0.19195790674951493*pi,3.9530035169987894*pi) q[7],q[6];\nRxxyyzz(0.42377887025377003*pi,0.18143371037439382*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.42949277794280943*pi,0.3497157915306643*pi,0.04865113100250046*pi) q[15],q[11];\nRxxyyzz(0.39308657937744*pi,0.2085085718571773*pi,0.0824442608932365*pi) q[12],q[14];\nu3(3.4053409625009325*pi,1.3699821856417762*pi,4.484423750689863*pi) q[0];\nu3(3.928019927381338*pi,3.3554717249036328*pi,1.6027324963236316*pi) q[1];\nu3(3.1560886020665087*pi,2.8667711869966213*pi,0.7966431783204377*pi) q[3];\nu3(3.43293692852389*pi,3.0700319368537023*pi,0.958515644351599*pi) q[6];\nu3(3.198022645826431*pi,0.6444304288137248*pi,2.2925028155719183*pi) q[7];\nu3(3.5616597971679766*pi,-0.144220963663245*pi,2.251874779267978*pi) q[8];\nu3(3.949429413001232*pi,3.0162089899054436*pi,4.261047581369866*pi) q[9];\nu3(3.5088423920179728*pi,2.392779975158083*pi,2.09664981313888*pi) q[11];\nu3(3.399175185276736*pi,0.19374983113199606*pi,4.4975321844240455*pi) q[12];\nu3(3.6139755064227526*pi,2.505165272814735*pi,4.128886379259247*pi) q[13];\nu3(3.2605814972725744*pi,0.431585413080142*pi,3.9349103531070186*pi) q[14];\nu3(3.4804837901191377*pi,3.1438919404136136*pi,1.4365366117502218*pi) q[15];\nRxxyyzz(0.3507883600400997*pi,0.09792254626916996*pi,3.95794041495023*pi) q[5],q[1];\nRxxyyzz(0.37477576054605966*pi,0.14294135270018676*pi,0.10036193402716703*pi) q[3],q[15];\nRxxyyzz(0.3738841887020382*pi,0.16134027011418806*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.44642341282037945*pi,0.36948828991206906*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.27945686331161435*pi,0.19583774846100277*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.4143477517335298*pi,0.25745646866818694*pi,0.0*pi) q[8],q[16];\nu3(3.440931792993722*pi,2.4886216685024656*pi,0.9841761828502156*pi) q[1];\nu3(3.3328415114017114*pi,0.23008994763099144*pi,0.5664005539401475*pi) q[3];\nu3(3.8661453192837936*pi,2.3193945530590545*pi,1.2606744970699435*pi) q[4];\nu3(3.1848172129484262*pi,0.6266758525602905*pi,4.304261689192854*pi) q[5];\nu3(3.557979801089678*pi,0.5273313873437453*pi,0.88370697963796*pi) q[6];\nu3(3.626399573684902*pi,3.3026505251316673*pi,1.9635624031168875*pi) q[7];\nu3(3.593660211185807*pi,-0.22063348172787745*pi,1.880773463448815*pi) q[8];\nu3(3.616456064323059*pi,-0.4693595263239756*pi,4.032772643649281*pi) q[9];\nu3(3.537973475732225*pi,0.4546416190309652*pi,0.7908579019908237*pi) q[10];\nu3(3.8215621336114323*pi,3.271189331807862*pi,1.151342718333165*pi) q[13];\nu3(3.6309868161641017*pi,2.748640363728188*pi,3.62575572841496*pi) q[15];\nu3(3.4097772973989517*pi,2.194930584581086*pi,0.9241818932941941*pi) q[16];\nRxxyyzz(0.3947509832610999*pi,0.23381399560183724*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.3039058545405243*pi,0.17977641273331724*pi,3.8997243744173957*pi) q[9],q[2];\nRxxyyzz(0.30729243493764935*pi,0.12412484740743979*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.3164484803522497*pi,0.24148600677219223*pi,3.949466812004511*pi) q[7],q[8];\nRxxyyzz(0.3127615003151999*pi,0.1475025650412114*pi,0.0*pi) q[10],q[12];\nu3(3.4966261537452077*pi,0.28482133491664396*pi,2.3284954787886294*pi) q[0];\nu3(3.626031443070898*pi,2.4500081033738956*pi,2.1113203514354844*pi) q[2];\nu3(3.757991315692612*pi,-0.3611072262141486*pi,4.225283148244291*pi) q[6];\nu3(3.6791620137117063*pi,3.0719011600926485*pi,0.5186655138777421*pi) q[7];\nu3(3.4418730656854555*pi,2.0148564909189424*pi,1.3890624008118237*pi) q[8];\nu3(3.825608530883479*pi,-0.44825252250927433*pi,4.393859317492868*pi) q[9];\nu3(3.3417338048346252*pi,2.11276059248411*pi,0.9300568152085174*pi) q[10];\nu3(3.744185402870297*pi,0.2250725176863273*pi,0.5076543956793866*pi) q[11];\nu3(3.864475081137239*pi,0.9247421159506035*pi,1.6015512197615713*pi) q[12];\nu3(3.2995163862699206*pi,0.9850393567229052*pi,1.5996383641451206*pi) q[16];\nRxxyyzz(0.42686937565749966*pi,0.16631886742282603*pi,3.954533198817849*pi) q[5],q[0];\nRxxyyzz(0.3167199815811497*pi,0.30300826595847674*pi,3.8689641238870305*pi) q[10],q[1];\nRxxyyzz(0.46146163594461054*pi,0.07476471999692813*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.38543384642458*pi,0.3295509176097111*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4134228657292249*pi,0.19902067717961164*pi,0.1576524962023728*pi) q[8],q[15];\nRxxyyzz(0.28653056322114007*pi,0.12427580393131388*pi,3.9295243617778706*pi) q[11],q[14];\nu3(3.6121182221544106*pi,-0.4298260445111265*pi,0.7448995112893173*pi) q[0];\nu3(3.758895825988238*pi,-0.3038910816641599*pi,1.0712638670694568*pi) q[1];\nu3(3.373049233845348*pi,3.4826514116074296*pi,0.9239557976619881*pi) q[3];\nu3(3.8287347479381286*pi,3.262383507058258*pi,0.6952771123554662*pi) q[5];\nu3(3.509727551430242*pi,-0.47829193217230614*pi,0.8968262959430037*pi) q[6];\nu3(3.690943462236275*pi,1.2471545267414736*pi,0.7393644417680686*pi) q[8];\nu3(3.329821237392339*pi,3.0829066734347492*pi,2.2871540557163543*pi) q[10];\nu3(3.825066339689815*pi,0.32369398172012*pi,4.43602596411996*pi) q[11];\nu3(3.8368137706887957*pi,0.3250203828152116*pi,0.6291169938468952*pi) q[12];\nu3(3.1994015415026555*pi,2.255907037405926*pi,1.0739643339754532*pi) q[14];\nu3(3.323292947198156*pi,3.211869920548425*pi,1.9941499148917612*pi) q[15];\nu3(3.3670462747729726*pi,-0.026574685964163347*pi,1.7671780767989662*pi) q[16];\nRxxyyzz(0.40194940127337014*pi,0.3178981437640689*pi,0.2117251471083164*pi) q[9],q[0];\nRxxyyzz(0.4601261904297496*pi,0.0975166491454597*pi,0.04353781679351119*pi) q[1],q[2];\nRxxyyzz(0.45821020479866004*pi,0.2508774832622436*pi,0.18308703422147488*pi) q[3],q[14];\nRxxyyzz(0.40923289090043824*pi,0.2851424507981184*pi,3.8910028882023604*pi) q[4],q[5];\nRxxyyzz(0.4490837161010491*pi,0.28444787590920506*pi,0.1432936454462749*pi) q[7],q[6];\nRxxyyzz(0.3941592694012901*pi,0.19742634301464534*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.34796447436059985*pi,0.22257523728510376*pi,0.0*pi) q[16],q[13];\nu3(3.358721759588687*pi,3.127760717125644*pi,3.1610967106271577*pi) q[0];\nu3(3.4157094337115863*pi,0.6968908948804984*pi,3.8831095478298034*pi) q[1];\nu3(3.18064816718723*pi,3.1279490674374184*pi,2.1192435683345625*pi) q[2];\nu3(3.3820993278416664*pi,3.2732725951735486*pi,1.3797366709715821*pi) q[3];\nu3(3.759369356040544*pi,3.379987106259496*pi,1.8693940304067902*pi) q[4];\nu3(3.5436519716429906*pi,0.07905955109884233*pi,1.7945175499498625*pi) q[5];\nu3(3.0407002904274982*pi,2.94799511124031*pi,1.9469537686194816*pi) q[6];\nu3(3.4563380320804242*pi,2.1314680738364506*pi,4.146334418116858*pi) q[7];\nu3(3.075087255033844*pi,1.3135787156940686*pi,0.5894113406096552*pi) q[9];\nu3(3.386593524495198*pi,0.04044074819790178*pi,4.057565193253993*pi) q[10];\nu3(3.5117696501290414*pi,0.4663418776559396*pi,1.288888614264081*pi) q[12];\nu3(3.4342009108674665*pi,3.499170784748962*pi,0.7615379068125558*pi) q[13];\nu3(3.2953321149073505*pi,1.713704568360479*pi,0.6201386452320178*pi) q[14];\nu3(3.292109333326449*pi,2.6461333064713104*pi,1.5349360323292998*pi) q[16];\nRxxyyzz(0.4042637942536468*pi,0.26944097837397263*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.4455636335145996*pi,0.40410018383782*pi,3.642364121188111*pi) q[2],q[14];\nRxxyyzz(0.45436564708849975*pi,0.2891955097297444*pi,0.15916430329490053*pi) q[12],q[3];\nRxxyyzz(0.36842530279422986*pi,0.2971862886486242*pi,0.11442949592296538*pi) q[6],q[16];\nRxxyyzz(0.2845738740673096*pi,0.27229104436702567*pi,0.05612012082928741*pi) q[7],q[11];\nRxxyyzz(0.4350985466146883*pi,0.2682462679095041*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.3946490662002198*pi,0.21667523884604123*pi,0.0*pi) q[10],q[13];\nu3(3.0846496810821376*pi,0.6880659841439161*pi,2.099180377308847*pi) q[0];\nu3(3.6003335415511666*pi,-0.29483748162675916*pi,4.200573637246448*pi) q[1];\nu3(3.1885918849602475*pi,0.6995480808664689*pi,2.1172314954621534*pi) q[2];\nu3(3.2900234036248106*pi,2.75075485378102*pi,3.367304731750192*pi) q[3];\nu3(3.625102565655496*pi,3.1912007911860307*pi,2.899620519506152*pi) q[6];\nu3(3.496814955503913*pi,1.0152102464883415*pi,1.0543715176147872*pi) q[7];\nu3(3.492952221571584*pi,2.7777381772208436*pi,1.2307947284769*pi) q[9];\nu3(3.1608147610718995*pi,2.717888008190727*pi,1.0383720314084157*pi) q[10];\nu3(3.3339777523547176*pi,-0.14944099563661978*pi,1.4418550787723512*pi) q[11];\nu3(3.372248509385728*pi,0.6547065971377966*pi,3.9418075301558555*pi) q[12];\nu3(3.4289446530728296*pi,0.4955425765555197*pi,1.3078379264803497*pi) q[13];\nu3(3.2238470162170865*pi,3.4470843962592808*pi,0.5221518346789618*pi) q[14];\nu3(3.368890528417441*pi,0.22343426239068453*pi,2.455085123629303*pi) q[15];\nu3(3.285723167668448*pi,1.1055606704509755*pi,1.6207899541415596*pi) q[16];\nRxxyyzz(0.36377133060156985*pi,0.14261693175724421*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.3586441542215394*pi,0.2476339979121569*pi,3.9429134368395404*pi) q[9],q[2];\nRxxyyzz(0.39856137804148944*pi,0.2642700599010732*pi,0.07658404903910557*pi) q[3],q[14];\nRxxyyzz(0.4522374009782206*pi,0.25662043951503777*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.32673027085157225*pi,0.22844624939842817*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.3934267322169806*pi,0.21969046434600506*pi,0.0958721209280157*pi) q[8],q[6];\nRxxyyzz(0.4486590807754897*pi,0.22181080666730266*pi,3.91976412647165*pi) q[7],q[12];\nRxxyyzz(0.37624030256887947*pi,0.2006091162515568*pi,0.06256599304208123*pi) q[10],q[15];\nu3(3.1507950297045477*pi,3.0393813168695907*pi,4.177706799160738*pi) q[1];\nu3(3.3805011979715416*pi,-0.0022235221810839034*pi,1.4268600424945406*pi) q[2];\nu3(3.3346536718714987*pi,2.5631677458943725*pi,1.3333174742019538*pi) q[3];\nu3(3.4509262786089603*pi,-0.2168567659099624*pi,3.79306048392024*pi) q[4];\nu3(3.105916697258263*pi,-0.3028144518077357*pi,3.7213725118530236*pi) q[5];\nu3(3.383687466844752*pi,0.6582561898829851*pi,0.6262218624975378*pi) q[6];\nu3(3.419476922732334*pi,0.25913442046883906*pi,0.6650845350684329*pi) q[7];\nu3(3.4344539394925113*pi,2.310287637089863*pi,0.6435128829276414*pi) q[8];\nu3(3.163124951701571*pi,-0.1415068264470476*pi,1.5176781873032177*pi) q[9];\nu3(3.8794664337149607*pi,3.30410995412844*pi,3.816146979272228*pi) q[10];\nu3(3.6878734185794046*pi,3.240422961251393*pi,2.186760138646406*pi) q[11];\nu3(3.637503213521024*pi,2.144140139855304*pi,2.4860263921631685*pi) q[12];\nu3(3.592189576780091*pi,0.9520373714145656*pi,1.4588152159363323*pi) q[13];\nu3(3.554679807024837*pi,2.1531404898853848*pi,0.7718936161576929*pi) q[14];\nu3(3.5025888450316525*pi,2.962109851194298*pi,1.7451126523283262*pi) q[15];\nu3(3.437089799800128*pi,3.1443965221469776*pi,0.6342238534223821*pi) q[16];\nRxxyyzz(0.45353750767497975*pi,0.237455611401208*pi,0.14984945857878285*pi) q[4],q[0];\nRxxyyzz(0.26150782149193935*pi,0.14874511322330042*pi,3.903084292124401*pi) q[16],q[2];\nRxxyyzz(0.3898794705622396*pi,0.3131061606206934*pi,0.13764478862003274*pi) q[10],q[3];\nRxxyyzz(0.38905754321569985*pi,0.19801399022331614*pi,3.89841884342777*pi) q[8],q[5];\nRxxyyzz(0.4635827640600896*pi,0.11101670668497698*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.4082436636501724*pi,0.12521485114404918*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.39149137291610947*pi,0.2669637575194311*pi,0.08375697182755905*pi) q[12],q[9];\nu3(3.455464710906857*pi,0.24607447964335183*pi,1.6515464461932536*pi) q[0];\nu3(3.601921282445218*pi,3.43729284892616*pi,0.6728232432307086*pi) q[2];\nu3(3.4705249189770258*pi,-0.38739428790663655*pi,2.6442437619200314*pi) q[3];\nu3(3.730346569354987*pi,-0.47314805118446257*pi,0.84026686398682*pi) q[4];\nu3(3.50882332949356*pi,2.18722434186059*pi,0.7302416351962164*pi) q[5];\nu3(3.1653249140124426*pi,2.8450223126633896*pi,4.283513230927921*pi) q[6];\nu3(3.5391979044771698*pi,3.025504417667112*pi,0.8375885113428616*pi) q[7];\nu3(3.692259473441335*pi,-0.11220986271693212*pi,1.1333662845683414*pi) q[8];\nu3(3.8745302180059107*pi,1.1857868741750723*pi,0.9301274208372541*pi) q[9];\nu3(3.778814743577044*pi,0.3142756693780109*pi,4.144141805744271*pi) q[10];\nu3(3.5568796076591833*pi,0.5171510245319382*pi,0.525143817506692*pi) q[12];\nu3(3.4506889944458488*pi,1.6916534107642747*pi,0.6785002387013646*pi) q[14];\nu3(3.824831955434798*pi,0.13847370081163213*pi,0.8236126466166183*pi) q[15];\nu3(3.8015924767402707*pi,0.03527321130598282*pi,2.1423335825211223*pi) q[16];\nRxxyyzz(0.3361695041054946*pi,0.15939130691919634*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.3705070759607344*pi,0.31006410922853234*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3976043913465698*pi,0.34474790527711263*pi,0.04772895580179056*pi) q[11],q[5];\nRxxyyzz(0.4536016541910196*pi,0.4470619622196752*pi,3.8076630134061*pi) q[12],q[6];\nRxxyyzz(0.4314218085293199*pi,0.2993414150544793*pi,0.059105068434303756*pi) q[8],q[15];\nRxxyyzz(0.31762858764346014*pi,0.22845102703622744*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.47219549776015945*pi,0.2736880691352488*pi,0.0*pi) q[10],q[16];\nu3(3.484583937683001*pi,-0.23502289978507024*pi,0.5826323915166862*pi) q[1];\nu3(3.819595883606868*pi,0.9479877459688*pi,1.2529585005632249*pi) q[2];\nu3(3.459143918139596*pi,2.7416937802668717*pi,1.4735208667360935*pi) q[3];\nu3(0.7642328394892405*pi,3.0494903041081383*pi,1.3286016203831494*pi) q[4];\nu3(3.5672898967901356*pi,0.40007504174631714*pi,3.8265265172463923*pi) q[5];\nu3(3.5374359868585605*pi,0.0029206139234051465*pi,4.14397900224427*pi) q[6];\nu3(3.209625293269233*pi,2.761205670795979*pi,4.454904914173694*pi) q[8];\nu3(3.5590570833399466*pi,3.3021441404512912*pi,1.032755684987037*pi) q[9];\nu3(3.6284914558866195*pi,1.3108500876312377*pi,1.105198109147019*pi) q[10];\nu3(3.6290569916172135*pi,2.8327691530708536*pi,1.0788558062613443*pi) q[11];\nu3(3.6355586529616857*pi,-0.06454887970237744*pi,1.2269434019317744*pi) q[12];\nu3(3.827984759624601*pi,-0.49076574234968484*pi,0.8542540516616004*pi) q[13];\nu3(3.522071946007976*pi,1.911294745748795*pi,4.127942288573488*pi) q[15];\nu3(3.5345286995762923*pi,2.6768842852781605*pi,0.7341314621048343*pi) q[16];\nmeasure q[4] -> c[12];\nRxxyyzz(0.30575485058583934*pi,0.15352192019570987*pi,3.9256372135934505*pi) q[9],q[0];\nRxxyyzz(0.4817051944552888*pi,0.0938280282820011*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.31496940664445994*pi,0.2028301222217319*pi,0.10734386049634104*pi) q[3],q[14];\nRxxyyzz(0.4410523398964399*pi,0.21407372358271815*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.30352977461817143*pi,0.16960150820989695*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.3581776648225511*pi,0.2757400357291958*pi,0.0*pi) q[12],q[10];\nRxxyyzz(0.47181888170145037*pi,0.19638185149284304*pi,0.0*pi) q[16],q[11];\nu3(3.7014667032400874*pi,0.1554867930667403*pi,0.7508221879453902*pi) q[0];\nu3(3.257243970487684*pi,0.5186689594674845*pi,1.2420280856473145*pi) q[2];\nu3(3.649339393000898*pi,-0.07747129187655499*pi,2.030620950727686*pi) q[3];\nu3(3.419550857971199*pi,3.330492718677614*pi,1.9380511377628495*pi) q[5];\nu3(3.2685818457977005*pi,-0.11923040449125577*pi,2.295283492585065*pi) q[6];\nu3(3.2983381345717633*pi,-0.40925369735214634*pi,3.1126586409744563*pi) q[7];\nu3(3.941756693334848*pi,0.10679729468768329*pi,3.3940222046504656*pi) q[9];\nu3(3.7897911455850415*pi,0.8595556875765697*pi,1.5108909432218534*pi) q[10];\nu3(3.6368673479798375*pi,0.31705831923756467*pi,2.11607572905561*pi) q[11];\nu3(3.3003955671692284*pi,3.1456292294007966*pi,0.786822309476118*pi) q[12];\nu3(3.761907684302249*pi,0.15837148161951042*pi,2.3820441563944548*pi) q[13];\nu3(3.6551219742638317*pi,2.418688592486406*pi,3.6383853276316374*pi) q[14];\nu3(3.173932355014163*pi,0.7093313701100978*pi,0.5461632903995239*pi) q[15];\nu3(3.471520780224476*pi,3.079792411290195*pi,0.7940627738503299*pi) q[16];\nRxxyyzz(0.3854053563438402*pi,0.22582546109506318*pi,0.0*pi) q[1],q[0];\nRxxyyzz(0.44020393534127944*pi,0.38619250871268385*pi,3.9423095631393004*pi) q[2],q[3];\nRxxyyzz(0.4753166950201697*pi,0.1395038703999757*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.28689781039966644*pi,0.13469826527537887*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.2102843284390552*pi,0.14529075528987268*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4130016494268398*pi,0.23981769015767418*pi,3.88023118248163*pi) q[8],q[16];\nRxxyyzz(0.4193727789627598*pi,0.3022365173208948*pi,3.8934889367551904*pi) q[10],q[11];\nRxxyyzz(0.30811888111891983*pi,0.1958510991510236*pi,0.06817485631763098*pi) q[12],q[15];\nu3(3.340350425556756*pi,3.2359152499318538*pi,0.9329420699830444*pi) q[0];\nu3(3.52817930436218*pi,-0.05512287938114968*pi,0.599088403512352*pi) q[1];\nu3(3.6542575881091373*pi,3.467829572163735*pi,4.2472896577053945*pi) q[2];\nu3(3.1561713394588904*pi,-0.20980195319372186*pi,1.4578620750408933*pi) q[3];\nu3(3.6049783953612375*pi,0.014333362174080877*pi,2.341791308537752*pi) q[5];\nu3(0.7826654470863812*pi,1.140941109812892*pi,1.7404411580310986*pi) q[6];\nu3(0.7379784727988231*pi,0.13183179645897092*pi,0.5975634399019456*pi) q[7];\nu3(3.701003817133525*pi,-0.2999004120453026*pi,1.7424477281595983*pi) q[8];\nu3(1.4164074858130664*pi,0.5511845119840457*pi,0.5488768432409565*pi) q[9];\nu3(3.5013743652729654*pi,-0.2550552569785428*pi,1.640808600814288*pi) q[10];\nu3(3.699429274333994*pi,2.9399962502276793*pi,0.585650942598515*pi) q[11];\nu3(3.3868274167944863*pi,3.1406980794126635*pi,1.7836533451168766*pi) q[12];\nu3(1.5574219980701924*pi,2.6294628012392005*pi,1.1555939367197274*pi) q[13];\nu3(3.5606331912601927*pi,1.4101413847768103*pi,1.2333021099300114*pi) q[14];\nu3(2.3759399320258323*pi,0.6142626458631821*pi,4.241765818483054*pi) q[15];\nu3(3.8276705891094123*pi,2.6810506746614546*pi,1.9240956348093678*pi) q[16];\nmeasure q[9] -> c[0];\nmeasure q[8] -> c[1];\nmeasure q[10] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[2] -> c[6];\nmeasure q[15] -> c[7];\nmeasure q[7] -> c[8];\nmeasure q[11] -> c[9];\nmeasure q[6] -> c[10];\nmeasure q[16] -> c[11];\nmeasure q[5] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[1] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.6009750216921783*pi,3.480248164377502*pi,2.1641798841700126*pi) q[0];\nu3(3.346238129713666*pi,-0.3786432659979565*pi,3.9493525659166977*pi) q[1];\nu3(3.2989701278146626*pi,-0.3407919029241092*pi,1.09974449113933*pi) q[2];\nu3(3.32822282058242*pi,2.3941551511794277*pi,1.3479098903459636*pi) q[3];\nu3(3.2321461890085983*pi,-0.26552182206365654*pi,1.788765794680196*pi) q[4];\nu3(3.353884687997242*pi,0.24751986308235163*pi,0.764699820419086*pi) q[5];\nu3(3.403179798362703*pi,2.7297934319650192*pi,0.7437116803657131*pi) q[6];\nu3(3.7074271563475327*pi,-0.18413077127364819*pi,2.301666747271389*pi) q[7];\nu3(3.8834730139619604*pi,3.3089891959287483*pi,1.1035679001488885*pi) q[8];\nu3(3.49598471953435*pi,3.076714570622317*pi,1.2863516178939682*pi) q[9];\nu3(3.6259570524427436*pi,3.2536700030546246*pi,4.196744028337142*pi) q[10];\nu3(3.582517965466535*pi,-0.057605628612224846*pi,1.322298187717701*pi) q[11];\nu3(3.5002759672974357*pi,-0.31545323297765837*pi,1.3141745642170806*pi) q[12];\nu3(3.5126236513824978*pi,-0.28134305288833683*pi,4.284961570463992*pi) q[13];\nu3(3.470632160529745*pi,-0.14223180480605996*pi,2.4948016822289625*pi) q[14];\nu3(3.664632033639234*pi,3.016100050323682*pi,3.3245924540348057*pi) q[15];\nu3(3.8159560184637793*pi,2.505624094099903*pi,0.6371066125038263*pi) q[16];\nRxxyyzz(0.4587614935449*pi,0.3017456165599425*pi,0.0700494153113683*pi) q[0],q[10];\nRxxyyzz(0.46139131482824247*pi,0.15477400792704643*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.44298882875158974*pi,0.41737189740267805*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.4177139667719797*pi,0.27583036711258324*pi,3.90566661457051*pi) q[5],q[16];\nRxxyyzz(0.40423534541044*pi,0.3443418735203973*pi,0.2342963235560569*pi) q[6],q[9];\nRxxyyzz(0.46212252883051363*pi,0.32105022558377894*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.35252190123103005*pi,0.3292800505784377*pi,3.75757096346409*pi) q[8],q[13];\nRxxyyzz(0.40189974612293977*pi,0.2869407095864761*pi,0.0*pi) q[11],q[15];\nu3(3.4448134342904275*pi,1.4342851180781169*pi,4.4673733573120815*pi) q[0];\nu3(3.5835436004454637*pi,-0.05086618222738054*pi,4.352972260308175*pi) q[1];\nu3(3.950027032113356*pi,2.1976160634374695*pi,2.0003660265315713*pi) q[3];\nu3(3.6909712149424867*pi,0.8059301153010439*pi,1.0648877214534962*pi) q[4];\nu3(3.4919426340123394*pi,-0.4015989052391872*pi,1.0719880128155954*pi) q[5];\nu3(3.6652059828090535*pi,3.179567521043121*pi,0.9542699579627703*pi) q[6];\nu3(3.628405808162967*pi,0.948469153670856*pi,1.9734434796565627*pi) q[7];\nu3(3.318959696865288*pi,3.318675832377879*pi,0.6740637474851703*pi) q[8];\nu3(3.661329669964421*pi,-0.45539496223166637*pi,1.4488915672015235*pi) q[9];\nu3(3.5191002300775627*pi,3.194799301764694*pi,1.9683722175953948*pi) q[10];\nu3(3.7517842458933552*pi,0.014829464747215804*pi,2.0460820749581385*pi) q[11];\nu3(3.077490157543079*pi,0.6149259808887129*pi,4.103716033691503*pi) q[12];\nu3(3.930827764524748*pi,2.499275237940685*pi,1.9522129277358817*pi) q[13];\nu3(3.5134201965703933*pi,3.195396514143108*pi,0.8915070542472128*pi) q[14];\nu3(3.7176990246700603*pi,2.1038711107482384*pi,2.3077421632692747*pi) q[15];\nu3(3.793077888705847*pi,-0.1619224928547221*pi,1.4628184868659289*pi) q[16];\nRxxyyzz(0.41523380138584054*pi,0.1954178773555474*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.33425871313840005*pi,0.18941303661950926*pi,0.11905956297953413*pi) q[2],q[11];\nRxxyyzz(0.42581792239265015*pi,0.10395368948740213*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.46869822332879985*pi,0.16416885708899742*pi,0.0*pi) q[5],q[14];\nRxxyyzz(0.4476215893744202*pi,0.3022997498649485*pi,0.05122344633183376*pi) q[6],q[16];\nRxxyyzz(0.40927620388838015*pi,0.3585401105299157*pi,3.7593651860129906*pi) q[8],q[7];\nRxxyyzz(0.43753939811875964*pi,0.2746698054603409*pi,3.9386181067021604*pi) q[10],q[13];\nu3(3.469295030525414*pi,3.045412331841009*pi,0.8876079652993462*pi) q[0];\nu3(3.326422219841361*pi,0.6339802873176061*pi,0.9274813396940169*pi) q[2];\nu3(3.741668355793814*pi,0.91914708545964*pi,1.8856465911614042*pi) q[4];\nu3(3.453964001198549*pi,3.145336145629309*pi,0.5771994776455294*pi) q[5];\nu3(3.506452259869509*pi,-0.06854682242849797*pi,1.834323081608813*pi) q[6];\nu3(3.464057087691418*pi,2.5621262180911497*pi,0.6662239845377044*pi) q[7];\nu3(3.874732524299855*pi,-0.01738078150267286*pi,0.7555275462388592*pi) q[8];\nu3(3.25094915942143*pi,2.7808531550639177*pi,0.9351770397206012*pi) q[9];\nu3(3.4861258023286172*pi,0.07071148405541794*pi,1.6805942733655899*pi) q[10];\nu3(3.6495949075472165*pi,0.15416022132190332*pi,0.9024436883903872*pi) q[11];\nu3(3.777278388679889*pi,-0.23334153333665547*pi,2.311223330759905*pi) q[12];\nu3(3.3681518255285603*pi,2.0626659507013008*pi,0.997884198468721*pi) q[13];\nu3(3.3504993190962695*pi,3.3114309296620448*pi,2.386123914892866*pi) q[14];\nu3(3.7437110357395262*pi,0.76307505314826*pi,0.7991024955242727*pi) q[16];\nRxxyyzz(0.3335044117630398*pi,0.189917494828301*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.42256082361064*pi,0.22583000190702573*pi,0.08463220865059598*pi) q[1],q[7];\nRxxyyzz(0.34014516195273903*pi,0.28140981111283925*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.40911512443787945*pi,0.2607804175080268*pi,3.94903785864349*pi) q[3],q[10];\nRxxyyzz(0.42178919259465697*pi,0.13032921811704723*pi,3.9323456299954374*pi) q[4],q[16];\nRxxyyzz(0.24550936149911967*pi,0.14834724596615478*pi,3.9011163770558603*pi) q[8],q[15];\nRxxyyzz(0.4050418835287105*pi,0.1984015095990248*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.4512868639899197*pi,0.24873325216422004*pi,0.0*pi) q[14],q[12];\nu3(3.6072343289674627*pi,3.4240484972268606*pi,0.9141644957455621*pi) q[0];\nu3(3.694546195978404*pi,2.791106319408962*pi,3.7249374348780036*pi) q[1];\nu3(3.079814859159138*pi,2.3822107550682556*pi,2.4720349876567114*pi) q[2];\nu3(3.4856688980746355*pi,2.3131765312984722*pi,0.7163699810385515*pi) q[3];\nu3(3.8860173423343274*pi,0.4779581761884615*pi,1.16756246544157*pi) q[4];\nu3(3.2430420017192856*pi,-0.25423336167834687*pi,0.861888034961556*pi) q[6];\nu3(3.4141208872231488*pi,0.8740323230654008*pi,4.285211035940234*pi) q[7];\nu3(3.7905611571823656*pi,0.897556651602059*pi,1.4804435446381068*pi) q[8];\nu3(3.688686549891122*pi,2.6952474288692265*pi,1.0291292842924853*pi) q[9];\nu3(3.3071211804131297*pi,3.333432454630721*pi,0.8096144240831009*pi) q[10];\nu3(3.7892544309287466*pi,3.2640649877622967*pi,0.5373792696247371*pi) q[11];\nu3(3.4035998775370144*pi,-0.17869361112315596*pi,3.9991866548156985*pi) q[12];\nu3(3.161797117760844*pi,2.3840818734841918*pi,1.4306036016209442*pi) q[13];\nu3(3.294521462826953*pi,-0.23797349465116774*pi,2.0582548741174707*pi) q[14];\nu3(3.6714106130367865*pi,-0.474836767299877*pi,2.0123936490791463*pi) q[15];\nu3(3.182024461657155*pi,2.14881165709857*pi,0.9176987342310667*pi) q[16];\nRxxyyzz(0.4310967116944197*pi,0.3245183479859599*pi,0.09996598361923333*pi) q[0],q[7];\nRxxyyzz(0.38927761084324963*pi,0.2757916504703173*pi,0.10364896942057267*pi) q[3],q[1];\nRxxyyzz(0.32693723664656416*pi,0.1323978564209919*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.44161244173198*pi,0.36168985170574286*pi,3.93258824417485*pi) q[6],q[5];\nRxxyyzz(0.3828953590199399*pi,0.3453011474744684*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.43668544039361923*pi,0.18051754300002898*pi,0.0*pi) q[14],q[10];\nRxxyyzz(0.36226323916284053*pi,0.2228703404690534*pi,0.0*pi) q[11],q[12];\nu3(3.6559006593713548*pi,2.5174044074284607*pi,1.0299458660465861*pi) q[0];\nu3(3.621879299830048*pi,-0.36833251045771115*pi,3.9094609234291156*pi) q[1];\nu3(3.5476513948782396*pi,-0.28025702532275654*pi,1.3689719312493134*pi) q[2];\nu3(3.630093105576332*pi,3.0993528251076556*pi,1.9387250399969236*pi) q[3];\nu3(3.567165843524339*pi,0.01642137438004887*pi,0.8600902831431974*pi) q[5];\nu3(3.6913465236137686*pi,3.09168862352167*pi,2.068476694378586*pi) q[6];\nu3(3.583616939109642*pi,-0.2515618370009178*pi,3.6388450503866374*pi) q[7];\nu3(3.888037818104726*pi,3.303029366159703*pi,0.5685565397842209*pi) q[9];\nu3(3.6864112039559376*pi,0.6745101471722741*pi,0.8510693331428894*pi) q[10];\nu3(3.4879948303887955*pi,1.6168435849554506*pi,1.479470456755632*pi) q[11];\nu3(3.159958636594665*pi,2.1449002882709602*pi,2.136195310770981*pi) q[12];\nu3(3.342685615215154*pi,-0.29175562216602413*pi,4.282978051223237*pi) q[13];\nu3(3.610787276419656*pi,0.4557595071214662*pi,2.1184880660590277*pi) q[14];\nu3(3.1909096141055757*pi,0.5464481854833847*pi,0.5571270642345506*pi) q[15];\nRxxyyzz(0.4535347297460705*pi,0.25982256023724176*pi,0.1138420281059005*pi) q[0],q[16];\nRxxyyzz(0.4030301575341221*pi,0.2731116920374128*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.4544007249599895*pi,0.30991315566418187*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.4710362099798401*pi,0.13477213637205887*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.4213148066163498*pi,0.3722705777576465*pi,3.6847265534044*pi) q[4],q[10];\nRxxyyzz(0.4085877994236913*pi,0.12290001990995614*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.41140408845354987*pi,0.34443458718933584*pi,0.14076603081422467*pi) q[15],q[8];\nRxxyyzz(0.40532526448162987*pi,0.29129531160711924*pi,0.19369054638172914*pi) q[12],q[14];\nu3(3.5413201671209213*pi,-0.4268886330516525*pi,3.170543998527923*pi) q[0];\nu3(3.575701549572793*pi,-0.48988099025663134*pi,0.8082977027443303*pi) q[1];\nu3(3.5963126469988524*pi,3.205706902511322*pi,0.8695579900348434*pi) q[2];\nu3(3.1892360616564237*pi,2.9718216504729336*pi,4.3468276181609635*pi) q[3];\nu3(3.391893833567041*pi,1.4357249338409948*pi,0.5454062089975666*pi) q[4];\nu3(3.3761116439664014*pi,-0.4245549423775693*pi,2.4334810806852127*pi) q[5];\nu3(3.7779716043724587*pi,1.0293530602338938*pi,1.7667006854681278*pi) q[6];\nu3(3.3781061556528336*pi,0.8518224871573836*pi,2.0799442952253164*pi) q[7];\nu3(3.7882253081279003*pi,-0.31458390015530474*pi,3.5931638988773953*pi) q[8];\nu3(3.382915199869466*pi,0.3586199868640433*pi,1.8926915166570235*pi) q[9];\nu3(3.578941321134859*pi,2.742463862804881*pi,2.0196546693793085*pi) q[10];\nu3(3.2896720218593956*pi,0.12106286698500401*pi,2.444361781760306*pi) q[11];\nu3(3.4154075090999267*pi,-0.25802382155786774*pi,4.104822551437277*pi) q[12];\nu3(3.3399552352760464*pi,-0.3129710786683677*pi,0.7605656431406722*pi) q[14];\nu3(3.4579356465425803*pi,2.7908957582781264*pi,4.3449675205219735*pi) q[15];\nu3(3.8720365224595095*pi,2.182500613886927*pi,0.6943338113555417*pi) q[16];\nRxxyyzz(0.4067644773979604*pi,0.2597944703796366*pi,3.89709499120766*pi) q[1],q[10];\nRxxyyzz(0.45300928226594994*pi,0.18034835846553943*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.4139486642847303*pi,0.19269416541029027*pi,0.0*pi) q[3],q[12];\nRxxyyzz(0.3967144378322002*pi,0.29677683460569826*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.4192980392479805*pi,0.10267700718541084*pi,0.0*pi) q[6],q[16];\nRxxyyzz(0.4069311167529901*pi,0.38099678147944305*pi,0.22966937488807093*pi) q[11],q[7];\nRxxyyzz(0.41045330261627017*pi,0.1764855325272738*pi,3.9302041322263506*pi) q[15],q[9];\nRxxyyzz(0.29713524638425964*pi,0.185979518869404*pi,3.8952410712703394*pi) q[13],q[14];\nu3(3.6993268831125103*pi,3.3506660521208946*pi,1.8170035892467664*pi) q[1];\nu3(3.38379571253581*pi,3.347915831552836*pi,1.2773165174345116*pi) q[2];\nu3(3.4751677593805845*pi,2.2171165074179005*pi,1.4271067274887397*pi) q[3];\nu3(3.505339950360298*pi,2.416630173956835*pi,1.8750047899083753*pi) q[4];\nu3(3.387607815331662*pi,-0.07588064043644294*pi,0.7223528190542998*pi) q[5];\nu3(3.193813957108855*pi,-0.020578413596292422*pi,4.046608558496191*pi) q[6];\nu3(3.2131645191800384*pi,-0.4328180980892252*pi,3.8046287707327027*pi) q[7];\nu3(3.6824981551340796*pi,2.140221388631505*pi,1.9724669008151765*pi) q[8];\nu3(3.4053168295306464*pi,3.4600729386076363*pi,0.9760524943055704*pi) q[9];\nu3(3.256544263718009*pi,2.9850643535879513*pi,2.1970112984413275*pi) q[10];\nu3(3.6576480658215003*pi,0.3697468220388733*pi,4.206235569923729*pi) q[11];\nu3(3.4488545534523856*pi,2.9730090928089887*pi,2.230102347529939*pi) q[12];\nu3(3.2317735925049864*pi,3.0743211145935385*pi,2.086010003915175*pi) q[13];\nu3(3.5617914813349736*pi,3.0250267946015637*pi,0.8656248021297719*pi) q[14];\nu3(3.5251150211640274*pi,0.9098276982341988*pi,0.9882662454348385*pi) q[15];\nu3(3.3982185224213532*pi,-0.07391329478177067*pi,1.238313318493384*pi) q[16];\nRxxyyzz(0.46666171082205976*pi,0.323059124849702*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.3810989050209235*pi,0.2404320730274493*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.43078349133599025*pi,0.1749499760116111*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.38631707926463044*pi,0.3387689226117021*pi,3.9186093563565567*pi) q[10],q[3];\nRxxyyzz(0.43660662466645*pi,0.28365086049855126*pi,0.1426384157667706*pi) q[14],q[6];\nRxxyyzz(0.41425075743387996*pi,0.3033685135443642*pi,3.851390260481061*pi) q[8],q[7];\nRxxyyzz(0.45190861469688043*pi,0.26051354192298065*pi,3.8765061647437005*pi) q[16],q[9];\nRxxyyzz(0.4427616149641498*pi,0.4046294146304845*pi,0.0*pi) q[12],q[15];\nu3(3.700346708534406*pi,3.2057839027808632*pi,0.5844547462560272*pi) q[0];\nu3(3.432138257693466*pi,0.7789144990783485*pi,1.2098544204387587*pi) q[1];\nu3(3.5457302825954633*pi,1.1309924339568957*pi,1.749584475613307*pi) q[2];\nu3(3.495567743889745*pi,-0.12847636456514233*pi,1.9599608898164433*pi) q[3];\nu3(3.4393579386028676*pi,2.552767330649283*pi,2.393183396037198*pi) q[4];\nu3(3.3292804343567943*pi,3.264559841886368*pi,1.0217943891266468*pi) q[6];\nu3(3.7242445714608756*pi,2.8728215726665853*pi,1.849881442155609*pi) q[7];\nu3(3.444953711221596*pi,3.472715480306054*pi,2.223599176260331*pi) q[8];\nu3(3.6369156112397842*pi,2.8383678718876295*pi,1.1857219610802725*pi) q[9];\nu3(3.4877122086029795*pi,1.9694168928149716*pi,0.7280244099899944*pi) q[10];\nu3(3.336861926327164*pi,0.045913175152831*pi,0.5161347602562265*pi) q[11];\nu3(3.3162280683522347*pi,3.2986074429624033*pi,3.9373211541928144*pi) q[12];\nu3(3.7773079216704653*pi,3.2229940354166704*pi,0.6184277968304457*pi) q[13];\nu3(3.5953302444594994*pi,3.2000262482010706*pi,3.3651660615047003*pi) q[14];\nu3(3.5557157428403*pi,3.1524460077075886*pi,4.42387638400687*pi) q[15];\nu3(3.4107407815402304*pi,-0.011987822483957133*pi,1.1033508758462283*pi) q[16];\nRxxyyzz(0.45306228013829775*pi,0.3305821525980275*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.2776874255797198*pi,0.18933301275556502*pi,3.8411137892873306*pi) q[13],q[1];\nRxxyyzz(0.425672707891504*pi,0.2962479199083168*pi,0.0*pi) q[16],q[2];\nRxxyyzz(0.3728445678141695*pi,0.19760330681393762*pi,0.09220852969972308*pi) q[4],q[9];\nRxxyyzz(0.3791884936029306*pi,0.21616009818276027*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.443276389355148*pi,0.2949127203422002*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.3730903864508796*pi,0.18030281845026017*pi,3.88565501012818*pi) q[14],q[11];\nu3(3.472833802123231*pi,0.9967456250047348*pi,1.9742037723558425*pi) q[0];\nu3(3.700348248788343*pi,-0.0077284654114055384*pi,1.0257902786223638*pi) q[1];\nu3(3.4800770930522273*pi,0.05625208281605265*pi,1.7666051580519226*pi) q[2];\nu3(3.6955023331593466*pi,2.369295793357304*pi,0.7273670336328267*pi) q[4];\nu3(3.7917349750629774*pi,-0.48303320537856553*pi,1.0505401425873022*pi) q[5];\nu3(3.252619136122177*pi,2.3775401341577354*pi,1.3695946066638731*pi) q[6];\nu3(3.428569340634232*pi,3.300802347455348*pi,0.641028731982322*pi) q[8];\nu3(3.5775887741573102*pi,1.3766951821382027*pi,0.8124382451989227*pi) q[9];\nu3(3.0145039798215985*pi,3.2645838277779067*pi,2.176263065143722*pi) q[11];\nu3(3.7302365661197605*pi,2.9750418608579867*pi,0.952766260137734*pi) q[12];\nu3(3.901617328775461*pi,-0.253571518629433*pi,1.9710568112085114*pi) q[13];\nu3(3.5098520031011926*pi,0.2637427971139512*pi,1.3352465494192922*pi) q[14];\nu3(3.625105496969483*pi,-0.016841523451035845*pi,1.5361646679269976*pi) q[15];\nu3(3.595111771408748*pi,0.415769999191841*pi,2.4823794533015016*pi) q[16];\nRxxyyzz(0.45454799689592995*pi,0.1768504116969165*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.3557531890239999*pi,0.07334499694379426*pi,0.0*pi) q[2],q[9];\nRxxyyzz(0.44831415271294006*pi,0.21533299509212747*pi,3.9326237176173997*pi) q[3],q[16];\nRxxyyzz(0.44084431312936856*pi,0.20244637022042286*pi,0.1455900659797635*pi) q[4],q[15];\nRxxyyzz(0.3786689991408698*pi,0.2255136958746392*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.24814304489009986*pi,0.21945348303289536*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.39081354381566946*pi,0.21077750681360818*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.3945679646356899*pi,0.19443607179368924*pi,3.9198561418931708*pi) q[12],q[10];\nu3(3.363933677003109*pi,2.8020782312545034*pi,1.7052558553335242*pi) q[0];\nu3(3.778417767093139*pi,-0.042494548917921926*pi,2.002292585660377*pi) q[2];\nu3(3.1633865704668023*pi,0.9076370177146553*pi,1.968768287182078*pi) q[3];\nu3(3.4952305374951314*pi,2.9730444277945187*pi,1.9105237843741874*pi) q[4];\nu3(3.417351142143067*pi,3.0343731259115514*pi,1.5704043286552114*pi) q[5];\nu3(3.647615269017377*pi,-0.47269875729248567*pi,1.1094239463118347*pi) q[6];\nu3(3.61660699512506*pi,0.18043795899515447*pi,0.7137024058685298*pi) q[7];\nu3(3.1262921661876026*pi,1.9245493187785967*pi,1.8918002391315492*pi) q[8];\nu3(3.4409349274632177*pi,-0.4259132618650988*pi,0.8911253432026331*pi) q[9];\nu3(3.463709706629491*pi,3.009823312485758*pi,0.551996039329012*pi) q[10];\nu3(3.1233506839719145*pi,3.470236744191304*pi,0.5409982302615244*pi) q[11];\nu3(3.502413314255671*pi,3.024838138887755*pi,0.5103139997325048*pi) q[12];\nu3(3.2514224475350932*pi,3.4592878030660374*pi,1.6740058013840207*pi) q[13];\nu3(3.4748147383948513*pi,-0.4728328624751892*pi,0.6819442555830326*pi) q[14];\nu3(3.488546892136417*pi,0.6783671190222844*pi,3.7134061689812308*pi) q[15];\nu3(3.257555971705077*pi,2.982947437588628*pi,1.6497686782478178*pi) q[16];\nRxxyyzz(0.2954387775998609*pi,0.25134412190586564*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.370141968004819*pi,0.07578851157412603*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4101838232607703*pi,0.3451103970060543*pi,3.9029439369678394*pi) q[2],q[10];\nRxxyyzz(0.4272453282403399*pi,0.4011342801885701*pi,0.0*pi) q[6],q[3];\nRxxyyzz(0.4454134299234642*pi,0.29919019038588257*pi,0.0*pi) q[14],q[5];\nRxxyyzz(0.44556357302536986*pi,0.19878064133041617*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.4565091524656194*pi,0.11566202768624212*pi,0.0*pi) q[12],q[11];\nu3(3.795472691897644*pi,2.3884884432040945*pi,0.7340440833410202*pi) q[0];\nu3(3.872735404116068*pi,2.166786503593387*pi,1.9334094587575439*pi) q[1];\nu3(3.585648938731317*pi,2.4197969103197376*pi,1.0818624214462638*pi) q[2];\nu3(3.6566397150316177*pi,2.490355916148774*pi,0.666932611203376*pi) q[3];\nu3(3.824447992072727*pi,-0.38235254965941007*pi,0.581476344708086*pi) q[5];\nu3(3.2783509149054986*pi,0.17445688197668519*pi,4.154381464439991*pi) q[6];\nu3(3.7637938739854513*pi,-0.35859759836891925*pi,2.449397635704311*pi) q[8];\nu3(3.750851705248067*pi,0.48899064997438624*pi,0.9819189933935392*pi) q[9];\nu3(3.0472422500181704*pi,1.8345755755279787*pi,2.3977400268605447*pi) q[10];\nu3(3.209045372635934*pi,2.2524868235303246*pi,1.9605958911140604*pi) q[11];\nu3(3.5058816875348344*pi,3.4072969308030383*pi,4.22698549514768*pi) q[12];\nu3(3.820558282965722*pi,2.4144307386357657*pi,1.298523104092988*pi) q[13];\nu3(3.4564990401529396*pi,3.3084060120683905*pi,3.7018996094677297*pi) q[14];\nu3(3.58985782345543*pi,3.3404605455092087*pi,4.489144648520705*pi) q[16];\nRxxyyzz(0.24017351629554018*pi,0.08249273170446791*pi,0.06802319016503944*pi) q[3],q[0];\nRxxyyzz(0.36737731109171967*pi,0.31540247043514785*pi,3.894562469554821*pi) q[1],q[16];\nRxxyyzz(0.37145790097541004*pi,0.19473231621795106*pi,0.09106949079801298*pi) q[2],q[8];\nRxxyyzz(0.46252606413092*pi,0.250297902236011*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.42835239355113996*pi,0.3532055978114439*pi,3.7441471594336804*pi) q[6],q[13];\nRxxyyzz(0.4500161318408499*pi,0.2528970292439646*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.43277754882053543*pi,0.3363988619937218*pi,3.688760322888365*pi) q[11],q[14];\nRxxyyzz(0.39696752829894033*pi,0.2510775859064911*pi,0.0*pi) q[12],q[15];\nu3(3.579086463615391*pi,-0.029894150609012238*pi,0.7267177179822731*pi) q[0];\nu3(3.339486297597155*pi,-0.09920864451416023*pi,1.8130039627443315*pi) q[1];\nu3(3.622587576947596*pi,2.7911254739695126*pi,0.5165977224414646*pi) q[2];\nu3(3.332544848112439*pi,2.2323711634719703*pi,0.9005070227519748*pi) q[3];\nu3(3.510337915062037*pi,-0.4120757379958211*pi,0.8360744577013068*pi) q[4];\nu3(3.2388375103393625*pi,3.3976457773199584*pi,0.8220141767104768*pi) q[6];\nu3(3.765244516930771*pi,0.04982171967932336*pi,1.5438617763040434*pi) q[7];\nu3(3.7993058305692466*pi,-0.14979461411319817*pi,1.0542367703171842*pi) q[8];\nu3(3.486688658822671*pi,2.6460163238037913*pi,1.650200191023675*pi) q[9];\nu3(3.6432518028711445*pi,-0.4953555727933793*pi,1.1582703290798262*pi) q[10];\nu3(3.6156203991892055*pi,0.9148439402320121*pi,1.0789865529260696*pi) q[11];\nu3(3.4070770009114058*pi,2.318279736633852*pi,2.0533714648454504*pi) q[12];\nu3(3.8460245574631493*pi,0.4176216373170121*pi,1.5373652976991836*pi) q[13];\nu3(3.649362356599068*pi,0.11697373193191363*pi,1.7727920474075258*pi) q[14];\nu3(3.118133174840959*pi,-0.39037961232601176*pi,1.1752417529345323*pi) q[15];\nu3(3.5286885882291266*pi,3.0057988496624404*pi,1.3714973485487514*pi) q[16];\nRxxyyzz(0.3373535664196896*pi,0.26537025044825846*pi,0.08035891683640761*pi) q[8],q[0];\nRxxyyzz(0.3000873077429998*pi,0.27428875451391255*pi,0.2279073199004742*pi) q[1],q[13];\nRxxyyzz(0.40992123089332005*pi,0.34506483994537046*pi,3.9247783706177994*pi) q[2],q[16];\nRxxyyzz(0.43846952290116936*pi,0.2994150640880607*pi,3.955552794285751*pi) q[4],q[15];\nRxxyyzz(0.4609414506679696*pi,0.2954197438215452*pi,0.05091079237528234*pi) q[5],q[9];\nRxxyyzz(0.43718535585199936*pi,0.31300752924321174*pi,0.14600686895575019*pi) q[6],q[10];\nRxxyyzz(0.3948204689526501*pi,0.1713615007890161*pi,3.9152288632241707*pi) q[12],q[7];\nu3(3.792912505342898*pi,0.19053879307476385*pi,0.8615693875539069*pi) q[0];\nu3(3.367783497471401*pi,0.30527077089882626*pi,4.143865028154344*pi) q[1];\nu3(3.7613743819013896*pi,2.4511216775284304*pi,1.6606179528582927*pi) q[2];\nu3(3.8504820583106882*pi,0.027659967743579927*pi,1.9466853333893925*pi) q[4];\nu3(3.7986696475262662*pi,3.1004046573597224*pi,1.555407227006699*pi) q[5];\nu3(3.185849463572462*pi,3.165283538923024*pi,1.1662442133292865*pi) q[6];\nu3(3.3542361428437806*pi,0.583317931115275*pi,1.905286129064137*pi) q[7];\nu3(3.236281325349636*pi,1.9875753896174917*pi,0.7226760875431177*pi) q[8];\nu3(3.6867933429312045*pi,-0.002003496081213807*pi,1.7037069116849757*pi) q[9];\nu3(3.378004114071737*pi,2.3677002701229926*pi,0.5203845418477729*pi) q[10];\nu3(3.2555225607959226*pi,-0.46151536477856114*pi,0.6500339611391688*pi) q[12];\nu3(3.580988783409664*pi,3.339594633020821*pi,0.9295231887824682*pi) q[13];\nu3(3.396962226333156*pi,-0.04450255763757838*pi,1.1586378772625638*pi) q[15];\nu3(3.295314095936979*pi,2.6668969094725252*pi,1.4607386913384945*pi) q[16];\nRxxyyzz(0.4593996086672791*pi,0.3435607715185176*pi,0.23640059813766356*pi) q[0],q[15];\nRxxyyzz(0.4076290615616297*pi,0.2537948587359906*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4459529681351402*pi,0.36192654016767634*pi,0.1257086040549087*pi) q[6],q[3];\nRxxyyzz(0.3875776847966401*pi,0.2004546739342743*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.47913696278491*pi,0.18145903576877243*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3554526430216095*pi,0.23741975217152778*pi,0.0*pi) q[10],q[8];\nRxxyyzz(0.48279190632304025*pi,0.26950932485807577*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.4188920466122598*pi,0.23391624974884084*pi,3.8703827968120503*pi) q[13],q[16];\nu3(3.813665824631143*pi,0.4032826928114147*pi,0.6968453864041497*pi) q[0];\nu3(3.4793831372001254*pi,0.43019660197614185*pi,1.5277172246721757*pi) q[1];\nu3(3.3101137519407833*pi,3.218296939225551*pi,0.6096183296493853*pi) q[2];\nu3(3.8923892007816523*pi,3.1118267525674606*pi,2.971588157840792*pi) q[3];\nu3(3.225445500190715*pi,3.4505832201492996*pi,1.5252315048896503*pi) q[4];\nu3(3.7419750876185955*pi,3.137454704749838*pi,4.385604205014745*pi) q[5];\nu3(3.901007169383444*pi,3.2494633547746914*pi,2.446975042201977*pi) q[6];\nu3(3.4129648683875407*pi,0.487128793167544*pi,2.3578886918933386*pi) q[7];\nu3(3.6432025811604714*pi,0.19308419849683855*pi,0.8078087514577497*pi) q[8];\nu3(3.3764434578583318*pi,0.3294274030309049*pi,4.4692098977453005*pi) q[9];\nu3(3.336842600218133*pi,2.455848596293828*pi,1.3425314088971034*pi) q[10];\nu3(3.5970556290569307*pi,0.5769375319898142*pi,0.9154103887585467*pi) q[11];\nu3(3.3726610075515207*pi,-0.4065704525215935*pi,1.1660196876736117*pi) q[12];\nu3(3.816503770113572*pi,0.9944458918370307*pi,0.8311665446254404*pi) q[13];\nu3(3.7883737203176824*pi,2.7669810101296184*pi,0.5923111842374248*pi) q[15];\nu3(3.863429469633987*pi,0.519796514346885*pi,1.6982141625792109*pi) q[16];\nRxxyyzz(0.4102037245247736*pi,0.2580880121728877*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.4188724720232*pi,0.23037890085769594*pi,0.04045698296775814*pi) q[4],q[2];\nRxxyyzz(0.4145868130643403*pi,0.32538219492660486*pi,3.8394161353713603*pi) q[5],q[3];\nRxxyyzz(0.40795539618812005*pi,0.08654567695719817*pi,0.0*pi) q[6],q[14];\nRxxyyzz(0.3777145864619801*pi,0.20508986238351723*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.4411673429477637*pi,0.3246398473474308*pi,0.0*pi) q[13],q[10];\nRxxyyzz(0.4006233066398878*pi,0.2196815494025389*pi,0.10135278554815251*pi) q[11],q[12];\nu3(3.6099234901546096*pi,2.4198638217856443*pi,2.0381678657953173*pi) q[1];\nu3(3.672339304290433*pi,-0.4121297554808199*pi,3.65289077536527*pi) q[2];\nu3(3.4629402242741327*pi,0.6144702401519206*pi,1.0963365354757473*pi) q[3];\nu3(3.7306348767768878*pi,3.0286758955935666*pi,2.0263546539580406*pi) q[4];\nu3(3.3651961707607647*pi,-0.3036214645345426*pi,1.6960532106552404*pi) q[5];\nu3(3.2684413390302502*pi,2.217372149417629*pi,1.9501350677703604*pi) q[6];\nu3(3.5789840318407125*pi,2.8094954102121874*pi,0.861826987346851*pi) q[8];\nu3(3.5104304235105475*pi,2.6240218235923707*pi,2.2905087683787384*pi) q[9];\nu3(3.8284710673904443*pi,3.3981666456400594*pi,0.9291713472124603*pi) q[10];\nu3(3.2155254099886053*pi,-0.48568660618220205*pi,1.3834756956176075*pi) q[11];\nu3(3.364481038947531*pi,-0.16314138248850701*pi,1.8005042829801714*pi) q[12];\nu3(3.794897418623166*pi,2.7410322611596736*pi,2.075142800874418*pi) q[13];\nu3(3.496041173460279*pi,3.044035922573116*pi,1.0009933522915868*pi) q[14];\nu3(3.5948308136323153*pi,-0.05962194312517616*pi,1.2516967107462877*pi) q[16];\nRxxyyzz(0.27686470903075977*pi,0.19355270115580336*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.4523132498915699*pi,0.2477544868762223*pi,0.15872778297573434*pi) q[6],q[1];\nRxxyyzz(0.4225664622538997*pi,0.2866076255446264*pi,0.08340771867315568*pi) q[2],q[16];\nRxxyyzz(0.3676977292850303*pi,0.155766763972357*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.46005774232035*pi,0.3810229222400334*pi,3.828682146307911*pi) q[4],q[14];\nRxxyyzz(0.2999703201040392*pi,0.26130714031729996*pi,3.9430975991004296*pi) q[5],q[9];\nRxxyyzz(0.39133713982704*pi,0.3377716717085572*pi,3.9512238337356695*pi) q[8],q[15];\nu3(3.6398876678294307*pi,-0.1923617563495713*pi,3.862521141379359*pi) q[0];\nu3(3.529170355135152*pi,0.8235777323738334*pi,3.9122923245955175*pi) q[1];\nu3(3.4378330213751287*pi,2.5349552053244806*pi,1.463964103268491*pi) q[2];\nu3(3.482513778677385*pi,1.3248511811304153*pi,1.4736249468834477*pi) q[3];\nu3(3.712541306018464*pi,3.123130779986525*pi,1.751404761113705*pi) q[4];\nu3(3.5505890507190423*pi,3.1432100133837526*pi,4.006735327454902*pi) q[5];\nu3(3.2171420588179154*pi,2.8128192698791707*pi,1.5777639083394104*pi) q[6];\nu3(3.3904254900819972*pi,1.2524415408672336*pi,2.3299188067957393*pi) q[8];\nu3(3.7081904643480446*pi,-0.34026225528563603*pi,0.6392575884690372*pi) q[9];\nu3(3.323913278931308*pi,2.158894245775384*pi,2.3108957799169305*pi) q[10];\nu3(3.3348390017643186*pi,3.2816911243235216*pi,0.7497935881040898*pi) q[13];\nu3(3.75176674399263*pi,-0.04655030383118852*pi,1.0461706186291995*pi) q[14];\nu3(3.783954809700001*pi,2.1430262780715563*pi,1.9091011299258465*pi) q[15];\nu3(3.6116810728599646*pi,0.09016162122291305*pi,1.7219926599744484*pi) q[16];\nRxxyyzz(0.2618863038085698*pi,0.2223410586662422*pi,3.92271611920847*pi) q[0],q[7];\nRxxyyzz(0.42899289103228005*pi,0.25136192588041906*pi,0.12707291206803806*pi) q[2],q[1];\nRxxyyzz(0.38444543505943035*pi,0.1594268689527708*pi,0.05444739240604122*pi) q[6],q[3];\nRxxyyzz(0.457528925260025*pi,0.2816240105253236*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.3486163271170798*pi,0.2268815765151171*pi,3.91855514432791*pi) q[5],q[11];\nRxxyyzz(0.4421432959414103*pi,0.3023449583647932*pi,3.9595880105045005*pi) q[9],q[12];\nRxxyyzz(0.31226297500130173*pi,0.0804411582193234*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.38720297019525957*pi,0.35439010509703217*pi,0.08129965180023373*pi) q[13],q[16];\nu3(3.6407955465559683*pi,3.2649659495422156*pi,2.3508471962593407*pi) q[0];\nu3(3.671634593997988*pi,1.2639559848753477*pi,0.5183647036582523*pi) q[1];\nu3(3.6265604325360057*pi,-0.20147887622641591*pi,3.65988073176358*pi) q[2];\nu3(3.2189712402203177*pi,0.6536061091858594*pi,3.946632716860841*pi) q[3];\nu3(3.4243620235602963*pi,2.4869039589572064*pi,1.7916438369545356*pi) q[4];\nu3(3.623741567717916*pi,2.905449189744673*pi,1.5522969128408677*pi) q[5];\nu3(3.3482027084764225*pi,2.4198755602051873*pi,0.7702137868089673*pi) q[6];\nu3(3.1724644717130617*pi,-0.3167083351913785*pi,0.8667390396490116*pi) q[7];\nu3(3.4919171754013814*pi,3.0543337056033453*pi,1.768646155896946*pi) q[9];\nu3(3.5543314700254447*pi,0.8161148760250652*pi,4.109284611474515*pi) q[10];\nu3(3.824051102089976*pi,3.140579348672431*pi,2.2806464955146004*pi) q[11];\nu3(3.9136062831218403*pi,-0.22216249340445637*pi,1.7075575357647206*pi) q[12];\nu3(3.6215663672122207*pi,2.958157737909866*pi,3.191264573341091*pi) q[13];\nu3(3.2578460347253904*pi,2.9894141471891302*pi,1.355200535793159*pi) q[14];\nu3(3.677770623910254*pi,-0.05242848462938843*pi,0.7563461140504062*pi) q[15];\nu3(3.77414503934034*pi,3.1558040547891735*pi,4.403395891026127*pi) q[16];\nmeasure q[4] -> c[2];\nmeasure q[9] -> c[11];\nmeasure q[15] -> c[16];\nRxxyyzz(0.39599738576524035*pi,0.14303255329861042*pi,0.0*pi) q[8],q[0];\nRxxyyzz(0.4440854940118095*pi,0.1764611707343062*pi,0.07556073881673386*pi) q[3],q[1];\nRxxyyzz(0.43839225645006064*pi,0.36679190022129765*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.44852408365643015*pi,0.12938522160354382*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.38395308170151055*pi,0.3377002764837708*pi,3.87227123908521*pi) q[6],q[12];\nRxxyyzz(0.40274576951544017*pi,0.22973639488049358*pi,0.0*pi) q[11],q[7];\nRxxyyzz(0.4082485362924403*pi,0.22236841836854826*pi,0.0*pi) q[14],q[16];\nu3(3.4718387594605367*pi,-0.3891028225436157*pi,0.7494491721733105*pi) q[0];\nu3(3.1490487054445855*pi,-0.46136128544608745*pi,1.866058263256578*pi) q[1];\nu3(3.6286981232789235*pi,-0.37574391762659465*pi,0.7602140707557361*pi) q[2];\nu3(3.526024564873015*pi,2.4153951906430304*pi,1.599965235733331*pi) q[3];\nu3(3.6823164247093008*pi,2.0672448625324673*pi,1.7104948282177976*pi) q[5];\nu3(3.1579987127949076*pi,-0.10134015583827938*pi,1.8927957418942136*pi) q[6];\nu3(3.6219856892886813*pi,-0.08178768958615046*pi,2.131439240834487*pi) q[7];\nu3(3.3061849664979386*pi,-0.38447550338953507*pi,1.0804777576331044*pi) q[8];\nu3(3.281364992437555*pi,2.313688158676085*pi,0.5549101292071952*pi) q[10];\nu3(3.3322700239929226*pi,-0.42132799306119306*pi,0.9728773583178483*pi) q[11];\nu3(3.38427210207857*pi,2.5261011078536963*pi,0.6986563605353591*pi) q[12];\nu3(3.6953974033821435*pi,0.722386084490942*pi,1.0924691060208547*pi) q[13];\nu3(3.6177717502146893*pi,3.0262489924545553*pi,0.9734457044042872*pi) q[14];\nu3(3.831372916572986*pi,0.0998248807995038*pi,0.7894564108647084*pi) q[16];\nmeasure q[8] -> c[0];\nmeasure q[6] -> c[1];\nmeasure q[10] -> c[3];\nmeasure q[0] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[3] -> c[7];\nmeasure q[1] -> c[8];\nmeasure q[13] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[2] -> c[12];\nmeasure q[12] -> c[13];\nmeasure q[7] -> c[14];\nmeasure q[14] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.689735933454246*pi,-0.09337892255625058*pi,1.2891889304796047*pi) q[0];\nu3(3.624528214093815*pi,2.749580950471666*pi,1.0193077672019988*pi) q[1];\nu3(3.0803033926952197*pi,3.3782577614837423*pi,2.5641556530781227*pi) q[2];\nu3(3.9237268212859258*pi,2.6748400618847628*pi,2.1510662150319706*pi) q[3];\nu3(3.3495219637795732*pi,-0.22431368076799596*pi,0.8523353604407843*pi) q[4];\nu3(3.539959594194393*pi,2.7178680059795273*pi,1.504622349763308*pi) q[5];\nu3(3.5444203269783725*pi,0.7790045089486255*pi,2.413516844276491*pi) q[6];\nu3(3.6746107578600093*pi,-0.44620011341298366*pi,3.639274658647907*pi) q[7];\nu3(3.280180837232332*pi,0.45066951579254344*pi,3.666094176936174*pi) q[8];\nu3(3.8179556828110752*pi,2.8465512990697346*pi,1.3605744522512557*pi) q[9];\nu3(3.788139394294081*pi,0.6287745072434798*pi,0.7168207565983316*pi) q[10];\nu3(3.567301662008205*pi,3.2225079315362355*pi,1.6641861026029687*pi) q[11];\nu3(3.4049906974125252*pi,2.982702736166705*pi,2.0508047279173107*pi) q[12];\nu3(3.733054405452386*pi,3.351439665643467*pi,1.8266369926249049*pi) q[13];\nu3(3.260747343540892*pi,2.796082769256417*pi,1.4795000453801264*pi) q[14];\nu3(3.6998599908606216*pi,0.43610619813308127*pi,1.79975078159978*pi) q[15];\nu3(0.414794320440445*pi,0.19784204433672548*pi,1.8461011791756512*pi) q[16];\nRxxyyzz(0.4225526542926201*pi,0.3134934637572077*pi,0.13847755461200742*pi) q[0],q[8];\nRxxyyzz(0.42144363293178*pi,0.12157287576168063*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3861888368729389*pi,0.2682883612067961*pi,3.8746707402022498*pi) q[2],q[7];\nRxxyyzz(0.4235729281638605*pi,0.3646077854471151*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.47187407038957996*pi,0.0*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4369230999341892*pi,0.11825221278200626*pi,3.9441981239989996*pi) q[10],q[14];\nRxxyyzz(0.46278579070558956*pi,0.297005154527634*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.38221889191201086*pi,0.1781458963614*pi,0.0*pi) q[12],q[15];\nu3(3.5869750605418997*pi,2.8251830984742954*pi,0.8208106233088122*pi) q[0];\nu3(3.2853627520056703*pi,2.4552308592676884*pi,1.510213937077396*pi) q[1];\nu3(3.5514860268030897*pi,-0.06933539203108824*pi,2.453993825237514*pi) q[2];\nu3(3.5282365763050167*pi,0.15718675173225982*pi,4.4423309118889795*pi) q[4];\nu3(3.5673885039802062*pi,2.178209599653323*pi,2.081045318056949*pi) q[5];\nu3(3.340495050781594*pi,3.4369464467115085*pi,1.9589717893114782*pi) q[6];\nu3(3.8613184170432575*pi,0.2999508631308989*pi,1.6125313848823946*pi) q[7];\nu3(3.9575369664903657*pi,2.3816510877324073*pi,4.062844937247899*pi) q[8];\nu3(3.3384631430492604*pi,2.275596927198456*pi,1.1901136358945499*pi) q[9];\nu3(3.452449538857593*pi,0.8496014968409467*pi,0.8737668549805111*pi) q[10];\nu3(3.7747114603555185*pi,0.7556842918975009*pi,1.3999617050723008*pi) q[11];\nu3(3.1325478535586115*pi,0.6266978299720001*pi,2.199422786864506*pi) q[12];\nu3(3.661008705093502*pi,2.3827243517829535*pi,1.9949002638800963*pi) q[13];\nu3(3.306962067504701*pi,0.11199019880506866*pi,2.418365735252527*pi) q[14];\nu3(3.4430354160850194*pi,0.13255383402703103*pi,1.3579151078527703*pi) q[15];\nu3(3.8154054285237695*pi,2.1261164685444958*pi,0.9699533888026795*pi) q[16];\nRxxyyzz(0.4684890584948289*pi,0.30700486385762593*pi,0.0*pi) q[0],q[1];\nRxxyyzz(0.41900107491253025*pi,0.32833614062611155*pi,0.06978427744921292*pi) q[3],q[10];\nRxxyyzz(0.4185060383407931*pi,0.15000436562818156*pi,3.9282816419363566*pi) q[4],q[16];\nRxxyyzz(0.4444388412845903*pi,0.3486547074320989*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3093935171278898*pi,0.20146248519461185*pi,3.906666364092251*pi) q[7],q[13];\nRxxyyzz(0.3518200156688395*pi,0.29013765342832176*pi,3.9067785580042305*pi) q[8],q[12];\nRxxyyzz(0.45046321223171987*pi,0.28878728818975924*pi,0.09351265358488786*pi) q[9],q[11];\nRxxyyzz(0.4035292305970496*pi,0.21215826381110858*pi,0.0*pi) q[15],q[14];\nu3(3.6460497927524047*pi,3.1852203140263424*pi,0.9969603492072516*pi) q[0];\nu3(3.4725783763531006*pi,2.3382531021507265*pi,0.8348246391896362*pi) q[1];\nu3(3.814679779224758*pi,0.36588612736932113*pi,4.051485931718542*pi) q[3];\nu3(3.1996540911909808*pi,0.07565769065789829*pi,1.1223710663474364*pi) q[4];\nu3(3.351806146893801*pi,1.9168817959353381*pi,1.490508516849521*pi) q[5];\nu3(3.934744109278825*pi,2.302133569966154*pi,2.002732034322371*pi) q[6];\nu3(3.5394962444261555*pi,0.13436504905988356*pi,1.4893408885111514*pi) q[7];\nu3(3.710107919985259*pi,0.41644652684469063*pi,0.9423650796164526*pi) q[8];\nu3(3.240851205028221*pi,2.6251966208119786*pi,1.6198553230132344*pi) q[9];\nu3(3.6082104346866677*pi,0.3159109473050281*pi,2.180495067134387*pi) q[10];\nu3(3.8008044407005275*pi,1.9853958118184067*pi,3.214545355730057*pi) q[11];\nu3(3.763924278487347*pi,1.4290874585224378*pi,0.6350679448997179*pi) q[12];\nu3(3.7040474172547615*pi,2.2279379575844853*pi,0.77530428167946*pi) q[13];\nu3(3.4592856179743317*pi,2.6178907224708152*pi,2.0291774811623737*pi) q[14];\nu3(3.2357297941602203*pi,0.2493684121987778*pi,4.325817836816023*pi) q[15];\nu3(3.283345255538727*pi,0.12476673634750912*pi,1.5135122652302935*pi) q[16];\nRxxyyzz(0.41834528938321003*pi,0.23044827396294143*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.2632458318428395*pi,0.2078644681173354*pi,0.05773532056308994*pi) q[1],q[12];\nRxxyyzz(0.33874268996282947*pi,0.21149864792834006*pi,3.9218021730304606*pi) q[2],q[11];\nRxxyyzz(0.4412165222043082*pi,0.15876952157606639*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.23893954893621028*pi,0.21031795577480794*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.34762101622564945*pi,0.17723914617609027*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.40173772235190963*pi,0.38089264336661893*pi,0.0*pi) q[9],q[13];\nu3(3.508957377912009*pi,-0.44719169680858295*pi,1.2620212541334626*pi) q[0];\nu3(3.267172478538084*pi,3.4074171208822697*pi,2.3540487800664556*pi) q[1];\nu3(3.3837734849665737*pi,-0.40558883710182436*pi,3.437018262428041*pi) q[2];\nu3(3.483765980054502*pi,0.9899429631341237*pi,1.494799120034913*pi) q[3];\nu3(3.5091135393293644*pi,0.4549641705862091*pi,2.3171464531683172*pi) q[5];\nu3(3.481971230826297*pi,3.3877187835955076*pi,3.5723857850422194*pi) q[6];\nu3(3.246569336399868*pi,-0.202644395949179*pi,0.5007241712409933*pi) q[7];\nu3(3.23122914353866*pi,3.337205572696042*pi,1.2159322895317692*pi) q[8];\nu3(3.7657233525407725*pi,0.21194405379390813*pi,3.3579217419445704*pi) q[9];\nu3(3.301902724103867*pi,0.7586623764800793*pi,1.25325189152223*pi) q[10];\nu3(3.804708757300339*pi,1.1084773276869573*pi,1.6030363177507867*pi) q[11];\nu3(3.517158093971691*pi,2.616727660535336*pi,0.9287413123593133*pi) q[12];\nu3(3.1477256881504005*pi,2.8130925128334505*pi,0.8286900250018481*pi) q[13];\nu3(3.2508787532350887*pi,2.755738580407651*pi,3.965023084366716*pi) q[15];\nRxxyyzz(0.47316184898960545*pi,0.19471726003658418*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.36025424810469264*pi,0.23920752338240414*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.3585593015967384*pi,0.3212539535674326*pi,0.07318626881215717*pi) q[3],q[11];\nRxxyyzz(0.4870597229214798*pi,0.3455964649842822*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.2941606446047017*pi,0.1643138892650402*pi,3.895310706308985*pi) q[6],q[5];\nRxxyyzz(0.34548263300733073*pi,0.08653448899847827*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.4589148436674595*pi,0.18497873357173023*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.3643401917018395*pi,0.23280023326556315*pi,0.11284745934459635*pi) q[14],q[12];\nu3(3.349846351223444*pi,2.212841048865511*pi,0.8948001470681066*pi) q[1];\nu3(3.702154472925555*pi,-0.4499429527845158*pi,1.9054927443394643*pi) q[2];\nu3(3.2118348796766423*pi,0.5870507335687027*pi,4.32143127456848*pi) q[3];\nu3(3.383470689706787*pi,0.22944782934323316*pi,1.4112454225701878*pi) q[4];\nu3(3.553636959773635*pi,-0.023739154275055463*pi,2.4578652704546577*pi) q[5];\nu3(3.4336978434011827*pi,0.6752019809879695*pi,4.202580791493898*pi) q[6];\nu3(3.109727918275769*pi,3.055865968050119*pi,1.7621130508127045*pi) q[7];\nu3(3.3159203776766724*pi,3.0148387090882887*pi,0.5999007968668457*pi) q[8];\nu3(3.46421142641809*pi,0.17037084204327146*pi,1.092898019387161*pi) q[9];\nu3(3.5894728597027505*pi,2.829653300472555*pi,2.1207533862253127*pi) q[10];\nu3(3.5838380257197375*pi,-0.39852189707729024*pi,1.8032262926018832*pi) q[11];\nu3(3.5904558687150216*pi,3.303494695235746*pi,2.704438563029287*pi) q[12];\nu3(3.3884776376624606*pi,0.8740541439031504*pi,1.18970872021798*pi) q[13];\nu3(3.0473832285053635*pi,0.8572849337916992*pi,0.8589643603169335*pi) q[14];\nu3(3.701192852798286*pi,-0.25613205906878844*pi,3.7627737452891057*pi) q[15];\nu3(3.751976259885573*pi,0.5683311158673485*pi,0.7704859083271987*pi) q[16];\nRxxyyzz(0.30865851804781996*pi,0.20470031676269596*pi,0.07170329645933826*pi) q[0],q[7];\nRxxyyzz(0.3117319473615492*pi,0.16281264890081915*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.3655342526122495*pi,0.0862930616563019*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.45938262109111955*pi,0.20862467657823203*pi,0.10533561513371817*pi) q[6],q[12];\nRxxyyzz(0.4325975709454495*pi,0.3716827848529327*pi,3.89703273255821*pi) q[9],q[14];\nRxxyyzz(0.4772431118694397*pi,0.23195372798181146*pi,0.0*pi) q[10],q[13];\nu3(3.338395293708812*pi,0.6489299543295362*pi,0.9982940406144452*pi) q[0];\nu3(3.7276998384279163*pi,2.7134277506630395*pi,2.235692145911684*pi) q[1];\nu3(3.5574347491263607*pi,-0.046045299073018686*pi,1.4437511932064*pi) q[4];\nu3(3.4520044444129576*pi,0.526751817896943*pi,3.9333879353532546*pi) q[6];\nu3(3.7125039563709397*pi,0.015785947769426212*pi,1.5791205490201072*pi) q[7];\nu3(3.3562022866173047*pi,2.0255934839617757*pi,1.6024262639289921*pi) q[8];\nu3(3.4133131072151004*pi,0.058449813795672045*pi,0.6776612163312374*pi) q[9];\nu3(3.2323714834744584*pi,-0.33234893177667546*pi,4.487707445051635*pi) q[10];\nu3(3.1506188816967873*pi,3.2601725591834216*pi,1.1384429510208571*pi) q[12];\nu3(3.35921078151525*pi,0.014267902045460024*pi,1.398718566364811*pi) q[13];\nu3(3.308548613508946*pi,2.9061303293605407*pi,4.172742741069744*pi) q[14];\nu3(3.526677985606901*pi,2.1226936611097025*pi,4.318226209088542*pi) q[16];\nRxxyyzz(0.4180511221322494*pi,0.15883943961125824*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.33800851933579945*pi,0.2724397606860762*pi,3.8436162471950297*pi) q[10],q[1];\nRxxyyzz(0.43125570429703947*pi,0.21572623149777215*pi,0.05509569495309048*pi) q[13],q[3];\nRxxyyzz(0.41669379345472995*pi,0.3482023914522847*pi,0.04322219901494276*pi) q[5],q[14];\nRxxyyzz(0.35114398927740975*pi,0.3418684364272879*pi,0.0*pi) q[7],q[11];\nRxxyyzz(0.35536368372028015*pi,0.1509775652744344*pi,0.0*pi) q[9],q[16];\nu3(3.4055606437777697*pi,0.3878575528542444*pi,1.1804112656693238*pi) q[0];\nu3(3.862117769699656*pi,2.5816163226635576*pi,2.3380981418855242*pi) q[1];\nu3(3.2887897225905696*pi,0.7946137855903885*pi,1.9776553870942082*pi) q[3];\nu3(3.458610814016465*pi,2.985284735359235*pi,3.3432255627036307*pi) q[5];\nu3(3.51527699386223*pi,3.2547357342989742*pi,4.014066918706076*pi) q[7];\nu3(3.275473305433356*pi,0.8599021092723933*pi,2.098674332375533*pi) q[8];\nu3(3.4148831102156327*pi,0.9626412437831433*pi,0.8746089829497763*pi) q[9];\nu3(3.6681889825985983*pi,1.298645696581839*pi,0.8775198305666224*pi) q[10];\nu3(3.753404360976651*pi,0.9849489512805851*pi,1.4076772121926804*pi) q[11];\nu3(3.556281488598227*pi,2.648526722366106*pi,3.523976038435509*pi) q[13];\nu3(3.719921296133048*pi,2.20372858586514*pi,1.1001774125647983*pi) q[14];\nu3(3.4632173717115373*pi,3.0118858196209026*pi,0.5489586207539481*pi) q[16];\nRxxyyzz(0.4713107001863521*pi,0.2779159085008376*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.4316375528937041*pi,0.3925554633489141*pi,3.7214944524663007*pi) q[1],q[14];\nRxxyyzz(0.3020926502437399*pi,0.18322593570732337*pi,0.0*pi) q[7],q[2];\nRxxyyzz(0.2885152502572894*pi,0.21752266899855655*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.32463832664807946*pi,0.16860249257162963*pi,0.0*pi) q[9],q[4];\nRxxyyzz(0.4278530326227593*pi,0.041278053606492726*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.4089133743799241*pi,0.1869899572407671*pi,0.18135823621236885*pi) q[15],q[8];\nRxxyyzz(0.36934042352168994*pi,0.19374693625361855*pi,3.9594409569883595*pi) q[10],q[11];\nu3(3.6574525805513054*pi,-0.4510789034884035*pi,1.429036726222948*pi) q[0];\nu3(3.873022394340631*pi,3.006275751834223*pi,1.8341094010364052*pi) q[1];\nu3(3.406784624785458*pi,-0.2178903317346152*pi,0.7274480661100542*pi) q[2];\nu3(3.187558522386136*pi,0.5932601992785786*pi,1.4754495334483197*pi) q[3];\nu3(3.5877027886421864*pi,0.23400639238316*pi,0.6973322574343258*pi) q[4];\nu3(3.5033596972288725*pi,0.5012919399622993*pi,1.1244929362618057*pi) q[5];\nu3(3.5805602707681605*pi,3.426746486564566*pi,2.1075010201248245*pi) q[7];\nu3(3.4927640959984165*pi,0.8307734466954124*pi,3.866050772117172*pi) q[8];\nu3(3.4045162482018743*pi,0.2662199166474699*pi,4.1127482796862775*pi) q[9];\nu3(3.7224264334974198*pi,-0.1638625788768598*pi,1.813535575576009*pi) q[10];\nu3(3.2791977164128996*pi,3.186632977235434*pi,0.6278160150270322*pi) q[11];\nu3(3.66651172203233*pi,-0.07624198100123991*pi,1.5978009023992237*pi) q[12];\nu3(3.4007293045869407*pi,0.27240326883681565*pi,1.4034943693304052*pi) q[13];\nu3(3.2916666071883545*pi,1.8634438897483956*pi,0.9489308998046989*pi) q[14];\nu3(3.5100684763504915*pi,0.7497834483024839*pi,0.9977412966066557*pi) q[15];\nu3(3.7205405314204185*pi,2.438346939292421*pi,3.7029377014686733*pi) q[16];\nRxxyyzz(0.44039120836041695*pi,0.20018202829224213*pi,3.9110145688911135*pi) q[0],q[9];\nRxxyyzz(0.3972302846213934*pi,0.09634776182022986*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.4022735942590598*pi,0.1453875306634551*pi,3.9400740761041*pi) q[10],q[3];\nRxxyyzz(0.4271083952944294*pi,0.254640178312743*pi,3.77482163589805*pi) q[5],q[7];\nRxxyyzz(0.2833312460822399*pi,0.23111413902350997*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4192888052504311*pi,0.2586471330488873*pi,3.860570633936046*pi) q[12],q[11];\nRxxyyzz(0.3365935514188802*pi,0.28044935503762414*pi,3.8807263100258305*pi) q[16],q[14];\nu3(3.855121872258614*pi,-0.12337918170461815*pi,1.2490303247959327*pi) q[0];\nu3(3.492989559688378*pi,0.6336049048662777*pi,2.1602704502321286*pi) q[2];\nu3(3.2669411166600377*pi,3.435622693447405*pi,2.1469049749597735*pi) q[3];\nu3(3.750234698585824*pi,2.5473760640466927*pi,0.6729880197367635*pi) q[4];\nu3(3.0518394571131204*pi,1.6626981653112942*pi,0.6385133841010449*pi) q[5];\nu3(3.4242233498917964*pi,0.5187846945797359*pi,1.5919995989370905*pi) q[6];\nu3(3.75467211998595*pi,0.023060826867926654*pi,0.7034071299083879*pi) q[7];\nu3(3.7090529525888196*pi,0.0073094383865068835*pi,0.8245188595061892*pi) q[9];\nu3(3.563286250271358*pi,3.022149609763149*pi,1.434460574489575*pi) q[10];\nu3(3.4306574847564284*pi,1.7614730803547003*pi,0.5291163552034464*pi) q[11];\nu3(3.641560393922848*pi,3.181285057997874*pi,1.7778787689620394*pi) q[12];\nu3(3.289580370493714*pi,0.07571490254774305*pi,0.8345190843688828*pi) q[13];\nu3(3.3540592065970554*pi,-0.008598934460405161*pi,1.2382232612670316*pi) q[14];\nu3(3.2629649183172695*pi,1.0062361980761516*pi,1.099018483378211*pi) q[16];\nRxxyyzz(0.40152066715246226*pi,0.38791765116447574*pi,3.9370499250121096*pi) q[1],q[3];\nRxxyyzz(0.37945050128011987*pi,0.23115582650349115*pi,0.13495813025814823*pi) q[10],q[2];\nRxxyyzz(0.45742913981243005*pi,0.35351456862937*pi,3.93480371594141*pi) q[7],q[4];\nRxxyyzz(0.36644232682815836*pi,0.23509507136122476*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.3890821186176394*pi,0.33802652290575996*pi,0.0*pi) q[13],q[8];\nu3(3.1655797274044657*pi,-0.3788229802984622*pi,0.6767052307961701*pi) q[1];\nu3(3.2858549280466454*pi,0.12302073652990331*pi,3.385927874752313*pi) q[2];\nu3(3.43899001482624*pi,-0.3427470428458106*pi,2.3724316012634343*pi) q[3];\nu3(3.550843557338253*pi,3.2321312850599018*pi,0.7812410151842424*pi) q[4];\nu3(3.678428617391864*pi,3.3958071197236404*pi,0.9227693325886117*pi) q[5];\nu3(3.3806416581193153*pi,3.33848910908611*pi,2.2246442081645332*pi) q[6];\nu3(3.572929833630745*pi,1.881886361850408*pi,0.6426875687183373*pi) q[7];\nu3(3.7178747290855774*pi,3.194950144247051*pi,4.476993190164646*pi) q[8];\nu3(3.4552373143533375*pi,3.438529210731179*pi,2.7454948655545666*pi) q[10];\nu3(3.5944173490997264*pi,3.093638711649495*pi,2.2476054549617195*pi) q[13];\nRxxyyzz(0.3947629436291944*pi,0.3047959521895738*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.34190688231962973*pi,0.1328302390808156*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.38493377083009017*pi,0.25021816035789046*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.4760918664217132*pi,0.1609952799626022*pi,0.0*pi) q[15],q[4];\nRxxyyzz(0.442939911391404*pi,0.07097054634745392*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.24176295985322993*pi,0.12589592065918875*pi,0.0*pi) q[16],q[7];\nRxxyyzz(0.4507595284482099*pi,0.23444208065993077*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.28233701616185947*pi,0.190411505876103*pi,0.0*pi) q[13],q[9];\nu3(3.44790584332188*pi,3.1110908377830744*pi,2.4206898594318154*pi) q[0];\nu3(3.862607771661522*pi,0.3331372458124575*pi,2.403579225713412*pi) q[2];\nu3(3.6451434770103095*pi,-0.23806090200897245*pi,0.9286249738656173*pi) q[3];\nu3(3.5188980831569165*pi,-0.4867662757563609*pi,4.0605813063112475*pi) q[4];\nu3(3.8649859102422726*pi,2.475207449937371*pi,2.258779585703275*pi) q[5];\nu3(3.4193712904362186*pi,2.3917035989000017*pi,1.3908163426123668*pi) q[6];\nu3(3.628854821846825*pi,2.5978958632768383*pi,2.1892614264327968*pi) q[7];\nu3(3.7272379193566567*pi,3.497409764800007*pi,3.6877312480104854*pi) q[8];\nu3(3.349596151349354*pi,0.605331239401641*pi,2.1093331441514884*pi) q[9];\nu3(3.4859514063053174*pi,3.4301005290418876*pi,0.8249580575219233*pi) q[10];\nu3(3.537455720659408*pi,2.6453417335401*pi,2.3635982751097506*pi) q[11];\nu3(3.249630668373505*pi,2.6991285036247676*pi,0.7206247553597096*pi) q[12];\nu3(3.54464777206219*pi,-0.13487560493594286*pi,1.87086441925721*pi) q[13];\nu3(3.33507800636247*pi,-0.08436877150716748*pi,1.7205464979611433*pi) q[14];\nu3(3.616648488267527*pi,0.12338776413835628*pi,1.7108835634797517*pi) q[15];\nu3(3.8731534062862316*pi,0.6411362820498603*pi,2.0505493993009485*pi) q[16];\nRxxyyzz(0.25937073303399927*pi,0.19705672000782926*pi,0.11818265864278832*pi) q[1],q[15];\nRxxyyzz(0.30335152601117965*pi,0.24824253499479276*pi,3.9066344888926494*pi) q[4],q[2];\nRxxyyzz(0.44531296452791935*pi,0.3325628514128498*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.4189595981919294*pi,0.37910384782473483*pi,3.7027893365282996*pi) q[16],q[5];\nRxxyyzz(0.46069402558247974*pi,0.22466952506277812*pi,0.17812433319797003*pi) q[6],q[8];\nRxxyyzz(0.41162449393430134*pi,0.17447107400215622*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.30764115279997956*pi,0.24331980248282026*pi,3.8935285165022098*pi) q[12],q[9];\nRxxyyzz(0.42907684311035954*pi,0.27737013272165717*pi,3.8218166346521802*pi) q[11],q[14];\nu3(3.450405108046541*pi,0.27954611376437133*pi,1.125762448070899*pi) q[1];\nu3(3.7654828413094092*pi,3.4978105309721217*pi,3.7207556707853016*pi) q[2];\nu3(3.789556187420814*pi,3.3915229036854866*pi,1.2415241437890554*pi) q[3];\nu3(3.4953935265431326*pi,2.9857565428292085*pi,1.2007216258109537*pi) q[4];\nu3(3.157007351219992*pi,3.3392693039444445*pi,3.694681249789447*pi) q[5];\nu3(3.213771156396868*pi,0.3859089833379734*pi,1.5360159215179394*pi) q[6];\nu3(3.3488181149293297*pi,3.4641886088995033*pi,1.083098971052085*pi) q[7];\nu3(3.385840890643781*pi,0.14135577046196524*pi,4.151491800856028*pi) q[8];\nu3(3.7249314720034286*pi,2.2467165829285376*pi,2.0851576857761627*pi) q[9];\nu3(3.1954663414312448*pi,3.3008548761661167*pi,1.0092426984288003*pi) q[10];\nu3(3.092207113982899*pi,0.6204658556549989*pi,2.271939047862575*pi) q[11];\nu3(3.80650835233886*pi,-0.35728805743540226*pi,0.6983873904795155*pi) q[12];\nu3(3.396671355745859*pi,0.22929454478592537*pi,1.6477407265282085*pi) q[13];\nu3(3.3813287680302646*pi,1.1520378161152163*pi,0.7566223499774791*pi) q[14];\nu3(3.2098836118139533*pi,0.09531859317430802*pi,0.7801411220637872*pi) q[15];\nu3(3.720435087524216*pi,-0.10290851685942431*pi,1.6119358053627273*pi) q[16];\nRxxyyzz(0.4293483130765582*pi,0.19665330524345848*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.4668927474485596*pi,0.25777861448356587*pi,0.0*pi) q[2],q[15];\nRxxyyzz(0.4367760328723298*pi,0.40479602422202987*pi,0.1197001005268552*pi) q[4],q[5];\nRxxyyzz(0.4183084352568013*pi,0.18072898202617993*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.38065051356348*pi,0.288743804142806*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.3578211056879396*pi,0.25129225763774876*pi,3.8271681388411896*pi) q[16],q[14];\nu3(3.3164784858511314*pi,0.00885779175002177*pi,1.8346955632878252*pi) q[0];\nu3(3.0773331089475615*pi,0.7621810592601757*pi,0.9653836518252363*pi) q[2];\nu3(3.2409797250759107*pi,0.9845914799586135*pi,1.107761549425515*pi) q[4];\nu3(3.426069198929494*pi,3.2282880020114746*pi,3.738115580117812*pi) q[5];\nu3(3.142785175585601*pi,0.8224759658595799*pi,1.0049706891874162*pi) q[7];\nu3(3.654739348006161*pi,-0.21787047053155506*pi,2.157047119419448*pi) q[9];\nu3(3.651775320912747*pi,2.4872625619323276*pi,2.1319054940651885*pi) q[11];\nu3(3.74533433432679*pi,2.4125159816403676*pi,1.6132976217939556*pi) q[12];\nu3(3.250302002143545*pi,0.28089357350629407*pi,1.2673412417340642*pi) q[13];\nu3(3.684105635469194*pi,-0.05491142377796099*pi,0.8870984023945515*pi) q[14];\nu3(3.301517397025392*pi,0.5844753086608674*pi,1.698011215061935*pi) q[15];\nu3(3.905060681687989*pi,3.284484886718903*pi,0.5059999319773114*pi) q[16];\nRxxyyzz(0.36353918479391356*pi,0.08749323188504232*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.34859432755262*pi,0.25422006286123366*pi,0.0*pi) q[12],q[1];\nRxxyyzz(0.4109276258095891*pi,0.18427259316168176*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.45158656015950965*pi,0.2714770116207106*pi,3.8052547453898296*pi) q[5],q[3];\nRxxyyzz(0.3980844747210597*pi,0.1840191365061531*pi,3.837133818142411*pi) q[4],q[10];\nRxxyyzz(0.2289370100049397*pi,0.0870992281529569*pi,0.0*pi) q[7],q[6];\nRxxyyzz(0.48407076924892944*pi,0.1622329901172842*pi,0.0*pi) q[8],q[11];\nRxxyyzz(0.26672464485853004*pi,0.17956159050390408*pi,0.09148503824786935*pi) q[15],q[14];\nu3(3.878332484460957*pi,2.0230169915368217*pi,1.1700184329250491*pi) q[0];\nu3(3.4760983592379895*pi,2.570287083868817*pi,2.190952145113928*pi) q[1];\nu3(3.126776896024574*pi,0.0011113945561497252*pi,2.3541202904957874*pi) q[2];\nu3(3.3681199691502015*pi,3.4862552680503676*pi,2.232967931590503*pi) q[3];\nu3(3.77354873939559*pi,2.649338723773414*pi,1.428179278659604*pi) q[4];\nu3(3.8089561376172583*pi,1.9763365119205751*pi,0.5507024538641128*pi) q[5];\nu3(3.244072788151884*pi,2.2641268464988076*pi,1.9549540966354542*pi) q[6];\nu3(3.3808724060619992*pi,3.0332495047669137*pi,1.0803140887536165*pi) q[7];\nu3(3.3540607489589753*pi,2.698211169193965*pi,1.861612212336898*pi) q[8];\nu3(3.2563199268873086*pi,-0.06912957766054262*pi,0.5990191590639938*pi) q[9];\nu3(3.557644274844265*pi,2.4069047692646803*pi,1.0923223644031035*pi) q[10];\nu3(3.1321064104000027*pi,0.7228060215783465*pi,3.727650241288164*pi) q[11];\nu3(3.7012187406689656*pi,0.8955460190629274*pi,1.548247306956166*pi) q[12];\nu3(3.7268754305979748*pi,2.052591001808785*pi,2.002391340193027*pi) q[13];\nu3(3.3847748620816844*pi,3.2503584403926498*pi,0.628958005440461*pi) q[14];\nu3(3.688227277042948*pi,0.6482440061184553*pi,1.1714844499518888*pi) q[15];\nRxxyyzz(0.4690836043937291*pi,0.21427895837296407*pi,0.0*pi) q[2],q[0];\nRxxyyzz(0.4368624970179198*pi,0.3665777468151008*pi,3.92810316382368*pi) q[1],q[8];\nRxxyyzz(0.42665613802734725*pi,0.3450030998326403*pi,0.0*pi) q[3],q[6];\nRxxyyzz(0.3628663041177197*pi,0.09050075337172903*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4749966799802898*pi,0.3663228222675389*pi,0.0*pi) q[5],q[10];\nRxxyyzz(0.3291719316777696*pi,0.21007645217734094*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4244947970356393*pi,0.25065002176592105*pi,3.865369377275849*pi) q[13],q[15];\nRxxyyzz(0.36447291387974834*pi,0.24208063032031468*pi,0.0*pi) q[16],q[14];\nu3(3.3234581591964414*pi,2.2824532849916492*pi,1.7863884685075806*pi) q[0];\nu3(3.339432702165729*pi,-0.1518455791339448*pi,1.4371947564447576*pi) q[1];\nu3(3.976020654566631*pi,1.135731831585944*pi,1.5902873440797398*pi) q[2];\nu3(3.7012423427891283*pi,3.213600585865408*pi,1.4065965485030238*pi) q[3];\nu3(3.020575119858986*pi,1.0117839347635371*pi,1.8759402497961988*pi) q[4];\nu3(3.36357263753889*pi,2.3105700361289565*pi,0.7488225320737245*pi) q[5];\nu3(3.6480573571601953*pi,1.038506722433757*pi,1.1515978582411577*pi) q[6];\nu3(3.108299545313225*pi,0.11175708548583996*pi,0.6703969457086663*pi) q[7];\nu3(3.524035079264831*pi,2.1883258259888385*pi,2.1323050731827546*pi) q[8];\nu3(3.3465472785791786*pi,-0.25092556368457836*pi,2.3133166984351945*pi) q[9];\nu3(3.5667970698052933*pi,-0.47799238361596363*pi,4.229916745580596*pi) q[10];\nu3(3.431027573219865*pi,2.8227476039537374*pi,2.0924233545390916*pi) q[12];\nu3(3.5820685500472877*pi,-0.23581950903381776*pi,0.8791994505904577*pi) q[13];\nu3(3.575196443598756*pi,2.395963366771201*pi,2.145467749524084*pi) q[14];\nu3(3.586741282010768*pi,0.09515593284461843*pi,2.139375623405538*pi) q[15];\nu3(3.3682328247102293*pi,2.7485258856814694*pi,2.4790209383130226*pi) q[16];\nRxxyyzz(0.36959128828869947*pi,0.30899790455999515*pi,0.0949218920163531*pi) q[6],q[0];\nRxxyyzz(0.42684653737229983*pi,0.31911034965371965*pi,0.11412378833312237*pi) q[14],q[1];\nRxxyyzz(0.4340351739138998*pi,0.22133978057159706*pi,3.8526312967188208*pi) q[15],q[2];\nRxxyyzz(0.4044488346874999*pi,0.38514273232759577*pi,3.9062121915536796*pi) q[5],q[3];\nRxxyyzz(0.3567214087771599*pi,0.16633752445437766*pi,3.8519218758906177*pi) q[13],q[4];\nRxxyyzz(0.4296056116303003*pi,0.3402449773417203*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.3075076142127397*pi,0.2261144078036228*pi,0.041960754754468255*pi) q[9],q[10];\nRxxyyzz(0.38525611544645993*pi,0.3013448099386641*pi,0.242404923751037*pi) q[12],q[16];\nu3(3.5659028288453265*pi,1.967859060885358*pi,0.555960219019163*pi) q[0];\nu3(3.8746623366506103*pi,2.6671287818649345*pi,4.356909978881239*pi) q[1];\nu3(3.4520233098769735*pi,2.0368786634237614*pi,0.596943607723659*pi) q[2];\nu3(3.3883679400654554*pi,3.0118799307863053*pi,0.6987011732870361*pi) q[3];\nu3(3.4971492933599695*pi,0.27715558778970917*pi,0.7694736438778456*pi) q[4];\nu3(3.217003198454799*pi,-0.4198668059353251*pi,0.7642455632470262*pi) q[5];\nu3(3.616423141720441*pi,-0.4074139015164871*pi,3.4380186917587707*pi) q[6];\nu3(3.4658094629160483*pi,3.15371582791534*pi,1.8738630587219522*pi) q[7];\nu3(3.4582029088820505*pi,0.49412352552158056*pi,1.6476229453260276*pi) q[8];\nu3(3.5139593577340142*pi,2.8220710176316164*pi,1.2667322957042724*pi) q[9];\nu3(3.861148563524251*pi,2.983731690754468*pi,0.6512690083239363*pi) q[10];\nu3(3.393846131338299*pi,0.7999696198860691*pi,0.860347580467679*pi) q[12];\nu3(3.595782781851155*pi,3.320122394494005*pi,1.920339054313924*pi) q[13];\nu3(3.4144211717283754*pi,0.4917589138277768*pi,3.5965498510553795*pi) q[14];\nu3(3.3461922008784533*pi,3.422669125878025*pi,1.4158716741705035*pi) q[15];\nu3(3.5850984817135023*pi,3.25811121491109*pi,4.137543695455815*pi) q[16];\nRxxyyzz(0.3162266801574597*pi,0.135428794349439*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.30573090832862965*pi,0.1439243785004778*pi,0.10083831895802575*pi) q[1],q[10];\nRxxyyzz(0.39314682285973557*pi,0.3040040643471356*pi,3.8973970409764593*pi) q[3],q[2];\nRxxyyzz(0.4541523339068727*pi,0.12561604933134574*pi,0.0*pi) q[5],q[15];\nRxxyyzz(0.44421756006439006*pi,0.38905164216456*pi,3.9430892925605896*pi) q[13],q[6];\nRxxyyzz(0.3496760651472155*pi,0.1994034011314103*pi,0.0*pi) q[7],q[14];\nRxxyyzz(0.44494629394002994*pi,0.240164128187912*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.40597935279346065*pi,0.360745055408199*pi,0.0*pi) q[9],q[16];\nu3(3.7436454894561004*pi,3.0787921521650405*pi,0.6799021709463844*pi) q[0];\nu3(3.392372278640926*pi,0.8770370779261114*pi,1.1234220241854933*pi) q[1];\nu3(3.5851981230478644*pi,2.7468046366329566*pi,2.2546707956961836*pi) q[2];\nu3(3.5058738088011534*pi,2.2949852191764344*pi,0.603022656882473*pi) q[3];\nu3(3.238272023617002*pi,-0.01572840468791592*pi,1.3553870996733612*pi) q[5];\nu3(3.9283762517121903*pi,2.672837114660441*pi,4.386042360703807*pi) q[6];\nu3(3.625876515283894*pi,-0.3399383372416629*pi,0.8235878428158767*pi) q[7];\nu3(3.8894136664142342*pi,2.956928113946393*pi,4.358287105728596*pi) q[8];\nu3(3.3871469930425366*pi,-0.10958130649951436*pi,0.7999076383692278*pi) q[9];\nu3(3.3439775467764092*pi,1.499698538752905*pi,1.1874853407975348*pi) q[10];\nu3(1.6831206524874653*pi,-0.4717172927253406*pi,1.1329625103919434*pi) q[11];\nu3(3.58988624180881*pi,-0.44358134131292914*pi,1.3373500385513464*pi) q[12];\nu3(3.5933961635132388*pi,2.5380964204949357*pi,4.086840658475392*pi) q[13];\nu3(3.3680302790147287*pi,0.04517581307414953*pi,1.4796252903867895*pi) q[14];\nu3(3.2014387111861895*pi,0.21751769763741502*pi,0.6094036921087086*pi) q[15];\nu3(3.5323606592077668*pi,0.0946010483362627*pi,2.3176448074254594*pi) q[16];\nmeasure q[13] -> c[1];\nmeasure q[6] -> c[7];\nmeasure q[3] -> c[8];\nmeasure q[11] -> c[11];\nmeasure q[2] -> c[16];\nRxxyyzz(0.3675304659899391*pi,0.3086406970465393*pi,0.0*pi) q[5],q[0];\nRxxyyzz(0.4814458732471786*pi,0.16421535134245435*pi,0.0*pi) q[7],q[1];\nRxxyyzz(0.43299951040712037*pi,0.2129069255921694*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.31136558255653846*pi,0.1508434897216766*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4298410872050099*pi,0.32737840628682047*pi,0.11239483509063536*pi) q[12],q[9];\nRxxyyzz(0.3080990895861694*pi,0.275444987430117*pi,0.06752873027809647*pi) q[14],q[16];\nu3(3.750953756676927*pi,1.0180253010331575*pi,1.816171618819612*pi) q[0];\nu3(3.5696652745810966*pi,0.08196416101654291*pi,0.6665908244800356*pi) q[1];\nu3(3.8165628220996584*pi,-0.14633512003992788*pi,1.0235594694672268*pi) q[4];\nu3(3.280039842083018*pi,-0.21541774218815124*pi,0.7231897951947008*pi) q[5];\nu3(3.3403621114200788*pi,0.02257668313004113*pi,4.336053564206092*pi) q[7];\nu3(0.19989793239762788*pi,-0.015578452984672642*pi,0.8950518745209916*pi) q[8];\nu3(3.6429122193452397*pi,-0.031190690084117456*pi,4.127732378973581*pi) q[9];\nu3(3.790118505084*pi,0.14865537967018316*pi,2.109992590993002*pi) q[10];\nu3(3.297626728105358*pi,-0.2575828807179752*pi,1.773865182616357*pi) q[12];\nu3(3.321050243572957*pi,2.7663892550262577*pi,1.4023022687408409*pi) q[14];\nu3(3.2271717734036103*pi,3.3397907132291547*pi,2.2725521862578852*pi) q[15];\nu3(2.36225147137067*pi,0.2554004080098511*pi,0.6815658956074301*pi) q[16];\nmeasure q[10] -> c[0];\nmeasure q[15] -> c[2];\nmeasure q[14] -> c[3];\nmeasure q[1] -> c[4];\nmeasure q[7] -> c[5];\nmeasure q[4] -> c[6];\nmeasure q[5] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[16] -> c[12];\nmeasure q[0] -> c[13];\nmeasure q[9] -> c[14];\nmeasure q[8] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.5679330400202502*pi,3.3893875227286308*pi,1.347545828391719*pi) q[0];\nu3(3.425290240411927*pi,2.3296789136846785*pi,0.623961336319102*pi) q[1];\nu3(3.333012387945304*pi,0.65680518090766*pi,2.9515672105795003*pi) q[2];\nu3(3.264629315409813*pi,2.9706889165279957*pi,2.044804048652974*pi) q[3];\nu3(3.6014133363178815*pi,0.26749470970379896*pi,2.592888614308312*pi) q[4];\nu3(3.474757206574605*pi,3.2830163458172708*pi,2.929649897972828*pi) q[5];\nu3(3.4242718066341005*pi,-0.01733109446598874*pi,3.130091080751959*pi) q[6];\nu3(3.442067692459129*pi,3.2769139252864514*pi,0.5058626822985658*pi) q[7];\nu3(3.861225825991903*pi,-0.04786345902803063*pi,1.4591949334659207*pi) q[8];\nu3(3.239724467070003*pi,0.06744344127438762*pi,3.9652461640728998*pi) q[9];\nu3(3.5755375841961325*pi,2.772394646024557*pi,4.095469099224347*pi) q[10];\nu3(3.911381705826097*pi,3.473269408929216*pi,4.230034699534477*pi) q[11];\nu3(3.249992288235822*pi,2.8285483616001974*pi,1.9117102684904408*pi) q[12];\nu3(3.3928380797637065*pi,2.3159555413195614*pi,3.659967850757848*pi) q[13];\nu3(3.3968734044772235*pi,2.1660658570162306*pi,1.2025185707602504*pi) q[14];\nu3(3.4997462834924176*pi,2.2038466327073527*pi,1.2074225804297019*pi) q[15];\nu3(3.73466956531115*pi,0.1423470993579189*pi,4.381030350991191*pi) q[16];\nRxxyyzz(0.43941439916565017*pi,0.16983606439446863*pi,0.0*pi) q[0],q[7];\nRxxyyzz(0.3676691835010387*pi,0.1406248451005415*pi,0.09741573188661759*pi) q[1],q[3];\nRxxyyzz(0.3503720879643596*pi,0.204907933464769*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.3448985676423094*pi,0.2163197082254522*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.43762821937141416*pi,0.26928647010102247*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3470799945711996*pi,0.1017803231351051*pi,0.0700657130205693*pi) q[8],q[9];\nRxxyyzz(0.2805799248866093*pi,0.13546601865081342*pi,0.0714744300855763*pi) q[10],q[12];\nRxxyyzz(0.4568491680229997*pi,0.41241445056143*pi,3.77764729269318*pi) q[11],q[15];\nu3(3.5716695701407106*pi,2.0225697048505444*pi,1.4412893101169169*pi) q[0];\nu3(3.545569530318816*pi,0.1352619038881897*pi,0.5514200712334807*pi) q[1];\nu3(3.4122411346533297*pi,0.03938687510454986*pi,0.8499337134219085*pi) q[2];\nu3(3.705670783880291*pi,3.4234961195952516*pi,0.5655352888901977*pi) q[3];\nu3(3.64533499858424*pi,0.9508846229543773*pi,1.3866029285601167*pi) q[4];\nu3(3.68095410132616*pi,0.9651621804068045*pi,1.9723623649425788*pi) q[5];\nu3(3.2567695390763425*pi,0.5280056878162458*pi,1.9523455850065599*pi) q[6];\nu3(3.2873273197793482*pi,2.5522721203833587*pi,2.096317886292879*pi) q[7];\nu3(3.6368685666682223*pi,0.41065836569989544*pi,1.4740869105011827*pi) q[8];\nu3(3.4233200013977143*pi,0.874731561036858*pi,4.208663010827736*pi) q[9];\nu3(3.3164227968928506*pi,2.486212055460743*pi,4.331660125869206*pi) q[10];\nu3(3.4333226889519404*pi,-0.041283782141881664*pi,1.4499732080916308*pi) q[11];\nu3(3.767146658609381*pi,0.13381440866919558*pi,0.9030545301150298*pi) q[12];\nu3(3.1039755305539987*pi,2.2227408609542625*pi,4.004620464992323*pi) q[14];\nu3(3.260336201135387*pi,-0.40255775553998574*pi,1.1297926418121507*pi) q[15];\nu3(3.676009548033354*pi,0.05543785839013027*pi,2.1952659057465835*pi) q[16];\nRxxyyzz(0.46560929876993173*pi,0.3372053194896527*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.4775531279516799*pi,0.23663977839960382*pi,0.0*pi) q[4],q[9];\nRxxyyzz(0.4156723199655299*pi,0.19841590533879505*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.457984115368769*pi,0.14623803703946603*pi,0.08390454893706488*pi) q[7],q[8];\nRxxyyzz(0.3472642139483496*pi,0.1533510954171149*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.4350877302181902*pi,0.3436416209093545*pi,3.9173864626859203*pi) q[12],q[15];\nRxxyyzz(0.44620781332907977*pi,0.18816466590835024*pi,3.9515225041253808*pi) q[13],q[16];\nu3(3.5873725967053205*pi,0.11335202615559858*pi,2.484955486553257*pi) q[2];\nu3(3.6986021622729135*pi,3.256865085731268*pi,3.7522769742733475*pi) q[4];\nu3(3.806258759870363*pi,3.3253007333931572*pi,0.5106901535138512*pi) q[5];\nu3(3.7313555571010104*pi,0.3822913084702697*pi,0.5897700857728188*pi) q[6];\nu3(3.728556264251276*pi,0.2577033224779808*pi,0.7594255933263538*pi) q[7];\nu3(3.8324598445639957*pi,3.3788754694231065*pi,1.7036384633565145*pi) q[8];\nu3(3.28540203196844*pi,3.373786147280761*pi,4.459687703735778*pi) q[9];\nu3(3.9363412522744934*pi,3.4054204356538254*pi,0.59155229595237*pi) q[10];\nu3(3.6214902608472466*pi,-0.4999492587533237*pi,1.4439299082647887*pi) q[11];\nu3(3.493512372263053*pi,2.4860790347239803*pi,1.3334502905285253*pi) q[12];\nu3(3.3020141284585733*pi,2.5177871940320515*pi,2.3088530965475966*pi) q[13];\nu3(3.4808656956049524*pi,0.692394749279625*pi,1.38958905681604*pi) q[14];\nu3(3.2037335422025124*pi,3.066747296323492*pi,1.8517764430731565*pi) q[15];\nu3(3.227188921771888*pi,2.3528938145765954*pi,2.301137415009818*pi) q[16];\nRxxyyzz(0.29582519677323*pi,0.23631363349592105*pi,3.8117669751833105*pi) q[0],q[6];\nRxxyyzz(0.3798167874685694*pi,0.1960430628758828*pi,0.0*pi) q[1],q[2];\nRxxyyzz(0.4521130638461601*pi,0.4097588710089354*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.47824424238944996*pi,0.26060893756137604*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.43140020762195946*pi,0.15672966414781403*pi,3.8997011915029405*pi) q[5],q[7];\nRxxyyzz(0.44747924130830563*pi,0.25355231039407766*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.3826159913381*pi,0.18098251701275708*pi,3.892816867315391*pi) q[9],q[11];\nRxxyyzz(0.40293078256696013*pi,0.2755791469858242*pi,3.9197565082495807*pi) q[13],q[10];\nu3(3.848004200279079*pi,0.15638134835570572*pi,0.8613764260623316*pi) q[0];\nu3(3.723208194680396*pi,3.3844357157418683*pi,1.0873379709979667*pi) q[1];\nu3(3.5592123217347598*pi,-0.33942907439492803*pi,4.37536888716659*pi) q[2];\nu3(3.4617349551178114*pi,-0.17780876769502252*pi,1.803150082890645*pi) q[3];\nu3(3.7621814619514446*pi,-0.05439502207807617*pi,4.094557945797709*pi) q[4];\nu3(3.277671174819063*pi,0.031100100535495168*pi,1.4397852620796376*pi) q[5];\nu3(3.038135405377136*pi,0.19968466331706192*pi,1.7970773529997919*pi) q[6];\nu3(3.4226205420645277*pi,-0.1637807243050709*pi,0.7805095935855988*pi) q[7];\nu3(3.2075702738600764*pi,3.4328570732341577*pi,1.172368350806524*pi) q[8];\nu3(3.724426305139887*pi,1.2327925955103667*pi,2.43607812174298*pi) q[9];\nu3(3.2136564140629043*pi,3.2987068661671617*pi,1.976239522052273*pi) q[10];\nu3(3.2130731091267606*pi,-0.05141342287922368*pi,2.0985093987618697*pi) q[11];\nu3(3.452319628253104*pi,0.8961261784261341*pi,1.5358334199547734*pi) q[12];\nu3(3.711519204089667*pi,0.2850364579077035*pi,1.7585995583773837*pi) q[13];\nu3(3.6839920139203697*pi,0.27003186076725993*pi,1.187451454940383*pi) q[14];\nu3(3.164058562429969*pi,0.6286422049491267*pi,2.063868816900423*pi) q[15];\nRxxyyzz(0.4288432834258221*pi,0.28129523265683587*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4839715881447698*pi,0.2518826948030721*pi,0.0*pi) q[1],q[6];\nRxxyyzz(0.3805949418115008*pi,0.2707438609012096*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.46533142045412046*pi,0.2029068652015189*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.32173255253833904*pi,0.17863368374822386*pi,3.9121576461856193*pi) q[4],q[12];\nRxxyyzz(0.4121767390502803*pi,0.2342831077895432*pi,0.0*pi) q[5],q[11];\nRxxyyzz(0.40838988131276*pi,0.16384420093406993*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.4489398608190198*pi,0.40364293822468245*pi,3.9553750524234594*pi) q[13],q[16];\nu3(3.2245855811255435*pi,1.7295659498926228*pi,1.5989283330666426*pi) q[0];\nu3(3.654592278255575*pi,0.6227810272500363*pi,0.6695701090161067*pi) q[1];\nu3(3.5014503884234456*pi,3.4090415599831614*pi,3.6991284931058273*pi) q[2];\nu3(3.2762494140570975*pi,-0.07134648589666498*pi,0.90101716076268*pi) q[3];\nu3(3.6530955298718073*pi,3.083193531667957*pi,0.5388950467065241*pi) q[4];\nu3(3.8955355775978493*pi,2.4862223227932922*pi,2.1694943303689738*pi) q[5];\nu3(3.734562852708007*pi,3.311782293639772*pi,1.18041340810381*pi) q[6];\nu3(3.3974777405851286*pi,0.8141934431432283*pi,1.3507361423897284*pi) q[8];\nu3(3.1441566456487138*pi,0.3920867248524764*pi,0.9399053259624581*pi) q[9];\nu3(3.5188787102393078*pi,-0.42883688394978736*pi,1.0479124225906018*pi) q[10];\nu3(3.6248150605630864*pi,0.24281531488413433*pi,2.0844627434621916*pi) q[11];\nu3(3.443815866860944*pi,1.2268395640949363*pi,4.433287645884322*pi) q[12];\nu3(3.074794753400184*pi,3.3822374333758742*pi,0.7692670615088639*pi) q[13];\nu3(3.370745889240009*pi,2.540462213296367*pi,2.281322600653593*pi) q[14];\nu3(3.2739262429985443*pi,0.0648523290081886*pi,0.990908217472412*pi) q[15];\nu3(3.3324889243699087*pi,3.4229460040627466*pi,3.915814849133491*pi) q[16];\nRxxyyzz(0.4395692421718572*pi,0.23302761499210015*pi,0.08217165609926844*pi) q[6],q[0];\nRxxyyzz(0.37614342354101504*pi,0.2954648949441663*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.3889800943327395*pi,0.2879411676344149*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.3281487227779304*pi,0.19621843242106896*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.4304135744671904*pi,0.09530870864706753*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.22980879894259942*pi,0.15237399681120067*pi,0.0*pi) q[9],q[12];\nRxxyyzz(0.3797030421389201*pi,0.26926046690067995*pi,0.10661284051880217*pi) q[10],q[16];\nRxxyyzz(0.43675240532702025*pi,0.3529324950859545*pi,0.09082862529105606*pi) q[11],q[15];\nu3(3.651457790727603*pi,1.0741930723630593*pi,0.8670397795815586*pi) q[0];\nu3(3.8054148844703617*pi,0.464815972898292*pi,0.6528031398187831*pi) q[1];\nu3(3.3274129803393744*pi,3.057063913215138*pi,1.1965096906957768*pi) q[3];\nu3(3.2183879447468313*pi,0.06483457150167904*pi,2.1808373061048663*pi) q[4];\nu3(3.675827410137423*pi,2.155117437484598*pi,3.8454639583436623*pi) q[5];\nu3(3.243664485749782*pi,2.4949212393409104*pi,1.1965652357937386*pi) q[6];\nu3(3.633819147207227*pi,2.9227851039963695*pi,4.313432000659446*pi) q[7];\nu3(3.2751951833193758*pi,3.270547356624083*pi,0.9873523766988295*pi) q[8];\nu3(3.663106237446999*pi,0.37495141692216527*pi,4.169548709201135*pi) q[9];\nu3(3.649675968850102*pi,3.1047801039560525*pi,4.1071801383640985*pi) q[10];\nu3(3.5297954470372224*pi,2.6304103910427425*pi,0.9873772410859378*pi) q[11];\nu3(3.0666596674991218*pi,1.130432736355076*pi,1.6217167935393235*pi) q[12];\nu3(3.8798838476488435*pi,2.360344496033937*pi,0.9055694522385542*pi) q[13];\nu3(3.8097580808316516*pi,0.9708601102584828*pi,1.3324764561737117*pi) q[14];\nu3(3.398136136544712*pi,1.812890652349254*pi,4.496095338913893*pi) q[15];\nu3(3.2977364656302663*pi,0.04344809633363467*pi,3.634316721220325*pi) q[16];\nRxxyyzz(0.3973456001885097*pi,0.2290244021340679*pi,3.8529783511097495*pi) q[9],q[1];\nRxxyyzz(0.4194932717167702*pi,0.26080585594445954*pi,0.16743730030417564*pi) q[2],q[16];\nRxxyyzz(0.4436640184886702*pi,0.40163461976724335*pi,0.07131856737525233*pi) q[3],q[8];\nRxxyyzz(0.4377694156924009*pi,0.20664906937180127*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.38232924734740925*pi,0.19309143883744007*pi,0.08106634196953855*pi) q[7],q[14];\nRxxyyzz(0.44445793383808985*pi,0.33667013580457716*pi,3.8909601927273005*pi) q[10],q[15];\nRxxyyzz(0.4422911366857445*pi,0.3010966930376676*pi,0.0*pi) q[13],q[11];\nu3(3.6878272277873907*pi,0.7356969543286946*pi,2.057286386738322*pi) q[1];\nu3(3.416249151434857*pi,-0.465813137940168*pi,1.682568238386486*pi) q[2];\nu3(3.514319953972282*pi,-0.355125166889641*pi,1.4123778153495403*pi) q[3];\nu3(3.7173443410853397*pi,-0.38148302048597765*pi,0.6554025987636396*pi) q[4];\nu3(3.246482324705339*pi,3.301033015136161*pi,1.9992201088652797*pi) q[7];\nu3(3.517342320489908*pi,-0.4900135525093912*pi,3.8979714393740994*pi) q[8];\nu3(3.572295541869061*pi,3.2190804084552536*pi,1.9917726787383847*pi) q[9];\nu3(3.26133558272776*pi,-0.32331100056631534*pi,2.2255663615206003*pi) q[10];\nu3(3.259956280176469*pi,-0.3710465193079565*pi,1.641577856030417*pi) q[11];\nu3(3.229935156503074*pi,2.005903876759693*pi,1.6713656224605187*pi) q[12];\nu3(3.245921252592253*pi,3.2622041636424335*pi,0.6029306482819408*pi) q[13];\nu3(3.4247195964043944*pi,-0.3849325675559413*pi,2.355286367143795*pi) q[14];\nu3(3.983242362141502*pi,0.07988036672182075*pi,0.9082991698412957*pi) q[15];\nu3(3.6029669864639313*pi,0.9588611617333278*pi,4.462927500233911*pi) q[16];\nRxxyyzz(0.3890604315155795*pi,0.14046203324281123*pi,3.945328263401351*pi) q[4],q[0];\nRxxyyzz(0.4549966259907094*pi,0.2858321559054979*pi,0.06048926479932798*pi) q[1],q[13];\nRxxyyzz(0.3693842739775298*pi,0.2139652235124938*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4065540786354075*pi,0.22207702092162496*pi,0.0*pi) q[3],q[7];\nRxxyyzz(0.3517016226045495*pi,0.2363634097648002*pi,3.8371815222959498*pi) q[5],q[16];\nRxxyyzz(0.2216504469156595*pi,0.1631724935323149*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.3674240231544996*pi,0.11484050890918682*pi,0.07534539349922288*pi) q[12],q[9];\nRxxyyzz(0.4899731376119697*pi,0.33318243893876565*pi,0.0*pi) q[10],q[14];\nu3(3.53222622659952*pi,-0.4996262888159745*pi,2.4992022739014645*pi) q[0];\nu3(3.3833914885183707*pi,2.063270499940795*pi,4.000469145175087*pi) q[1];\nu3(3.1813349009080034*pi,2.408021190275682*pi,1.401240497965176*pi) q[2];\nu3(3.6513713356401527*pi,1.2510479993601769*pi,1.7456874940156104*pi) q[3];\nu3(3.391015481097713*pi,0.5321613131420917*pi,2.0397959001716104*pi) q[4];\nu3(3.201414365755952*pi,-0.0351104114703884*pi,0.9625601344477233*pi) q[5];\nu3(3.3167960829830783*pi,-0.05379380005911377*pi,0.644055055430873*pi) q[7];\nu3(3.5432134888308235*pi,0.6187966190360297*pi,0.7646213124972508*pi) q[8];\nu3(3.4077415057436444*pi,0.3039404682307989*pi,1.4751259946168231*pi) q[9];\nu3(3.060225318357994*pi,1.962498826543245*pi,1.691234139845971*pi) q[10];\nu3(3.868218510796509*pi,2.188451099587836*pi,1.7919973971149055*pi) q[11];\nu3(3.733955856975628*pi,0.6930510782991055*pi,0.9776129368308312*pi) q[12];\nu3(3.6954206085163763*pi,2.8465058074058907*pi,1.5134116240396227*pi) q[13];\nu3(3.5999841016300778*pi,-0.4811406201553621*pi,3.68710715482315*pi) q[14];\nu3(3.5318885822199704*pi,3.4594394910476454*pi,0.9781828774145199*pi) q[15];\nu3(3.8590702195278808*pi,2.8887019170926953*pi,1.6292437964429858*pi) q[16];\nRxxyyzz(0.37541898726401973*pi,0.22192303364962881*pi,0.09535147326068194*pi) q[1],q[0];\nRxxyyzz(0.42876451830117*pi,0.3577967388635092*pi,0.18512952881741815*pi) q[13],q[2];\nRxxyyzz(0.40584797470155987*pi,0.2026044900208042*pi,0.03907454272108941*pi) q[3],q[8];\nRxxyyzz(0.41704332981201*pi,0.06646933297249391*pi,0.0*pi) q[12],q[4];\nRxxyyzz(0.3330022178736196*pi,0.16663046089896394*pi,3.8518709106061295*pi) q[9],q[5];\nRxxyyzz(0.30379328186751986*pi,0.29874668201586574*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.4333285709501*pi,0.32857775650427123*pi,0.07904358375717262*pi) q[7],q[16];\nRxxyyzz(0.28773498839874*pi,0.07806961094375975*pi,0.0*pi) q[14],q[15];\nu3(3.638831906215472*pi,2.9951750425387984*pi,3.7191668894549625*pi) q[0];\nu3(3.982244831273293*pi,2.755456100529214*pi,3.6512615920511635*pi) q[1];\nu3(3.5076725593284697*pi,3.2821797078913333*pi,3.0342839101773387*pi) q[2];\nu3(3.8731130356042094*pi,2.0886297635183455*pi,0.8503730929197328*pi) q[3];\nu3(3.7163064526015837*pi,3.300411438306284*pi,1.2149048995332672*pi) q[4];\nu3(3.0368817842702667*pi,-0.26087269410407044*pi,0.9053677904743469*pi) q[5];\nu3(3.320631348373597*pi,2.230002625657816*pi,0.932110386892856*pi) q[6];\nu3(3.6602745832552657*pi,-0.14328921566730057*pi,4.056835348844431*pi) q[7];\nu3(3.7906904958127106*pi,2.806863297766175*pi,0.8995860290575126*pi) q[8];\nu3(3.656939300256396*pi,2.3123585566718186*pi,1.6202004623795188*pi) q[9];\nu3(3.646842399607163*pi,0.08171273068418627*pi,1.2920761970434813*pi) q[10];\nu3(3.337960815634949*pi,2.455610787329414*pi,0.9757589926184684*pi) q[12];\nu3(3.056954314938681*pi,0.6129100829547482*pi,0.9738487220888017*pi) q[13];\nu3(3.449704170647305*pi,-0.43627976371295674*pi,4.291670427952659*pi) q[14];\nu3(3.495557769794294*pi,2.2165110191778377*pi,0.9375347561869631*pi) q[15];\nu3(3.1331887223234998*pi,-0.3445167143259944*pi,2.8733948083698593*pi) q[16];\nRxxyyzz(0.39364006665211*pi,0.3504369858611103*pi,3.7509176929503205*pi) q[1],q[3];\nRxxyyzz(0.45639388572253037*pi,0.2744055408380044*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.26517219803461956*pi,0.13461898810285833*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.41213919306778013*pi,0.251660690030902*pi,0.12296714839164208*pi) q[11],q[5];\nRxxyyzz(0.3050620457315796*pi,0.2226425462958379*pi,3.908401581073539*pi) q[6],q[13];\nRxxyyzz(0.38350462643201044*pi,0.3103851060930848*pi,0.0*pi) q[7],q[12];\nRxxyyzz(0.4545186494821098*pi,0.3175416577986283*pi,0.21606963332749252*pi) q[15],q[8];\nRxxyyzz(0.31378523826233*pi,0.1482851614623235*pi,0.11786111154849799*pi) q[9],q[10];\nu3(3.119339576275433*pi,3.1953370821352305*pi,2.129526684219825*pi) q[1];\nu3(3.6380083576175624*pi,3.210867362001804*pi,1.9538737737055183*pi) q[2];\nu3(3.68195911608282*pi,-0.41030402168493996*pi,0.6748999611623252*pi) q[3];\nu3(3.4931098612631004*pi,0.6136066683822368*pi,1.2247471886324548*pi) q[4];\nu3(3.6193045009606957*pi,0.19876941244352297*pi,3.2789190425277983*pi) q[5];\nu3(3.5285725009709954*pi,0.5096817996071836*pi,1.4329595477749328*pi) q[6];\nu3(3.510049285079301*pi,2.5513880679740835*pi,0.8140464409019412*pi) q[7];\nu3(3.4412072049482183*pi,2.716528539654563*pi,4.389538654458599*pi) q[8];\nu3(3.440681545281504*pi,2.4283708353528684*pi,4.498735378225875*pi) q[9];\nu3(3.5074637259481563*pi,2.8168520731133273*pi,1.7953877311636552*pi) q[10];\nu3(3.1093572612594134*pi,3.4175146204512945*pi,1.071084220841864*pi) q[11];\nu3(3.4209052550442904*pi,2.8422030976749797*pi,0.6290363913124698*pi) q[12];\nu3(3.0891478967816*pi,-0.2260357239707237*pi,0.876623526917836*pi) q[13];\nu3(3.291716298874518*pi,2.569535449528336*pi,2.4965167938644086*pi) q[14];\nu3(3.3758048885955136*pi,2.0537882171485142*pi,0.9283120221618709*pi) q[15];\nu3(3.5548798510050794*pi,3.4968203525762*pi,0.8085446385184172*pi) q[16];\nRxxyyzz(0.3949404821740362*pi,0.2579595987352796*pi,0.0*pi) q[12],q[0];\nRxxyyzz(0.46050168786149304*pi,0.26005274753099017*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.38599325045497995*pi,0.29408729095031555*pi,3.91297231056856*pi) q[10],q[2];\nRxxyyzz(0.3886968219352732*pi,0.08707696750036838*pi,0.07564613347136995*pi) q[7],q[3];\nRxxyyzz(0.45031498528297964*pi,0.1939808780138014*pi,3.8810071097622902*pi) q[6],q[4];\nRxxyyzz(0.3612913134855399*pi,0.3359585353176957*pi,3.94301669204406*pi) q[8],q[5];\nRxxyyzz(0.4041099395637495*pi,0.3808142282046636*pi,3.84814591176588*pi) q[9],q[16];\nRxxyyzz(0.470933883932501*pi,0.23154310369843611*pi,0.0*pi) q[11],q[15];\nu3(3.6791667048219563*pi,-0.09831057425406975*pi,1.267512654479106*pi) q[0];\nu3(3.5226424353421395*pi,3.2189929436963443*pi,3.9513295415605607*pi) q[1];\nu3(3.615454895952165*pi,0.07249155349253744*pi,1.3168250992208632*pi) q[2];\nu3(3.514282700078636*pi,0.581600984619552*pi,1.2709452394450529*pi) q[3];\nu3(3.436537828956838*pi,3.499007842604649*pi,0.7966056437185967*pi) q[4];\nu3(3.5678593294866476*pi,1.8282101330070888*pi,0.819938831541823*pi) q[5];\nu3(3.8564687372711943*pi,2.795952227527907*pi,0.7766192169873349*pi) q[6];\nu3(3.2664517185747868*pi,3.381588004757561*pi,3.100414878304239*pi) q[7];\nu3(3.47416618528218*pi,1.0616387058609171*pi,2.2761313629886892*pi) q[8];\nu3(3.1098261914381093*pi,0.017416253398186643*pi,0.8316539007090432*pi) q[9];\nu3(3.1936028748889265*pi,0.8261710658275168*pi,1.4498022244507793*pi) q[10];\nu3(3.6333129547073395*pi,2.7250681573573114*pi,1.0702506017011924*pi) q[11];\nu3(3.7381454068772983*pi,1.7827307510468264*pi,1.6183569998021918*pi) q[12];\nu3(3.4357370152948894*pi,2.620663250486799*pi,0.5707948662269864*pi) q[13];\nu3(3.127041270745555*pi,2.198554463531565*pi,1.5397400287451648*pi) q[15];\nu3(3.2023782009687474*pi,3.4615230613650656*pi,4.16058681152983*pi) q[16];\nRxxyyzz(0.3831819784528201*pi,0.22797014462490892*pi,0.1793494541440319*pi) q[0],q[5];\nRxxyyzz(0.3506578602126299*pi,0.17790065536906896*pi,0.14618007346799544*pi) q[4],q[2];\nRxxyyzz(0.3660541072866003*pi,0.31706178634165205*pi,0.0788051272821483*pi) q[6],q[16];\nRxxyyzz(0.4674815323423124*pi,0.11894642845821746*pi,0.0*pi) q[15],q[8];\nRxxyyzz(0.33546197706996905*pi,0.3029782428890626*pi,3.7980278960570093*pi) q[9],q[10];\nRxxyyzz(0.3809307433395992*pi,0.15283242260550756*pi,0.08851688732168449*pi) q[11],q[12];\nRxxyyzz(0.4483728951293401*pi,0.1884098424127174*pi,0.0*pi) q[13],q[14];\nu3(3.409005098102475*pi,3.2645143600882873*pi,2.188799002173763*pi) q[0];\nu3(3.176011415693969*pi,3.134383948417243*pi,3.683988019636561*pi) q[2];\nu3(3.247568341016333*pi,-0.3022534904703633*pi,1.130016089569129*pi) q[4];\nu3(3.2773227215164877*pi,3.3419290946515554*pi,2.8222492233717777*pi) q[5];\nu3(3.264600866584461*pi,3.0860889989328206*pi,1.1013722583849708*pi) q[6];\nu3(3.313471226541348*pi,3.1493667237684098*pi,0.9336506811205374*pi) q[8];\nu3(3.837523756982692*pi,-0.38007039967997747*pi,1.7856327326590749*pi) q[9];\nu3(3.1842047357305714*pi,-0.1616203599290139*pi,1.4912100997955726*pi) q[10];\nu3(3.6467551101659397*pi,0.26153421022097123*pi,3.543056446149365*pi) q[11];\nu3(3.4164287966063993*pi,-0.12169096043986971*pi,3.0982932860975616*pi) q[12];\nu3(3.2283652106930822*pi,2.5931806100005534*pi,1.9277064114846363*pi) q[13];\nu3(3.1899171956663666*pi,3.4037685096545207*pi,1.357563178512339*pi) q[14];\nu3(3.520792445865731*pi,0.5340982752978658*pi,2.4376501174266094*pi) q[15];\nu3(3.522803482761391*pi,-0.13509114159247315*pi,4.435616994867697*pi) q[16];\nRxxyyzz(0.4185616560491998*pi,0.26743747180214605*pi,0.0*pi) q[1],q[5];\nRxxyyzz(0.46885333257473016*pi,0.24558628883586586*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.45231454081721034*pi,0.30781205827687685*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.42376425490630965*pi,0.365707805282117*pi,3.941841997919889*pi) q[4],q[11];\nRxxyyzz(0.42822629533911005*pi,0.18231362517449923*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.42847498898803993*pi,0.15727302170667992*pi,3.9135892344593994*pi) q[7],q[15];\nRxxyyzz(0.45508295669604937*pi,0.2652557256157867*pi,0.22117474413004945*pi) q[13],q[10];\nRxxyyzz(0.32327175807460945*pi,0.1452421797137129*pi,3.9271250421223205*pi) q[12],q[14];\nu3(3.5341142889432478*pi,3.3448528243920013*pi,3.8919434337056504*pi) q[1];\nu3(3.678093920742321*pi,0.5875849652118339*pi,1.943849720426777*pi) q[2];\nu3(3.758808530866916*pi,-0.3110392276500482*pi,1.04044644222025*pi) q[3];\nu3(3.6904568566769114*pi,-0.34342853893199077*pi,0.6067680019712767*pi) q[4];\nu3(3.146331723040543*pi,3.2733166286168025*pi,4.286156324427608*pi) q[5];\nu3(3.563067070716168*pi,0.9900320406738929*pi,1.6459489297343577*pi) q[6];\nu3(3.188281118708783*pi,0.762087599742663*pi,1.7931142663403614*pi) q[7];\nu3(3.2379346793169557*pi,3.254340250628492*pi,2.2614472338753933*pi) q[8];\nu3(3.5557196276297387*pi,-0.1002633486347263*pi,4.3137351775091535*pi) q[9];\nu3(3.4433434720715947*pi,-0.07538427783285884*pi,1.9005447096925134*pi) q[10];\nu3(3.3147059730912245*pi,2.21468985833229*pi,0.8525754096827465*pi) q[11];\nu3(3.6769278407671724*pi,-0.37917939953573476*pi,2.2799140044583455*pi) q[12];\nu3(3.1859833682574576*pi,0.9339574766214911*pi,0.718736426478329*pi) q[13];\nu3(3.7616210613675025*pi,-0.1326279602502276*pi,1.1395464956663977*pi) q[14];\nu3(3.246691731914026*pi,-0.4568628899702356*pi,1.7068335678636724*pi) q[15];\nu3(3.588896080348785*pi,0.26908274442611657*pi,1.7355862634056611*pi) q[16];\nRxxyyzz(0.3528716459774798*pi,0.1306033266813733*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.3614573097704099*pi,0.2676951541516489*pi,3.9474682226230606*pi) q[4],q[1];\nRxxyyzz(0.38638484360005*pi,0.3301634568784826*pi,0.0*pi) q[8],q[2];\nRxxyyzz(0.39944225818188983*pi,0.3233678648429032*pi,3.8984057631036997*pi) q[6],q[5];\nRxxyyzz(0.457994788765339*pi,0.26789792630898807*pi,3.81824196451039*pi) q[7],q[10];\nRxxyyzz(0.4480836004873049*pi,0.13026467433748956*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.45943347071064994*pi,0.2362293701500992*pi,3.87795152419361*pi) q[13],q[12];\nRxxyyzz(0.4540954347653098*pi,0.2704897905293596*pi,3.8611901714749006*pi) q[16],q[14];\nu3(3.255162447680415*pi,0.1551793210859863*pi,1.2958703903071989*pi) q[0];\nu3(3.4436742035787686*pi,-0.34433325644536267*pi,1.9487639817473692*pi) q[1];\nu3(3.2177965190886555*pi,0.4233608240919815*pi,1.4322839539546979*pi) q[2];\nu3(3.221327204122161*pi,-0.13191931278709146*pi,2.319458941786438*pi) q[4];\nu3(3.4225304684646636*pi,0.22240067240083194*pi,1.935269608011705*pi) q[5];\nu3(3.5464749672344515*pi,1.001479938353026*pi,0.6150078165972248*pi) q[6];\nu3(3.222340751677182*pi,3.3542384758916484*pi,1.1325335446011642*pi) q[7];\nu3(3.741801470875979*pi,0.1806512085100379*pi,0.5895975549990092*pi) q[8];\nu3(3.883768406546235*pi,0.0808503399937609*pi,1.5150261925040072*pi) q[9];\nu3(3.2104071202482194*pi,-0.09966543376052489*pi,1.5093160060312085*pi) q[10];\nu3(3.1844756000426857*pi,1.0182633157547065*pi,1.7779273972793268*pi) q[11];\nu3(3.208060326492876*pi,2.642314619763796*pi,1.5428925217376968*pi) q[12];\nu3(3.0907287226730014*pi,3.209249159232681*pi,1.3442206925603237*pi) q[13];\nu3(3.3221342880727978*pi,0.6676405071173461*pi,1.9791178598524823*pi) q[14];\nu3(3.6997337884372046*pi,3.1753279007750654*pi,4.001898561721694*pi) q[15];\nu3(3.653888217849594*pi,0.019868715221984523*pi,1.2865266739484529*pi) q[16];\nRxxyyzz(0.46623046850023*pi,0.3034840274897981*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4903323422543674*pi,0.2313750321781738*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.3069420258593297*pi,0.28371918644906036*pi,0.0*pi) q[12],q[2];\nRxxyyzz(0.4253866185932296*pi,0.26126160299615914*pi,3.922020615661151*pi) q[6],q[3];\nRxxyyzz(0.3342078988334407*pi,0.14285809233548474*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.2887407972935794*pi,0.22213570136062444*pi,3.872317844638641*pi) q[7],q[5];\nRxxyyzz(0.43858521971207065*pi,0.3225016631795983*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.36153798132879966*pi,0.29843617288733226*pi,0.0*pi) q[10],q[16];\nu3(3.2336460337654724*pi,0.680814081936024*pi,1.3824029229574224*pi) q[0];\nu3(3.347666357651285*pi,2.5325236880960835*pi,2.089507432906202*pi) q[1];\nu3(3.4402719737575955*pi,0.40902347318244103*pi,0.5415834699907865*pi) q[2];\nu3(3.7127944047229717*pi,1.7911287230937067*pi,2.3760713009886607*pi) q[3];\nu3(3.429564380767173*pi,0.35921076603162905*pi,0.6288016171903112*pi) q[4];\nu3(3.422990678836536*pi,2.58605339867956*pi,2.4245569675797145*pi) q[5];\nu3(3.590006985041971*pi,2.646098431299964*pi,2.0138450406144615*pi) q[6];\nu3(3.598197876260573*pi,1.3012902333055687*pi,2.0806526703851302*pi) q[7];\nu3(3.5755376834022914*pi,0.73957729176897*pi,1.512128125650396*pi) q[8];\nu3(3.125234249378263*pi,2.221348738871905*pi,0.8980905678022744*pi) q[10];\nu3(3.843616748701455*pi,0.39004562961394906*pi,0.8595929198376691*pi) q[11];\nu3(3.742002932710222*pi,0.31252188457656227*pi,0.8316794021167078*pi) q[12];\nu3(3.781859425465669*pi,-0.3789938677274411*pi,2.299069012684706*pi) q[13];\nu3(3.610588265473845*pi,-0.23397164778975055*pi,3.8982769428036477*pi) q[14];\nu3(3.268047923885459*pi,3.2712248504583696*pi,1.9716548721131373*pi) q[15];\nu3(3.3774228339276364*pi,-0.42283335740335815*pi,0.7502187178493247*pi) q[16];\nRxxyyzz(0.34924729795017*pi,0.3007407505575679*pi,3.83271976743334*pi) q[3],q[0];\nRxxyyzz(0.45356601531982055*pi,0.25531163881937347*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.36155356459419963*pi,0.1508656426958287*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.42582796271402934*pi,0.4194062922214974*pi,3.95173834707811*pi) q[5],q[16];\nRxxyyzz(0.4504281519164102*pi,0.24836375751989415*pi,3.7923142240984404*pi) q[6],q[15];\nRxxyyzz(0.26960198906772964*pi,0.13068733114742948*pi,3.91245177662414*pi) q[14],q[7];\nRxxyyzz(0.4555918436268195*pi,0.42188529834106303*pi,3.87201795389369*pi) q[8],q[10];\nu3(3.3536177952008988*pi,2.5271679244448753*pi,0.6079363481797606*pi) q[0];\nu3(3.604145020761373*pi,3.2167598195511347*pi,1.593241689134025*pi) q[1];\nu3(3.615865697120575*pi,0.13821048617044962*pi,0.9557097938668213*pi) q[2];\nu3(3.2401769095850215*pi,3.3451906216210587*pi,1.251938513844325*pi) q[3];\nu3(3.608546817412827*pi,0.036107757656160144*pi,2.1856191915271443*pi) q[5];\nu3(3.755116730352023*pi,3.27249491575175*pi,1.4926248719911506*pi) q[6];\nu3(3.679790597704563*pi,2.6454797874817753*pi,0.6714600418494565*pi) q[7];\nu3(3.20004971997369*pi,3.443314073488893*pi,0.5766855688331769*pi) q[8];\nu3(3.501437946590531*pi,2.769820915981235*pi,1.0945014295947382*pi) q[9];\nu3(3.590848399170908*pi,3.0155628846150524*pi,1.2382321757632144*pi) q[10];\nu3(3.623245144069361*pi,0.6932590522827553*pi,0.8807662046449177*pi) q[13];\nu3(3.572827234625265*pi,0.8490560000683098*pi,1.533109348773554*pi) q[14];\nu3(3.3573363992689313*pi,0.31728567518423734*pi,1.7499324535139653*pi) q[15];\nu3(3.612691293665613*pi,1.2003975915433316*pi,0.6589499036958486*pi) q[16];\nmeasure q[16] -> c[14];\nRxxyyzz(0.43198549440400946*pi,0.271116821468718*pi,3.8047198289816997*pi) q[6],q[0];\nRxxyyzz(0.31932841016412994*pi,0.27336113042818155*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.35917803967971007*pi,0.22935910312670105*pi,0.0*pi) q[11],q[2];\nRxxyyzz(0.4104776429641196*pi,0.21112092128007573*pi,3.9408121802201195*pi) q[7],q[3];\nRxxyyzz(0.3355385883012296*pi,0.13710019189507927*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.4271821269104292*pi,0.1774034151762811*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.3277148785309198*pi,0.25167797569485684*pi,0.13698215241947054*pi) q[14],q[8];\nRxxyyzz(0.4792099795830982*pi,0.24152595301195856*pi,0.0*pi) q[12],q[9];\nu3(3.566508196311074*pi,3.0564186447005754*pi,0.7473249795983863*pi) q[0];\nu3(3.4862769152802024*pi,3.375534292815557*pi,1.3904651547129578*pi) q[1];\nu3(3.4121301678476503*pi,3.4506598372025605*pi,1.723077976110104*pi) q[2];\nu3(3.527089017559707*pi,3.297451722587467*pi,1.4758914743843357*pi) q[3];\nu3(3.046925061915493*pi,3.3949152583212534*pi,0.6887034489914494*pi) q[4];\nu3(3.5076532013741146*pi,1.198841498763881*pi,1.4414018681477792*pi) q[5];\nu3(3.679422076177026*pi,-0.47403429569090505*pi,0.8355844702796844*pi) q[6];\nu3(3.206450026729407*pi,0.3796299155062024*pi,2.130975362680019*pi) q[7];\nu3(3.637105289596226*pi,3.479360480522941*pi,4.442182795712626*pi) q[8];\nu3(3.1296791860052355*pi,-0.4753559666094299*pi,1.3141609305164543*pi) q[9];\nu3(3.327283366769004*pi,-0.05073516366365888*pi,1.2595458923750524*pi) q[10];\nu3(3.5386885126602867*pi,3.1581236040387077*pi,3.673402155439967*pi) q[11];\nu3(3.2900811766723965*pi,3.3986888389575745*pi,1.7956318561130025*pi) q[12];\nu3(3.460287064733178*pi,2.2489160580549195*pi,1.4135138137111674*pi) q[13];\nu3(3.6071303655620306*pi,2.7126702796080058*pi,1.4735456885962697*pi) q[14];\nu3(3.9194773248532644*pi,0.30907816339672056*pi,1.6196397826737572*pi) q[15];\nRxxyyzz(0.4246684994191598*pi,0.2405777313210882*pi,3.87306090950359*pi) q[8],q[0];\nRxxyyzz(0.3947439822122397*pi,0.15119370998651604*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.24899163299877*pi,0.12943483816465085*pi,0.06348886688333177*pi) q[12],q[2];\nRxxyyzz(0.3962140413466103*pi,0.2754784507626191*pi,0.0*pi) q[10],q[3];\nRxxyyzz(0.4359427895247001*pi,0.3081720963222921*pi,3.8694269180482905*pi) q[7],q[5];\nRxxyyzz(0.23355577652354922*pi,0.09437570600360168*pi,0.054607470421549564*pi) q[6],q[15];\nRxxyyzz(0.40122112803598864*pi,0.12020940242271128*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.4275780901907398*pi,0.22793785899961613*pi,3.958451922644249*pi) q[14],q[13];\nu3(3.7285222885569658*pi,2.434964265053407*pi,1.5727554643023787*pi) q[0];\nu3(3.5911290739902664*pi,0.6617751440100701*pi,1.49197948966159*pi) q[1];\nu3(2.858715145093*pi,0.3414020160653164*pi,3.9567461431531967*pi) q[2];\nu3(3.391744163058121*pi,-0.2833018477986884*pi,1.0813214582422446*pi) q[3];\nu3(3.2964425853436*pi,0.03547668442419494*pi,4.034357139293222*pi) q[4];\nu3(3.659824469885379*pi,0.50841510248064*pi,1.2265489747546527*pi) q[5];\nu3(1.477916398739288*pi,3.304677925322801*pi,1.8120623458536214*pi) q[6];\nu3(3.141138632550475*pi,1.2874293414181919*pi,2.311270838023991*pi) q[7];\nu3(3.4802627141650206*pi,0.37543119755136*pi,2.1008689778535103*pi) q[8];\nu3(3.73036253060798*pi,0.3939596457214123*pi,0.6492539609462336*pi) q[9];\nu3(3.120401907781055*pi,0.8985302048780104*pi,4.327969647070618*pi) q[10];\nu3(3.9588124287715862*pi,-0.022942738957421882*pi,0.6523660070725383*pi) q[11];\nu3(3.165815505644405*pi,3.2654257322478797*pi,1.275439953089629*pi) q[12];\nu3(3.6417917251473613*pi,0.12035897325372336*pi,2.2540336136494568*pi) q[13];\nu3(3.5645276261294465*pi,-0.3356637066154518*pi,1.9625307482135588*pi) q[14];\nu3(2.2712907160559457*pi,-0.04351649641455552*pi,0.7111606800893003*pi) q[15];\nmeasure q[14] -> c[0];\nmeasure q[7] -> c[1];\nmeasure q[5] -> c[2];\nmeasure q[4] -> c[3];\nmeasure q[8] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[6] -> c[6];\nmeasure q[3] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[15] -> c[9];\nmeasure q[11] -> c[10];\nmeasure q[1] -> c[11];\nmeasure q[12] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[0] -> c[15];\nmeasure q[2] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.7655503011328104*pi,2.123558075036436*pi,4.411725782644723*pi) q[0];\nu3(3.871721647063812*pi,0.3688133427854212*pi,0.5528238439154393*pi) q[1];\nu3(3.832825677500011*pi,-0.42486838218006845*pi,0.7005411464690523*pi) q[2];\nu3(3.6956326159776673*pi,3.202888953240917*pi,1.6822663991251514*pi) q[3];\nu3(3.9109025425510486*pi,3.1499663361491326*pi,3.8185540311704194*pi) q[4];\nu3(3.5603012634019326*pi,-0.27904663476650005*pi,1.130561694790781*pi) q[5];\nu3(3.506704234308959*pi,3.315517320587988*pi,0.5859151163333294*pi) q[6];\nu3(3.7038255869916883*pi,-0.05869585517209275*pi,1.9171790566757272*pi) q[7];\nu3(3.2394243831407366*pi,-0.24588902357632225*pi,0.6485973046000608*pi) q[8];\nu3(3.652279093770323*pi,0.9914274512423376*pi,3.4272060974945293*pi) q[9];\nu3(3.345763542203942*pi,-0.02956273977491236*pi,1.4063004351775603*pi) q[10];\nu3(3.771033527403006*pi,-0.006989077614047323*pi,4.436324144317985*pi) q[11];\nu3(3.8291552840859913*pi,-0.17134211675594035*pi,4.314373518528864*pi) q[12];\nu3(3.1553783234274477*pi,-0.0015510126448194939*pi,4.20019947068593*pi) q[13];\nu3(3.700565609403401*pi,2.8294876799489033*pi,2.233776324515167*pi) q[14];\nu3(3.206943194277879*pi,0.88117818960293*pi,1.6558846716139697*pi) q[15];\nu3(3.755758411388989*pi,2.962489660497253*pi,0.6177755968435426*pi) q[16];\nRxxyyzz(0.44521803068220966*pi,0.21882610265125424*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.2948548616794199*pi,0.15245208573531732*pi,3.8700770041786505*pi) q[1],q[13];\nRxxyyzz(0.44954118285128986*pi,0.32378590092730664*pi,0.0*pi) q[3],q[5];\nRxxyyzz(0.36967640929939005*pi,0.33776766839185507*pi,3.707354237269951*pi) q[4],q[10];\nRxxyyzz(0.28728870825813985*pi,0.2503690197850279*pi,0.08567163133384259*pi) q[6],q[15];\nRxxyyzz(0.27140829251765064*pi,0.18475199265230535*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4519310887097706*pi,0.1980158804831459*pi,0.0*pi) q[9],q[16];\nRxxyyzz(0.36508980530791*pi,0.28304889894566354*pi,0.0*pi) q[11],q[12];\nu3(3.218050759261841*pi,3.2267469378152747*pi,0.9414525024733273*pi) q[0];\nu3(3.495978822619113*pi,1.2256668615205584*pi,0.8452567600609561*pi) q[1];\nu3(3.25014459753694*pi,3.1595642468818146*pi,3.9946645757899244*pi) q[2];\nu3(3.45479864825892*pi,2.185920146429903*pi,1.6926253754638254*pi) q[3];\nu3(3.677150644624228*pi,3.286076979989289*pi,2.31097197028046*pi) q[4];\nu3(3.488129692304104*pi,-0.48816080346303203*pi,3.630896210447765*pi) q[5];\nu3(3.189381643978228*pi,-0.40580218612986435*pi,4.000812661574047*pi) q[6];\nu3(3.5782923266484463*pi,-0.4714492162616216*pi,3.9355256395770617*pi) q[7];\nu3(3.555386527536801*pi,2.8672400671587273*pi,2.2458616596007936*pi) q[8];\nu3(3.467352119822897*pi,2.450180916724336*pi,4.452789001544038*pi) q[9];\nu3(3.331675292239254*pi,-0.42466731741742497*pi,0.8613698958270819*pi) q[10];\nu3(3.4987590908863804*pi,0.2563402705386597*pi,1.182289183234417*pi) q[11];\nu3(3.476959673485554*pi,2.776755809741351*pi,0.5846928922093246*pi) q[12];\nu3(3.6801556749068*pi,2.5773947856618786*pi,2.397896241448307*pi) q[13];\nu3(3.2704405596920765*pi,0.3875714817471261*pi,1.4052676284039034*pi) q[15];\nu3(3.947379255104779*pi,-0.3356175838392423*pi,1.4440516979475506*pi) q[16];\nRxxyyzz(0.3380833776178198*pi,0.19920668057985358*pi,3.8685067264327095*pi) q[0],q[11];\nRxxyyzz(0.3501475002898794*pi,0.24333591702340307*pi,0.05691553239344316*pi) q[2],q[9];\nRxxyyzz(0.47561719134541947*pi,0.1796898453975736*pi,0.0*pi) q[4],q[3];\nRxxyyzz(0.3738040130953397*pi,0.27360955340605203*pi,3.93454341244224*pi) q[5],q[10];\nRxxyyzz(0.43584286650409976*pi,0.2769306572870553*pi,0.039887888248004995*pi) q[6],q[7];\nRxxyyzz(0.4620672705978235*pi,0.1886478745851745*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.38816337466833023*pi,0.29056936141774725*pi,0.07884372146464882*pi) q[12],q[14];\nRxxyyzz(0.4404344123858399*pi,0.1291522610341592*pi,3.90530148661469*pi) q[13],q[15];\nu3(3.8853983039952555*pi,-0.343754770377258*pi,1.8321919737790469*pi) q[0];\nu3(3.536580530527859*pi,3.090186172637371*pi,1.4089114794986508*pi) q[2];\nu3(3.7898826260605576*pi,3.2117735232525333*pi,1.042385024513714*pi) q[3];\nu3(3.286028046445461*pi,2.584789452935958*pi,0.6610541667056596*pi) q[4];\nu3(3.369556485588608*pi,2.792886314281818*pi,1.3751245892704054*pi) q[5];\nu3(3.652065077827449*pi,-0.06735257409599765*pi,3.2227866031078216*pi) q[6];\nu3(3.143970610286503*pi,3.4902127752811234*pi,2.175885024327145*pi) q[7];\nu3(3.6043588069207257*pi,3.100391151059712*pi,0.9820071317148731*pi) q[8];\nu3(3.697756081810274*pi,-0.19876794356101413*pi,0.5795477209461711*pi) q[9];\nu3(3.7199440557717827*pi,0.3870869547561512*pi,0.5957277580779969*pi) q[10];\nu3(3.331403930004277*pi,0.10592720673619382*pi,0.7050310000704825*pi) q[11];\nu3(3.0522834777497807*pi,2.483794554967945*pi,0.5382942237028256*pi) q[12];\nu3(3.169467756773371*pi,3.0715119109575464*pi,1.1598766867695054*pi) q[13];\nu3(3.475490319559218*pi,-0.23100666346903775*pi,3.647710844753931*pi) q[14];\nu3(3.2306425667193506*pi,-0.011420983673456786*pi,1.611817451089221*pi) q[15];\nu3(3.7687493630402806*pi,-0.07373075982607885*pi,2.3624759179865045*pi) q[16];\nRxxyyzz(0.4195080747745712*pi,0.30183654912068025*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.2511267562205097*pi,0.1551332942123489*pi,0.07160976356384019*pi) q[1],q[3];\nRxxyyzz(0.3564137072392395*pi,0.182619781244455*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.3427949835193528*pi,0.24354024993540957*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.40968292837050957*pi,0.2606166786412381*pi,0.1265490300334669*pi) q[6],q[12];\nRxxyyzz(0.43679386740313997*pi,0.22074885876687905*pi,3.9533944195034807*pi) q[13],q[9];\nRxxyyzz(0.4053332794239175*pi,0.19809641521460186*pi,0.0*pi) q[10],q[14];\nu3(3.428821612674798*pi,2.8758070508077003*pi,2.37811261885603*pi) q[0];\nu3(3.5915846877213773*pi,0.3882022199395163*pi,1.3624002383843086*pi) q[1];\nu3(3.4010948890169383*pi,2.23481085625967*pi,1.5059006725364354*pi) q[2];\nu3(3.930540507376115*pi,2.2924991474398064*pi,4.1382323689039655*pi) q[3];\nu3(3.385216436534798*pi,-0.3392702910982832*pi,1.1981461678113883*pi) q[4];\nu3(3.608050902316762*pi,3.2671927703769463*pi,3.914307417620587*pi) q[5];\nu3(3.4444564516589034*pi,3.4872933620392503*pi,4.408983918271849*pi) q[6];\nu3(3.324197616227543*pi,2.1407905443264763*pi,1.4948996966071166*pi) q[7];\nu3(3.5656140688980322*pi,-0.3636458929518056*pi,1.691328536711354*pi) q[9];\nu3(3.225459363429354*pi,2.053841522176433*pi,1.3356134701040896*pi) q[10];\nu3(3.188118451733679*pi,0.8315198359619504*pi,1.7099292086998283*pi) q[11];\nu3(3.2580419848167628*pi,2.490413307733381*pi,1.3484487817166797*pi) q[12];\nu3(3.2114131824784113*pi,0.17574500011605965*pi,0.5711192182564737*pi) q[13];\nu3(3.256495027412406*pi,0.5638792709714535*pi,0.6420989513732654*pi) q[14];\nRxxyyzz(0.32225335749039985*pi,0.24179788428599291*pi,0.1333213302348879*pi) q[1],q[6];\nRxxyyzz(0.45177079220880945*pi,0.35889424922223906*pi,3.7415837624805697*pi) q[2],q[9];\nRxxyyzz(0.2767526568853693*pi,0.09017773749193203*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.349585377925119*pi,0.19095635868079386*pi,0.08079906211227428*pi) q[11],q[4];\nRxxyyzz(0.41698271654957964*pi,0.2577420814701745*pi,3.88116988677982*pi) q[5],q[14];\nRxxyyzz(0.45528498960135*pi,0.39212758483875576*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4696573042028903*pi,0.24538339044339896*pi,0.0*pi) q[16],q[12];\nu3(3.318862105082797*pi,0.01726055084728262*pi,1.0373971117560121*pi) q[1];\nu3(3.6058742773723367*pi,2.546150334876487*pi,0.5989583100561551*pi) q[2];\nu3(3.310363871617115*pi,2.7831077314993875*pi,1.990236545917767*pi) q[3];\nu3(3.3521438872520575*pi,1.1359233973214362*pi,4.379320612457779*pi) q[4];\nu3(3.3764887412512605*pi,3.311458899937434*pi,1.5031299653751713*pi) q[5];\nu3(3.3363298784337716*pi,-0.18732873099950342*pi,1.1932155641449858*pi) q[6];\nu3(3.8787014541016136*pi,-0.35003312439226664*pi,2.089127617967243*pi) q[7];\nu3(3.47099062292912*pi,2.715030826441664*pi,3.458542961738396*pi) q[8];\nu3(3.1812297441189545*pi,2.8395484626163694*pi,1.2447874809769988*pi) q[9];\nu3(3.394993580720455*pi,0.2580999932855159*pi,1.1558605983845802*pi) q[11];\nu3(3.4918282893356407*pi,2.4409181423443735*pi,1.5964406468268724*pi) q[12];\nu3(3.2300124799078307*pi,-0.2585113574377432*pi,2.0496290072444423*pi) q[13];\nu3(3.234647989424068*pi,3.3056719487683246*pi,1.2153259676128103*pi) q[14];\nu3(3.835529972155306*pi,0.2807812253020878*pi,1.864831246947384*pi) q[16];\nRxxyyzz(0.4512435295252396*pi,0.32389385241245117*pi,0.08166486258897414*pi) q[0],q[4];\nRxxyyzz(0.42534428566789073*pi,0.1746809705854897*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.38680444903951955*pi,0.17901748868994363*pi,3.94054380296695*pi) q[12],q[2];\nRxxyyzz(0.4393207482752929*pi,0.2897544765846405*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.37524343518309944*pi,0.18361452418349086*pi,3.87956598118601*pi) q[6],q[7];\nRxxyyzz(0.3739622395238896*pi,0.3161796043076274*pi,3.895810998523381*pi) q[8],q[10];\nRxxyyzz(0.4116899063051699*pi,0.24756726266118*pi,0.0*pi) q[13],q[9];\nu3(3.074752111105705*pi,2.5722254084694143*pi,0.9965928679563181*pi) q[0];\nu3(3.247024853484877*pi,0.8770649077701425*pi,0.9538834578717672*pi) q[1];\nu3(3.433450020406892*pi,2.296634662394764*pi,1.8257113991965837*pi) q[2];\nu3(3.849888329799256*pi,3.310212310517021*pi,1.1251982112287555*pi) q[3];\nu3(3.874533051551186*pi,0.18102192248161442*pi,0.9353534356511792*pi) q[4];\nu3(3.4947074428151907*pi,0.5579085096645924*pi,1.9678162897295084*pi) q[6];\nu3(3.174045576416251*pi,0.9697107447727831*pi,0.8662603375953015*pi) q[7];\nu3(3.747289869199394*pi,2.8490314351418693*pi,0.6888869293526607*pi) q[8];\nu3(3.305051373125629*pi,1.1192946148559573*pi,1.6601406915888846*pi) q[9];\nu3(3.443944740894972*pi,1.2092121740522277*pi,0.7498752695954485*pi) q[10];\nu3(3.740736468662298*pi,3.137333498036425*pi,1.248229302768227*pi) q[12];\nu3(3.478331616102807*pi,-0.38826286335280213*pi,0.7891906851818778*pi) q[13];\nu3(3.8699302159699633*pi,1.0424469464062311*pi,0.523267359716284*pi) q[15];\nu3(3.6948333855376516*pi,2.530936920003224*pi,0.5780673697559507*pi) q[16];\nRxxyyzz(0.35484045063275904*pi,0.25799469878013204*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4326504345737999*pi,0.10477041699567372*pi,0.05255940513769611*pi) q[1],q[16];\nRxxyyzz(0.37711719137704014*pi,0.32838614701333607*pi,0.08000624830825995*pi) q[11],q[2];\nRxxyyzz(0.43480703246628016*pi,0.1607744327710421*pi,0.0*pi) q[13],q[3];\nRxxyyzz(0.32525894841825004*pi,0.28219189772072406*pi,0.09977259721500786*pi) q[4],q[12];\nRxxyyzz(0.3047561602719401*pi,0.23692605892287077*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3598992084117993*pi,0.2613733045425253*pi,3.904246309119781*pi) q[7],q[14];\nRxxyyzz(0.43822841130557*pi,0.16961735298829617*pi,0.0*pi) q[10],q[9];\nu3(3.3250422893635108*pi,0.5527577113267967*pi,1.5266611870059195*pi) q[0];\nu3(3.5416117030769882*pi,-0.2185581874146617*pi,2.814270844019022*pi) q[1];\nu3(3.5048914437402905*pi,2.5795550508534824*pi,4.240507540925944*pi) q[2];\nu3(3.532521349190591*pi,2.9756089877631418*pi,1.428779712690048*pi) q[3];\nu3(3.7755792582781353*pi,0.698868217374671*pi,1.7473641680628287*pi) q[4];\nu3(3.5661623024459956*pi,0.23731321257527715*pi,1.5139702485202773*pi) q[5];\nu3(3.672409865054118*pi,2.3064642676359504*pi,0.7741603004286899*pi) q[6];\nu3(3.3881692258503833*pi,2.3476806793664826*pi,0.6846150162282283*pi) q[7];\nu3(3.38137743674351*pi,1.6622370085626121*pi,1.4396340302441917*pi) q[9];\nu3(3.4282299380990997*pi,2.8928884861906794*pi,0.7507737252345899*pi) q[10];\nu3(3.533107712982486*pi,2.964006662236218*pi,1.8301193833010205*pi) q[11];\nu3(3.600329121083497*pi,0.9414246267932782*pi,4.349655095929928*pi) q[12];\nu3(3.3543522794386083*pi,-0.024391997186743564*pi,4.270474851235056*pi) q[13];\nu3(3.789235529572362*pi,2.541321518146925*pi,0.8927068815323475*pi) q[14];\nu3(3.503583896886103*pi,3.068171088610894*pi,0.9741997628721404*pi) q[15];\nu3(3.403102805858554*pi,0.7728405810765522*pi,0.6878461498907441*pi) q[16];\nRxxyyzz(0.40804016085807027*pi,0.2467168553816048*pi,3.89285017123359*pi) q[14],q[0];\nRxxyyzz(0.41797081164345956*pi,0.32036032876134746*pi,0.04787851407661028*pi) q[7],q[2];\nRxxyyzz(0.44869782615641995*pi,0.26896739587643836*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4512958145767301*pi,0.2557948790567357*pi,0.05407919524339977*pi) q[11],q[4];\nRxxyyzz(0.46996911292708077*pi,0.23737722982882037*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.38672308134628053*pi,0.2604307715271883*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.4239854365990696*pi,0.15592952780690966*pi,0.10068344956737689*pi) q[16],q[9];\nRxxyyzz(0.4206483837428099*pi,0.3357300276505721*pi,0.09968260850440987*pi) q[13],q[10];\nu3(3.2653564324773106*pi,-0.48597665391672185*pi,2.045742680083368*pi) q[0];\nu3(3.6061621826345283*pi,3.4919926377333175*pi,3.4824086606438946*pi) q[2];\nu3(3.845560874826661*pi,3.4750320668680033*pi,2.286257274220607*pi) q[3];\nu3(3.738312960168855*pi,2.531767182217971*pi,0.593241003407651*pi) q[4];\nu3(3.437971516601769*pi,-0.2237881420612114*pi,0.714324186286273*pi) q[5];\nu3(3.442067621053435*pi,-0.011509441795726438*pi,1.1621758733433458*pi) q[6];\nu3(3.437463627809807*pi,2.4260238680323956*pi,0.5392218259238023*pi) q[7];\nu3(3.782159524401165*pi,0.009968934853792133*pi,1.9680357783323703*pi) q[8];\nu3(3.143735268623594*pi,-0.11177926271758576*pi,2.928331065189953*pi) q[9];\nu3(3.6572923654252087*pi,3.39591103589892*pi,1.0659142698213335*pi) q[10];\nu3(3.7542177155149354*pi,-0.29645884359678343*pi,1.7072479332104604*pi) q[11];\nu3(3.1668115629127174*pi,3.1695085471097286*pi,3.847112317529194*pi) q[12];\nu3(3.467938198811391*pi,2.4444172699771047*pi,4.215492088850846*pi) q[13];\nu3(3.7368769547135585*pi,2.0711337534069862*pi,0.6146018501846098*pi) q[14];\nu3(3.2024143450810536*pi,2.061660680538006*pi,1.8628618439089926*pi) q[15];\nu3(3.614806063755372*pi,2.6364747066002896*pi,1.0951038843148668*pi) q[16];\nRxxyyzz(0.3863660466242198*pi,0.15885933701806*pi,0.050515419755297844*pi) q[4],q[0];\nRxxyyzz(0.43804533313767013*pi,0.29449751948268427*pi,3.898785649456571*pi) q[1],q[12];\nRxxyyzz(0.42804642518674074*pi,0.2603718085413327*pi,0.0*pi) q[5],q[2];\nRxxyyzz(0.25556922327998643*pi,0.16708174663539221*pi,3.9467932057046564*pi) q[11],q[3];\nRxxyyzz(0.41038227587032006*pi,0.20077225639132387*pi,0.06847738234619062*pi) q[6],q[13];\nRxxyyzz(0.25767516398552964*pi,0.23331085908777904*pi,3.9446703613781104*pi) q[7],q[14];\nRxxyyzz(0.4227271026122784*pi,0.23953622007577025*pi,0.0*pi) q[8],q[10];\nu3(3.4805766120772805*pi,3.4985864696738127*pi,2.2772415393688847*pi) q[0];\nu3(3.489025128240879*pi,-0.17343174645514825*pi,1.159923069250895*pi) q[1];\nu3(3.0837052033918586*pi,0.49274326665758794*pi,2.0846538164764796*pi) q[2];\nu3(3.224384837045866*pi,0.3468386282540219*pi,0.6339349690638225*pi) q[3];\nu3(3.4096469116444164*pi,0.16577443584241658*pi,3.690037121434034*pi) q[4];\nu3(3.515735485723946*pi,2.880673323336353*pi,0.5955116200280409*pi) q[5];\nu3(3.0781175536731094*pi,3.067242325167033*pi,1.088646509019843*pi) q[6];\nu3(3.5870304615774646*pi,0.12325767236235219*pi,1.3517620352642832*pi) q[7];\nu3(3.8146324065231623*pi,3.4352303004836164*pi,3.9653187172558226*pi) q[8];\nu3(3.5152519737847783*pi,3.0445637195045734*pi,1.7834936650667645*pi) q[10];\nu3(3.7039718764517837*pi,3.487720572550989*pi,3.5122497077421615*pi) q[11];\nu3(3.420535558118018*pi,1.995736498997605*pi,0.5098331127393023*pi) q[12];\nu3(3.8427748154068007*pi,-0.21959403058831062*pi,3.0154866855648352*pi) q[13];\nu3(3.1679544671583697*pi,-0.3881312338526004*pi,1.1202482663112594*pi) q[14];\nRxxyyzz(0.4602188187285394*pi,0.200929995013283*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.42034940525376996*pi,0.20580741196035812*pi,3.9364594238355295*pi) q[1],q[14];\nRxxyyzz(0.4375725543095399*pi,0.09238758022615821*pi,3.93246783544949*pi) q[13],q[2];\nRxxyyzz(0.39062124068372955*pi,0.2446943627779853*pi,0.09486063481949664*pi) q[4],q[9];\nRxxyyzz(0.4362700995068796*pi,0.32724490421366115*pi,0.262822488851743*pi) q[5],q[16];\nRxxyyzz(0.4431412395280792*pi,0.263083926007889*pi,3.80189424915773*pi) q[6],q[15];\nRxxyyzz(0.42060266886851977*pi,0.34660915131853187*pi,0.20234546283840396*pi) q[7],q[8];\nRxxyyzz(0.3939845019880001*pi,0.2418452051830568*pi,3.88412786127833*pi) q[11],q[12];\nu3(3.462127437064518*pi,3.497270492836193*pi,1.7503594542624565*pi) q[0];\nu3(3.2747271250376877*pi,-0.24272175826494646*pi,0.8911284143776408*pi) q[1];\nu3(3.5154210126777055*pi,2.7637990660557064*pi,2.302183949632391*pi) q[2];\nu3(3.7745599587053773*pi,2.563086302693754*pi,0.6255743686186377*pi) q[4];\nu3(3.4414100447858886*pi,-0.0066599471864253745*pi,4.2095849153415905*pi) q[5];\nu3(3.9114380015080426*pi,0.5292440002652539*pi,1.5346445398594848*pi) q[6];\nu3(3.9432392066336766*pi,-0.383332539070139*pi,3.340316151157711*pi) q[7];\nu3(3.504015374152935*pi,0.1074110386403071*pi,3.6591260463754534*pi) q[8];\nu3(3.8091508330078216*pi,2.3145155315756454*pi,0.8546592531395151*pi) q[9];\nu3(3.7406908147444464*pi,3.2038958653790686*pi,0.7384075436589201*pi) q[10];\nu3(3.7666438169057996*pi,1.2212261441283525*pi,2.3378558492117074*pi) q[11];\nu3(3.7569021675553036*pi,2.2410472858285404*pi,2.421200944714249*pi) q[12];\nu3(3.5218556269302237*pi,3.312832528348194*pi,1.1649441681538413*pi) q[13];\nu3(3.0247593506436727*pi,3.1740338362495994*pi,1.701794809763538*pi) q[14];\nu3(3.7768981162599533*pi,3.0987329586929167*pi,0.9791444240741685*pi) q[15];\nu3(3.3556278962583277*pi,3.395302413254673*pi,4.476762629303659*pi) q[16];\nRxxyyzz(0.3567131606675798*pi,0.22799359954800558*pi,3.9262658606971996*pi) q[2],q[0];\nRxxyyzz(0.3950225459811499*pi,0.30140150540356503*pi,0.11543811607472239*pi) q[1],q[9];\nRxxyyzz(0.45910103006940967*pi,0.31573115037384886*pi,0.07148144060265127*pi) q[3],q[14];\nRxxyyzz(0.41236043081398016*pi,0.26475578583251635*pi,0.22152568830507283*pi) q[4],q[7];\nRxxyyzz(0.4344552317602003*pi,0.32189186495015587*pi,0.0*pi) q[15],q[5];\nRxxyyzz(0.37998657571636973*pi,0.21124113249549703*pi,0.06221425006876119*pi) q[6],q[10];\nRxxyyzz(0.4587835981573001*pi,0.0941794122512919*pi,0.0*pi) q[8],q[16];\nu3(3.5480279707091866*pi,2.8963191427728647*pi,0.601035521349059*pi) q[0];\nu3(3.912301482122435*pi,-0.35668235002439685*pi,0.7441516293675874*pi) q[1];\nu3(3.558456679948499*pi,2.6833642518850005*pi,2.444083837720266*pi) q[2];\nu3(3.8042947228702726*pi,2.886790291871368*pi,1.008054003017484*pi) q[3];\nu3(3.4095842329981965*pi,-0.36933489730238667*pi,1.597391021257241*pi) q[4];\nu3(3.7779491735892186*pi,0.5341689794452811*pi,3.6429537326074417*pi) q[5];\nu3(3.43940927905558*pi,0.4719730143627805*pi,0.5109257914819179*pi) q[6];\nu3(3.4012512770858305*pi,-0.12890543295516194*pi,4.454593045756994*pi) q[7];\nu3(3.58449781141365*pi,3.2940053510746043*pi,0.8739801565233853*pi) q[8];\nu3(3.855662498853592*pi,3.1638138860178224*pi,3.0915770490926713*pi) q[9];\nu3(3.359175638828799*pi,2.0718071659591946*pi,4.422103209262407*pi) q[10];\nu3(3.615416549809668*pi,3.0669672832410706*pi,0.8222015322894278*pi) q[14];\nu3(3.2886408626284593*pi,3.19974511976078*pi,0.5585871956194431*pi) q[15];\nu3(3.5671948815486094*pi,3.1135415583033077*pi,1.4455449495470618*pi) q[16];\nRxxyyzz(0.44432097749566013*pi,0.14734906918547797*pi,0.0*pi) q[16],q[0];\nRxxyyzz(0.47080281175496974*pi,0.28709602787901334*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.3389396619671895*pi,0.16464691145735788*pi,0.039332895273785695*pi) q[3],q[10];\nRxxyyzz(0.31107794791210996*pi,0.12528982328420213*pi,3.9086195925595004*pi) q[4],q[5];\nRxxyyzz(0.38853464566602625*pi,0.20210229694255638*pi,0.08287044692672564*pi) q[6],q[9];\nRxxyyzz(0.3845756733808994*pi,0.24061344108950997*pi,3.82788539555472*pi) q[7],q[8];\nRxxyyzz(0.398713057947935*pi,0.13745483520104873*pi,0.0*pi) q[11],q[15];\nRxxyyzz(0.3855506878351194*pi,0.2696462293348985*pi,0.08828263364907225*pi) q[13],q[14];\nu3(3.457060770961113*pi,3.2173521720925278*pi,4.135816845274838*pi) q[0];\nu3(3.2907072646183444*pi,-0.17618685632582615*pi,0.5471698474030167*pi) q[1];\nu3(3.7179094215574686*pi,3.042631053956062*pi,4.493236942025013*pi) q[3];\nu3(3.5342388846130692*pi,2.2298847595660414*pi,1.4501999043322988*pi) q[4];\nu3(3.1677635062141523*pi,2.969359298895034*pi,1.0436214510245965*pi) q[5];\nu3(3.4922165945113575*pi,0.15259535706605343*pi,1.7012905552578392*pi) q[6];\nu3(3.727077870098849*pi,-0.17552121495683815*pi,2.348575514974476*pi) q[7];\nu3(3.851450150117743*pi,1.3425008456041931*pi,0.5447281529127332*pi) q[8];\nu3(3.289066742541869*pi,3.388268070431341*pi,3.618384294537106*pi) q[9];\nu3(3.7562266489706184*pi,2.3735655642378557*pi,3.9496646094566907*pi) q[10];\nu3(3.898837659060266*pi,0.2354678553734153*pi,2.358463651407532*pi) q[11];\nu3(3.640998648678614*pi,-0.4512077623811821*pi,1.5757240656100153*pi) q[12];\nu3(3.676569818081907*pi,-0.420462995700182*pi,3.8961373962887755*pi) q[13];\nu3(3.455748693894091*pi,0.15695363708655918*pi,1.0191664899417594*pi) q[14];\nu3(3.8380223329712475*pi,-0.03132988657253177*pi,4.1096178849636456*pi) q[15];\nu3(3.2577205393068196*pi,0.10358128267331468*pi,0.8205315297312032*pi) q[16];\nRxxyyzz(0.41460830248974967*pi,0.20433973347031653*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.38489859705824*pi,0.22522545304978614*pi,0.05914527781486703*pi) q[1],q[11];\nRxxyyzz(0.3373290801301217*pi,0.2777784676300916*pi,0.05128020531801525*pi) q[16],q[2];\nRxxyyzz(0.42598112157751006*pi,0.23268442948694423*pi,3.9427799722560795*pi) q[3],q[8];\nRxxyyzz(0.4569682256791935*pi,0.2858785314662261*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.38438713225836973*pi,0.29023449271250545*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.37616552892237987*pi,0.2235559931889011*pi,3.9168633797791195*pi) q[15],q[10];\nu3(3.364497375448791*pi,2.8128210100080935*pi,1.327772734633792*pi) q[0];\nu3(3.1636287018861022*pi,0.48978556231748394*pi,4.384880863457075*pi) q[1];\nu3(3.2062854912241487*pi,0.1269151317131283*pi,0.5867067152629741*pi) q[2];\nu3(3.572936777526426*pi,0.23341539352431662*pi,1.2404290304938226*pi) q[3];\nu3(3.431013642708867*pi,1.4089924437989043*pi,1.5406032476117322*pi) q[4];\nu3(3.7394459981116572*pi,2.8159511424439088*pi,0.6302199532339411*pi) q[5];\nu3(3.5837767059078827*pi,3.045269287689248*pi,2.0417687701405476*pi) q[7];\nu3(3.748909399650754*pi,0.6290792012585884*pi,1.2590217564411494*pi) q[8];\nu3(3.195978000789461*pi,-0.06975468041108857*pi,1.861759553045661*pi) q[10];\nu3(3.401769767848887*pi,0.037406510498109835*pi,4.4812838699198725*pi) q[11];\nu3(3.402961364469197*pi,0.42510844439599893*pi,1.7766070557262936*pi) q[13];\nu3(3.215930585830461*pi,3.438448606789903*pi,3.8453286520501777*pi) q[14];\nu3(3.4104588564275398*pi,-0.03132220184295609*pi,1.3317441546227355*pi) q[15];\nu3(3.649548803814623*pi,3.453569071648495*pi,1.2729123677301442*pi) q[16];\nRxxyyzz(0.3087076582618192*pi,0.2786443084945027*pi,3.90674998002911*pi) q[0],q[9];\nRxxyyzz(0.40997576055208024*pi,0.23545632954536974*pi,3.8576159455276002*pi) q[3],q[5];\nRxxyyzz(0.4561086455062392*pi,0.3037086936338844*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.3020647589071399*pi,0.14140137783754436*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.399315595098491*pi,0.1885668393344525*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.4201639452234903*pi,0.18021200611899446*pi,0.0*pi) q[12],q[11];\nRxxyyzz(0.44636390834310735*pi,0.3121392990086078*pi,0.0*pi) q[13],q[14];\nu3(3.255549323513809*pi,0.5124897256968652*pi,1.3361506107032177*pi) q[0];\nu3(3.4389332054859922*pi,0.319813921067565*pi,1.062239156890406*pi) q[3];\nu3(3.5760047478725987*pi,3.477651925597533*pi,3.8588676667736546*pi) q[4];\nu3(3.207864883617909*pi,2.62495193285259*pi,2.2205214952864534*pi) q[5];\nu3(3.453770711283488*pi,2.719050449236784*pi,1.995197843094859*pi) q[6];\nu3(3.402223117794445*pi,3.373610671427378*pi,2.379145725298352*pi) q[7];\nu3(3.5247284609797793*pi,0.48495407223688103*pi,2.248949378268007*pi) q[8];\nu3(3.5903185756864016*pi,2.4363315565582324*pi,1.8614644887301872*pi) q[9];\nu3(3.5076864240760193*pi,3.0419095012542376*pi,1.876406316636904*pi) q[10];\nu3(3.62945078945872*pi,-0.1847549228461609*pi,0.5975807312484989*pi) q[11];\nu3(3.4038453113428915*pi,2.889442611623792*pi,0.6750741071114603*pi) q[12];\nu3(3.6444956691150177*pi,-0.12059300171897047*pi,1.0055452575509634*pi) q[13];\nu3(3.2364971706579277*pi,0.2711154737793735*pi,0.9695521387399413*pi) q[14];\nu3(3.6026763023328123*pi,0.1979300078510926*pi,0.7588834073204616*pi) q[15];\nRxxyyzz(0.42653768735083*pi,0.20145144429762943*pi,3.83210730727446*pi) q[15],q[0];\nRxxyyzz(0.43841562149702007*pi,0.3935993199894532*pi,3.86387105146889*pi) q[1],q[8];\nRxxyyzz(0.4028255210753301*pi,0.33359600825864205*pi,0.041200019006317784*pi) q[2],q[5];\nRxxyyzz(0.30147355958233213*pi,0.25906277392357835*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.44219888872282953*pi,0.14511778206712034*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.38161085742554024*pi,0.11158692265834314*pi,0.0*pi) q[6],q[11];\nRxxyyzz(0.4530374433867994*pi,0.38096963473796036*pi,0.0*pi) q[7],q[9];\nRxxyyzz(0.42218757994641937*pi,0.29498814408946233*pi,0.12329046085221057*pi) q[12],q[13];\nu3(3.3477079756619688*pi,2.26559399210851*pi,0.8624969242486391*pi) q[0];\nu3(3.8244218296938275*pi,3.129608166457119*pi,4.271810327572291*pi) q[1];\nu3(3.349000112473638*pi,2.339950154322551*pi,1.2797591157465025*pi) q[2];\nu3(3.807254658692834*pi,2.73617051950599*pi,0.5316708352512984*pi) q[3];\nu3(3.5625280049139385*pi,0.7246126982336323*pi,1.943887722879823*pi) q[4];\nu3(3.614379966244851*pi,0.5753457363516734*pi,0.525940717057383*pi) q[5];\nu3(3.511176819535422*pi,2.037284433807807*pi,1.6811169976026876*pi) q[6];\nu3(3.416485057443313*pi,-0.19091510014726337*pi,0.9261229435375347*pi) q[7];\nu3(3.631059338052994*pi,1.954847433984618*pi,1.1519761457608966*pi) q[8];\nu3(3.6606301290671714*pi,0.19415938967896573*pi,4.432301227311433*pi) q[9];\nu3(3.7205617008636604*pi,-0.37725760076893056*pi,1.214898984975183*pi) q[10];\nu3(3.240522135414465*pi,-0.38381493229520836*pi,1.3620383033131134*pi) q[11];\nu3(3.636849891826722*pi,2.113993967748901*pi,0.7106090339221695*pi) q[12];\nu3(3.713099055704515*pi,-0.43200677650252706*pi,4.1363372232598214*pi) q[13];\nu3(3.3125569087471294*pi,1.8216503912410458*pi,1.4824560958106838*pi) q[14];\nu3(3.3856516621704684*pi,0.3947424605729928*pi,0.8417654324948347*pi) q[15];\nRxxyyzz(0.42391392030232955*pi,0.2329844983223978*pi,0.05153805893346769*pi) q[6],q[0];\nRxxyyzz(0.44544298270032545*pi,0.37286440976590135*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.48513281352568016*pi,0.32697456580883455*pi,0.0*pi) q[15],q[2];\nRxxyyzz(0.4107595205574298*pi,0.29074518462318544*pi,3.88960896613961*pi) q[4],q[13];\nRxxyyzz(0.34159401969550973*pi,0.24317465432845253*pi,0.1437973730728368*pi) q[12],q[5];\nRxxyyzz(0.33471622684732955*pi,0.21608980795293675*pi,0.0831730944795428*pi) q[7],q[16];\nRxxyyzz(0.34635366255642996*pi,0.27052699806547953*pi,0.0*pi) q[8],q[9];\nu3(3.45027787281098*pi,2.702221724173543*pi,0.7900556225168014*pi) q[0];\nu3(3.563955336381812*pi,2.0568078303185087*pi,4.354917909740583*pi) q[1];\nu3(3.164077081363642*pi,0.5793828728039849*pi,1.3596494153528678*pi) q[2];\nu3(3.3546070352582698*pi,0.9653479737305428*pi,2.2827571503847075*pi) q[4];\nu3(3.5828015100335144*pi,3.3441493602056815*pi,4.418273774528069*pi) q[5];\nu3(3.3417464169678395*pi,2.5917214450252475*pi,1.4563031086619618*pi) q[6];\nu3(3.3579028659925587*pi,0.6828749005497332*pi,1.281114339034352*pi) q[7];\nu3(3.6382394520294263*pi,0.5267414891589888*pi,1.2230243914799273*pi) q[8];\nu3(3.1995573425775694*pi,3.240120736609451*pi,1.001562963158162*pi) q[9];\nu3(3.5413848512582358*pi,0.13527136817319874*pi,0.7808244249465077*pi) q[10];\nu3(3.544795592134437*pi,0.6872230749909609*pi,0.6276939488181456*pi) q[12];\nu3(3.597477891570776*pi,0.25202988477740995*pi,1.348572866863588*pi) q[13];\nu3(3.650809760323291*pi,1.7371224694368954*pi,1.5642129520375718*pi) q[15];\nu3(3.4495770777867616*pi,-0.05536530118167027*pi,3.936085488770019*pi) q[16];\nRxxyyzz(0.30163002189530985*pi,0.20531262828093944*pi,3.895162618775709*pi) q[16],q[2];\nRxxyyzz(0.42099543764624026*pi,0.20377890421105485*pi,3.9275146086005996*pi) q[3],q[4];\nRxxyyzz(0.43027591807681076*pi,0.29595779008437373*pi,0.0*pi) q[5],q[13];\nRxxyyzz(0.3966298763374697*pi,0.2087668666850131*pi,0.0997058731281157*pi) q[6],q[14];\nRxxyyzz(0.4516306745544201*pi,0.2473242386308837*pi,0.09762606725516818*pi) q[7],q[9];\nRxxyyzz(0.40503849116885005*pi,0.3131850301656005*pi,0.13703163623086945*pi) q[11],q[8];\nRxxyyzz(0.3939803781582247*pi,0.30481502150724665*pi,0.06831749770898662*pi) q[12],q[15];\nu3(3.693703600452035*pi,0.8511336989661145*pi,1.970041240482505*pi) q[2];\nu3(3.342738079952117*pi,0.15005238183005198*pi,2.125534806891108*pi) q[3];\nu3(3.2435788098579037*pi,1.764655403813856*pi,0.6640623733174733*pi) q[4];\nu3(3.1089569822290164*pi,2.343837459444024*pi,0.6159022666490159*pi) q[5];\nu3(3.1695689795302724*pi,1.0532978903468835*pi,4.24802587044894*pi) q[6];\nu3(3.3745255694817655*pi,-0.16085573627383032*pi,3.079063867146062*pi) q[7];\nu3(3.489682376291123*pi,0.6181180023412434*pi,1.1594448606421903*pi) q[8];\nu3(3.3753331620945657*pi,2.2545096854409*pi,0.6836981450549249*pi) q[9];\nu3(3.483073749410051*pi,2.3386094390724477*pi,0.8044680895160792*pi) q[11];\nu3(3.250545883912567*pi,0.06197305538425257*pi,1.8296715324675292*pi) q[12];\nu3(3.7412272690115125*pi,0.8624915751432172*pi,1.1965406290838*pi) q[13];\nu3(3.416955758938798*pi,2.3523078082927893*pi,4.141340215400003*pi) q[14];\nu3(3.1244779648099614*pi,1.617259552320097*pi,0.7574687235309459*pi) q[15];\nu3(3.28208316509314*pi,3.0270727386220826*pi,1.6732786893683103*pi) q[16];\nmeasure q[12] -> c[2];\nmeasure q[15] -> c[8];\nmeasure q[5] -> c[14];\nRxxyyzz(0.4290009653490793*pi,0.10313431747921697*pi,0.0*pi) q[11],q[0];\nRxxyyzz(0.446330080145419*pi,0.1307340513204417*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.3957983626972595*pi,0.1255058836885577*pi,0.11653875626674715*pi) q[2],q[4];\nRxxyyzz(0.4001290205129502*pi,0.36184071480472424*pi,3.93484061704783*pi) q[3],q[16];\nRxxyyzz(0.4804723428274701*pi,0.3558365797371723*pi,0.0*pi) q[6],q[8];\nRxxyyzz(0.4464638287541395*pi,0.2963224908760633*pi,3.958783675203021*pi) q[7],q[14];\nRxxyyzz(0.4570868090086999*pi,0.2823554760356552*pi,3.8007157006790107*pi) q[10],q[13];\nu3(3.568425288819674*pi,1.4572453135139043*pi,1.477025898400882*pi) q[0];\nu3(3.7946844980770846*pi,3.1092718703903177*pi,0.7372949712517869*pi) q[1];\nu3(3.342886537400593*pi,-0.1342038470112925*pi,3.2924036803993353*pi) q[2];\nu3(3.916061369825715*pi,2.7301295217589656*pi,4.4810751191214955*pi) q[3];\nu3(3.245222708562488*pi,3.3002460977690062*pi,1.6912443480526165*pi) q[4];\nu3(3.8090292406787327*pi,1.3352840155771486*pi,1.5362108368525966*pi) q[6];\nu3(3.297307838842112*pi,2.5174695436517434*pi,0.5396241391445176*pi) q[7];\nu3(3.8638304684973215*pi,0.7752712779766651*pi,0.5701973636009274*pi) q[8];\nu3(3.3724298842685854*pi,-0.449271581056088*pi,2.1529482007059904*pi) q[9];\nu3(3.6213837129246462*pi,0.2341233639056921*pi,1.3240829445199411*pi) q[10];\nu3(3.5488518092172203*pi,-0.3673167617392693*pi,0.7563417946342419*pi) q[11];\nu3(3.659099528191972*pi,-0.24336537235650996*pi,1.4163118319140358*pi) q[13];\nu3(3.4596865204973004*pi,3.172414285376941*pi,1.5241759770208376*pi) q[14];\nu3(3.0675475774675656*pi,0.9952387497183399*pi,1.3347154893102777*pi) q[16];\nmeasure q[7] -> c[0];\nmeasure q[9] -> c[1];\nmeasure q[6] -> c[3];\nmeasure q[14] -> c[4];\nmeasure q[10] -> c[5];\nmeasure q[0] -> c[6];\nmeasure q[3] -> c[7];\nmeasure q[8] -> c[9];\nmeasure q[16] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[13] -> c[12];\nmeasure q[4] -> c[13];\nmeasure q[11] -> c[15];\nmeasure q[1] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.4946123805652327*pi,2.2497121738437293*pi,1.5032548048424967*pi) q[0];\nu3(3.3579468266947967*pi,2.796673948508087*pi,1.5693743054166962*pi) q[1];\nu3(3.5157630356083525*pi,0.6118971975220218*pi,0.5000003531501838*pi) q[2];\nu3(3.4092366679884436*pi,0.6839040342005713*pi,1.4069734184876288*pi) q[3];\nu3(3.528402611176649*pi,-0.35551132968021437*pi,0.7785007378355591*pi) q[4];\nu3(3.2967690772393228*pi,2.2443284494798097*pi,3.279976693506078*pi) q[5];\nu3(3.5856227981103013*pi,0.2397746676912551*pi,1.919966652366222*pi) q[6];\nu3(3.5195552788451865*pi,3.1985855386078352*pi,4.215646890185215*pi) q[7];\nu3(3.4833761460101185*pi,3.3074643461129254*pi,1.9527380412076996*pi) q[8];\nu3(3.5863452475724626*pi,3.1654908080524127*pi,1.4476774397900907*pi) q[9];\nu3(3.8189095693341644*pi,0.8308883054742606*pi,2.449803200132762*pi) q[10];\nu3(3.2217930890884845*pi,0.015084531947643143*pi,3.4483784988468504*pi) q[11];\nu3(3.2023963784241998*pi,-0.30887215959534614*pi,2.004308809441121*pi) q[12];\nu3(3.543187936810116*pi,0.0754247120026128*pi,2.3959598945349145*pi) q[13];\nu3(3.3236526154365116*pi,2.6720127548539994*pi,3.939404825337941*pi) q[14];\nu3(3.5485901387996743*pi,2.603404650481341*pi,1.9642587493734092*pi) q[15];\nu3(3.5483411826679148*pi,-0.2780490025058411*pi,1.7250489478485966*pi) q[16];\nRxxyyzz(0.4200769105706895*pi,0.27366468152272844*pi,3.79747290440309*pi) q[0],q[13];\nRxxyyzz(0.44929691780870007*pi,0.37761346149765374*pi,0.07880612860693859*pi) q[1],q[2];\nRxxyyzz(0.4237429207630301*pi,0.3330543011117802*pi,3.9151685327205*pi) q[3],q[10];\nRxxyyzz(0.44320872165211966*pi,0.3655173633138773*pi,0.04761047593845058*pi) q[4],q[16];\nRxxyyzz(0.37746048459852055*pi,0.23778298360999595*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.4450855203500803*pi,0.32579712071977734*pi,3.91577012232728*pi) q[6],q[12];\nRxxyyzz(0.3654106811025194*pi,0.2250625585126218*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.48731295512794015*pi,0.23095917382552855*pi,0.0*pi) q[11],q[14];\nu3(3.4701030927342704*pi,0.6146008190690169*pi,1.8324776765329212*pi) q[0];\nu3(3.5941034391743574*pi,3.485465885509687*pi,4.493227551494661*pi) q[1];\nu3(3.7067196671634037*pi,-0.15486252732197725*pi,1.8512016174007728*pi) q[2];\nu3(3.100010209247828*pi,3.162503213796142*pi,0.7772303316182687*pi) q[3];\nu3(3.3622289633742213*pi,-0.3617174851620365*pi,0.6538455096488347*pi) q[4];\nu3(3.3994829444471737*pi,-0.17294979737917593*pi,3.9231679008681017*pi) q[5];\nu3(3.9737827748150085*pi,0.14875349129435955*pi,1.9056896369571532*pi) q[6];\nu3(3.403638530396266*pi,2.5295238097217227*pi,2.3803794838264243*pi) q[8];\nu3(3.5532734570152495*pi,3.4401868323426363*pi,0.7667092765746606*pi) q[9];\nu3(3.345432412172097*pi,0.6290318965927892*pi,1.9357894556304411*pi) q[10];\nu3(3.499584533548493*pi,3.1465790332284387*pi,1.794143029033661*pi) q[11];\nu3(3.4652382470293692*pi,3.3539413491638705*pi,1.5610327503678172*pi) q[12];\nu3(3.2784029774970866*pi,0.46079247914632504*pi,2.0640438681410025*pi) q[13];\nu3(3.768151045567891*pi,-0.14552848623527748*pi,2.3772428714034*pi) q[14];\nu3(3.1670598311624474*pi,3.433725720393974*pi,1.6615111415759767*pi) q[15];\nu3(3.5496257470279584*pi,3.0783896851535038*pi,1.6804588925747175*pi) q[16];\nRxxyyzz(0.4657038580511199*pi,0.27000715402660824*pi,0.0*pi) q[0],q[12];\nRxxyyzz(0.3769544319505496*pi,0.20359055283822336*pi,3.927463748934081*pi) q[1],q[7];\nRxxyyzz(0.2664129185411781*pi,0.23445865414460798*pi,0.0*pi) q[2],q[3];\nRxxyyzz(0.4445050977458701*pi,0.13012310920065318*pi,3.90387909653594*pi) q[4],q[9];\nRxxyyzz(0.3773195464133794*pi,0.24364314085147123*pi,3.934325652605869*pi) q[5],q[10];\nRxxyyzz(0.35071353980850956*pi,0.31103130785858024*pi,0.19644367680156716*pi) q[6],q[13];\nRxxyyzz(0.4409834466184614*pi,0.24387480832387773*pi,3.850508089582382*pi) q[8],q[11];\nRxxyyzz(0.3069018871770802*pi,0.16354820767953904*pi,0.0*pi) q[14],q[15];\nu3(3.374076690417552*pi,0.0908295700671311*pi,0.8975078988229832*pi) q[0];\nu3(3.266960925490835*pi,1.382674142133601*pi,2.4403765613748423*pi) q[1];\nu3(3.3073353615981365*pi,2.520595651772724*pi,1.028259238576064*pi) q[2];\nu3(3.9253037316985337*pi,0.513579174304319*pi,1.965284433397359*pi) q[3];\nu3(3.395029793822279*pi,3.2781077351561634*pi,1.293580667370919*pi) q[4];\nu3(3.344753286275883*pi,1.200438168976987*pi,0.6277190671867743*pi) q[5];\nu3(3.7999263632623705*pi,2.490865965697414*pi,1.4245232768413099*pi) q[6];\nu3(3.302767167818099*pi,3.4536063382340374*pi,1.4472508571398186*pi) q[7];\nu3(3.3102676020102537*pi,0.11212792838380126*pi,0.5674460904583616*pi) q[8];\nu3(3.4752783356089036*pi,0.5644443182922676*pi,1.7122888917164234*pi) q[9];\nu3(3.5931320370667383*pi,-0.2559755324279357*pi,1.430942563679174*pi) q[10];\nu3(3.566891285878373*pi,3.1968858208252797*pi,1.1486457425374326*pi) q[11];\nu3(3.1374592399016503*pi,0.12444367832543357*pi,1.3492149527903683*pi) q[12];\nu3(3.1401729608337368*pi,1.794685260738583*pi,4.061762919608213*pi) q[13];\nu3(3.3108006292920584*pi,0.6131978696714482*pi,4.381073684498821*pi) q[14];\nu3(3.7600648084780093*pi,-0.2783232310263041*pi,4.109296127599391*pi) q[15];\nRxxyyzz(0.4052524515115899*pi,0.24212657177210775*pi,3.83616921109555*pi) q[0],q[2];\nRxxyyzz(0.4818316658934556*pi,0.43234374376523516*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.2472073624273149*pi,0.18543479963213028*pi,0.0*pi) q[3],q[4];\nRxxyyzz(0.47137044777087*pi,0.4065946823590806*pi,0.0*pi) q[6],q[5];\nRxxyyzz(0.45768414123349993*pi,0.21047104868757022*pi,3.9603596044215603*pi) q[9],q[14];\nRxxyyzz(0.25156388995854995*pi,0.20057354675935102*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4390396415988796*pi,0.3283050222880808*pi,0.07000895200793325*pi) q[15],q[16];\nu3(3.222241234286513*pi,0.9940223525688117*pi,0.6669015932981219*pi) q[0];\nu3(3.0559463208209334*pi,0.13081634303069123*pi,1.3032336477732764*pi) q[1];\nu3(3.132331395944847*pi,2.9512247813462107*pi,2.152107536795507*pi) q[2];\nu3(3.6284903523755143*pi,0.12275929452192658*pi,2.4993131450793094*pi) q[3];\nu3(3.500168231099459*pi,0.16988815302966942*pi,2.217762317547721*pi) q[4];\nu3(3.1561481443397357*pi,3.4371013677899787*pi,0.6210326273775942*pi) q[5];\nu3(3.4421730891508107*pi,2.4288648526592524*pi,3.377076880272891*pi) q[6];\nu3(3.7962439292346586*pi,-0.011630475033193699*pi,1.5655461373989796*pi) q[9];\nu3(3.490587013834276*pi,3.2915056279174375*pi,1.6195324179449915*pi) q[10];\nu3(3.352218087200165*pi,-0.2663762277426418*pi,3.750638648460328*pi) q[12];\nu3(3.662979778737884*pi,0.67778912403331*pi,0.7995493374814534*pi) q[13];\nu3(3.611124030533562*pi,-0.1297476510878513*pi,1.4183042485950388*pi) q[14];\nu3(3.3641777486081494*pi,1.3374971569483711*pi,0.6368988434893451*pi) q[15];\nu3(3.5076560244306108*pi,-0.2855468992721104*pi,1.822331094622731*pi) q[16];\nRxxyyzz(0.19541236842169962*pi,0.17514187497796585*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.42636451640366957*pi,0.26610668581584407*pi,0.0*pi) q[8],q[1];\nRxxyyzz(0.3091318138129201*pi,0.27099903764137123*pi,0.0*pi) q[2],q[5];\nRxxyyzz(0.41160902770733*pi,0.3310346419137383*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.3231213437924695*pi,0.27066195200647325*pi,0.0*pi) q[9],q[11];\nRxxyyzz(0.3719000319253907*pi,0.08749841525638424*pi,0.0*pi) q[10],q[14];\nRxxyyzz(0.38470011200343907*pi,0.0989376359055422*pi,0.06222757269279619*pi) q[12],q[16];\nu3(3.413803596442272*pi,0.9189078800057944*pi,2.2370247880835405*pi) q[0];\nu3(3.2064973515942343*pi,0.13105737872999468*pi,0.9173607991438162*pi) q[1];\nu3(3.6363805074253754*pi,-0.1213248839766255*pi,2.0476478946662247*pi) q[2];\nu3(3.4953124275638827*pi,2.9248736905505917*pi,0.6679265216693531*pi) q[5];\nu3(3.6778200494192785*pi,2.646143539484628*pi,0.7008946034007564*pi) q[6];\nu3(3.08257460715234*pi,2.1612509362588854*pi,1.6549825480944178*pi) q[7];\nu3(3.600416229829079*pi,3.3938467247514925*pi,3.6774573985331127*pi) q[8];\nu3(3.59540699596146*pi,0.6999871168767215*pi,1.0577334138312078*pi) q[9];\nu3(3.4768628862457023*pi,3.4092290389032343*pi,2.1544668154678415*pi) q[10];\nu3(3.5618586975428994*pi,3.3936342166712192*pi,0.6570998428252268*pi) q[11];\nu3(3.1751530074800876*pi,2.806051575310623*pi,1.5283771696231634*pi) q[12];\nu3(3.5346653336768483*pi,2.306510453413021*pi,1.0021003334176775*pi) q[13];\nu3(3.9087286217663277*pi,-0.20130015993549577*pi,0.8447734832022132*pi) q[14];\nu3(3.6371007631947414*pi,2.0051668970402345*pi,4.229976039936304*pi) q[16];\nRxxyyzz(0.455465811596824*pi,0.15480784088165322*pi,0.0*pi) q[0],q[8];\nRxxyyzz(0.4371441389902299*pi,0.25425604984956746*pi,3.7938465607638356*pi) q[2],q[15];\nRxxyyzz(0.44236235169437965*pi,0.3553137179395742*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.3478188533329445*pi,0.2565985045251066*pi,0.0*pi) q[4],q[14];\nRxxyyzz(0.3553199707689197*pi,0.11846067993776721*pi,0.05390279779248175*pi) q[5],q[11];\nRxxyyzz(0.2604714143186906*pi,0.17164800228917487*pi,0.0*pi) q[6],q[10];\nRxxyyzz(0.35857162231480005*pi,0.24685335946863596*pi,3.90907916434952*pi) q[7],q[9];\nu3(3.794875878686589*pi,-0.0867237819429113*pi,0.9197310675638031*pi) q[0];\nu3(3.7723187915420677*pi,2.79639373808229*pi,2.2044038777337014*pi) q[2];\nu3(3.387856119571887*pi,3.3431850385094353*pi,0.6605137825356433*pi) q[3];\nu3(3.9668642575131483*pi,3.256833896663401*pi,0.6408939100057869*pi) q[4];\nu3(3.4957947339948965*pi,-0.46915956050269114*pi,0.5231731158904291*pi) q[5];\nu3(3.6073031767440145*pi,2.093875333407039*pi,4.41007051972066*pi) q[6];\nu3(3.280662006502481*pi,-0.3737957379146061*pi,0.7118460730324401*pi) q[7];\nu3(3.5572349546878885*pi,3.2251734243309587*pi,2.0762895105406405*pi) q[8];\nu3(3.7427159896032185*pi,0.10879506097336855*pi,1.3755297484924316*pi) q[9];\nu3(3.246836739506163*pi,-0.08457664015373256*pi,1.9612164869649042*pi) q[10];\nu3(3.479917550418535*pi,-0.2802436794264563*pi,4.180615527301891*pi) q[11];\nu3(3.903069498654679*pi,3.425006762199378*pi,2.0294115547461375*pi) q[13];\nu3(3.5836393927935717*pi,2.8394405263974796*pi,1.4139317382620737*pi) q[14];\nu3(3.4368669001600134*pi,0.9731539236696243*pi,1.2603274820318227*pi) q[15];\nRxxyyzz(0.4502701647695704*pi,0.18489378167823933*pi,0.0*pi) q[13],q[0];\nRxxyyzz(0.30413886192671014*pi,0.2565674414018855*pi,0.0*pi) q[9],q[1];\nRxxyyzz(0.4544133556047498*pi,0.3577167144441833*pi,0.17384091118759884*pi) q[11],q[3];\nRxxyyzz(0.47840435660582026*pi,0.37079251359548027*pi,0.0*pi) q[8],q[4];\nRxxyyzz(0.36404257181379995*pi,0.22324702536896646*pi,0.0*pi) q[10],q[5];\nRxxyyzz(0.42353576503592016*pi,0.36116010186900316*pi,0.057759552174553974*pi) q[14],q[6];\nu3(3.4463774781953034*pi,3.438588307062662*pi,1.019725979546*pi) q[0];\nu3(3.8026705855986984*pi,3.0415515383784237*pi,2.1118284458236207*pi) q[1];\nu3(3.5158568863831383*pi,2.35276279006734*pi,2.7277709181585563*pi) q[3];\nu3(3.43977018939531*pi,1.7005295626293475*pi,4.492925737384801*pi) q[4];\nu3(3.70729527081733*pi,-0.10928758226598195*pi,1.1280348622810201*pi) q[5];\nu3(3.764085014893602*pi,-0.3772201304184437*pi,1.1318585653704556*pi) q[6];\nu3(3.4872831368834527*pi,2.1887525082196246*pi,2.1468814281520046*pi) q[8];\nu3(3.8328940452701104*pi,3.0796613287610155*pi,1.4161028359772603*pi) q[9];\nu3(3.706459050757887*pi,2.2951776570128954*pi,1.532182159214452*pi) q[10];\nu3(3.4674303893724594*pi,2.316756028474079*pi,0.7326188019860815*pi) q[11];\nu3(3.464319952510004*pi,0.054245127169396*pi,2.1854453221455854*pi) q[13];\nu3(3.489413325512209*pi,0.9236190661573693*pi,1.21987853283205*pi) q[14];\nRxxyyzz(0.4365341399857118*pi,0.23098076538303103*pi,0.0*pi) q[14],q[0];\nRxxyyzz(0.35802845722881915*pi,0.1120401303492028*pi,0.0*pi) q[1],q[15];\nRxxyyzz(0.30752280731316955*pi,0.23318707902601332*pi,3.9307204818417*pi) q[2],q[8];\nRxxyyzz(0.35208600870978*pi,0.147090540955356*pi,0.0528264771055067*pi) q[7],q[3];\nRxxyyzz(0.4594839274081678*pi,0.22325007636776295*pi,0.0*pi) q[4],q[10];\nRxxyyzz(0.3226209146302202*pi,0.1786711853863725*pi,3.9603365603879794*pi) q[5],q[6];\nRxxyyzz(0.4963703592203009*pi,0.16413219149778202*pi,0.0*pi) q[11],q[9];\nRxxyyzz(0.2961673885515762*pi,0.170344886398611*pi,0.0*pi) q[12],q[13];\nu3(3.4924905826907757*pi,1.8848461940815886*pi,1.1528425346510365*pi) q[0];\nu3(3.235610668223841*pi,-0.3559952844906501*pi,0.9406843228721606*pi) q[1];\nu3(3.398504626574054*pi,0.4386797583840605*pi,1.147285715051712*pi) q[2];\nu3(3.336596341495741*pi,2.1058149755582485*pi,3.7885306410153476*pi) q[3];\nu3(3.1512199202466613*pi,2.755801362181062*pi,0.7043377968393328*pi) q[4];\nu3(3.7683153508345564*pi,1.3543000212674277*pi,1.565202223191117*pi) q[5];\nu3(3.7794381940308903*pi,2.637133934256917*pi,1.0989169029947101*pi) q[6];\nu3(3.669901921377547*pi,3.42525700807833*pi,2.3700892706796184*pi) q[7];\nu3(3.832512879561613*pi,3.3436302536218463*pi,1.1886702384527221*pi) q[8];\nu3(3.2585730538696076*pi,2.884925277360996*pi,1.8275775825754152*pi) q[9];\nu3(3.3567369563094624*pi,3.2492747499835732*pi,0.6227475421361301*pi) q[10];\nu3(3.47101807411965*pi,-0.08459776801733088*pi,1.536069489580624*pi) q[11];\nu3(3.4895782436233684*pi,2.191527421239018*pi,1.5411454773586057*pi) q[12];\nu3(3.588348364122294*pi,3.0514674512120834*pi,1.6581665090910656*pi) q[13];\nu3(3.407020301319655*pi,2.1411140404696813*pi,1.170495367504801*pi) q[14];\nu3(3.3562323038098523*pi,3.237662785045316*pi,1.2241834823332534*pi) q[15];\nRxxyyzz(0.3664742878924794*pi,0.2542825124983321*pi,3.8287815769966995*pi) q[0],q[9];\nRxxyyzz(0.44422959956318986*pi,0.22322401087122423*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.45292844757754014*pi,0.1794662754875368*pi,3.95340655638455*pi) q[4],q[7];\nRxxyyzz(0.26816154564074*pi,0.18373458109258145*pi,3.93510795142951*pi) q[14],q[5];\nRxxyyzz(0.43229653853027*pi,0.23820130986778312*pi,0.04387716626410807*pi) q[13],q[6];\nRxxyyzz(0.40750729641687977*pi,0.19505209871469775*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.32035857911686005*pi,0.23881068917705772*pi,0.0*pi) q[10],q[11];\nRxxyyzz(0.3982298869863094*pi,0.26207661533190585*pi,3.8367409201410005*pi) q[12],q[15];\nu3(3.424133258590053*pi,1.2581901806835918*pi,0.5243571276078889*pi) q[0];\nu3(3.2432874883734706*pi,2.25350086831003*pi,1.1058192665562823*pi) q[1];\nu3(3.482872757221662*pi,0.41459350214769053*pi,2.413268034270901*pi) q[2];\nu3(3.4285953263025197*pi,2.8676331460478433*pi,1.415919576424539*pi) q[4];\nu3(3.1674129512787945*pi,-0.17799786707990162*pi,0.9132478285258088*pi) q[5];\nu3(3.5919483164158654*pi,2.6306439553319825*pi,3.874998737772645*pi) q[6];\nu3(3.967329981145609*pi,-0.20198247428310956*pi,2.2233487881154135*pi) q[7];\nu3(3.490858609129856*pi,2.9641468098242916*pi,1.3002028544018762*pi) q[8];\nu3(3.525693513302685*pi,3.37038519162467*pi,0.7913160719467931*pi) q[9];\nu3(3.7337948436494774*pi,-0.08971682189904978*pi,2.464416631183098*pi) q[10];\nu3(3.529727256018059*pi,3.229063138280539*pi,0.7381374020334589*pi) q[11];\nu3(3.0974386792891884*pi,-0.07088039468262591*pi,1.1030434442800892*pi) q[12];\nu3(3.629982040238344*pi,-0.1760041787333375*pi,2.005719220043243*pi) q[13];\nu3(3.940048798629083*pi,3.3700841972426585*pi,1.871421750140457*pi) q[14];\nu3(3.5244708309793644*pi,3.401602951994134*pi,1.469684780847325*pi) q[15];\nu3(3.324187296493488*pi,-0.44861635872648226*pi,0.8790623155123629*pi) q[16];\nRxxyyzz(0.4601254370323752*pi,0.29560826180482597*pi,3.864361932836049*pi) q[0],q[8];\nRxxyyzz(0.44140505885378*pi,0.312663924065149*pi,0.14169124166429728*pi) q[4],q[1];\nRxxyyzz(0.361256420149196*pi,0.1791768907362039*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.31473186861019997*pi,0.1488101597182513*pi,0.0*pi) q[15],q[3];\nRxxyyzz(0.3056698574782999*pi,0.12088713843392584*pi,0.0*pi) q[12],q[5];\nRxxyyzz(0.41424957654240974*pi,0.15742086883216694*pi,3.929872646716241*pi) q[9],q[10];\nRxxyyzz(0.42694277744135967*pi,0.20485041503229717*pi,0.0*pi) q[11],q[13];\nRxxyyzz(0.4242821808339502*pi,0.35622702200686995*pi,0.0*pi) q[14],q[16];\nu3(3.3510836120340826*pi,2.528287956660407*pi,1.975158489535024*pi) q[0];\nu3(3.490084608329924*pi,3.2304482550971496*pi,1.034364048568913*pi) q[1];\nu3(3.0396109934644557*pi,3.4171239967620153*pi,1.1241630280315*pi) q[2];\nu3(3.1194345438765794*pi,0.24470715391630415*pi,0.9800262754263942*pi) q[3];\nu3(3.6049992324735753*pi,0.1785101079201521*pi,0.512644404176668*pi) q[4];\nu3(3.2553886066938245*pi,0.7136936687173367*pi,2.0819847342396076*pi) q[5];\nu3(3.109902055020609*pi,2.818398991240404*pi,2.0682698805414037*pi) q[7];\nu3(3.6789943646226093*pi,-0.06155053646895425*pi,1.3182329913344333*pi) q[8];\nu3(3.5417602524986522*pi,2.920726132477329*pi,0.9121810372841734*pi) q[9];\nu3(3.8758362360123524*pi,-0.23285690701277972*pi,1.0143448896987055*pi) q[10];\nu3(3.567627741949713*pi,0.05085771699221764*pi,1.9543341292159768*pi) q[11];\nu3(3.7082762030677263*pi,-0.27740951872523556*pi,2.6938364496662666*pi) q[12];\nu3(3.4235929227726203*pi,0.22076778383985862*pi,0.7307220217386482*pi) q[13];\nu3(3.489321813288269*pi,-0.005482884154699441*pi,4.453207086903008*pi) q[14];\nu3(3.2591454588933364*pi,2.5212206642196717*pi,2.266835597061009*pi) q[15];\nu3(3.2924611602447933*pi,2.536985052587644*pi,1.2557112937529893*pi) q[16];\nRxxyyzz(0.37491284575204953*pi,0.28130085958674145*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.38155136031520087*pi,0.14317243717627026*pi,0.0*pi) q[9],q[3];\nRxxyyzz(0.41996754562408156*pi,0.2933870351331809*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.4431246533972301*pi,0.3137595852524215*pi,3.9063837517452*pi) q[5],q[6];\nRxxyyzz(0.42088237980169996*pi,0.2897449590014656*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.4261663648424099*pi,0.17733806067468927*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.2272843988064793*pi,0.2213003361860748*pi,0.1032411185906752*pi) q[13],q[16];\nu3(3.728089110256186*pi,1.1909150027949775*pi,1.670028302775763*pi) q[1];\nu3(3.3155651749083326*pi,-0.14711477538450446*pi,0.6967120781308679*pi) q[3];\nu3(3.614150804668662*pi,3.081818187292083*pi,4.226299692517692*pi) q[4];\nu3(3.2427384453731554*pi,2.000551143437774*pi,2.035228330930539*pi) q[5];\nu3(3.579203958829308*pi,-0.24879974486965484*pi,0.8954050315754745*pi) q[6];\nu3(3.351089888069969*pi,2.740292492430121*pi,2.297483286153388*pi) q[8];\nu3(3.7760188612544345*pi,-0.2698391009364105*pi,0.5737993813077318*pi) q[9];\nu3(3.553293163925141*pi,0.3489685931960498*pi,1.3515008207403216*pi) q[10];\nu3(3.5114433824309046*pi,3.440102680171211*pi,1.23959255010862*pi) q[11];\nu3(3.8659216952259485*pi,2.0660297579579456*pi,1.3604352864146727*pi) q[12];\nu3(3.244469871141446*pi,-0.37574757252526614*pi,3.6943257312815376*pi) q[13];\nu3(3.8290156501966353*pi,2.0929388119201104*pi,1.1569135708091607*pi) q[14];\nu3(3.5030661078486838*pi,0.42462311635424*pi,1.2369517969168775*pi) q[15];\nu3(3.6831632848209046*pi,2.1314009869312294*pi,0.8933609014255363*pi) q[16];\nRxxyyzz(0.42961298485777966*pi,0.2514443590929083*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.42883990732164007*pi,0.29951327406711326*pi,0.10517123711959706*pi) q[3],q[6];\nRxxyyzz(0.46759563724276987*pi,0.3844317863452544*pi,0.0*pi) q[11],q[5];\nRxxyyzz(0.38474262580877927*pi,0.2747527914816059*pi,0.07078682716157923*pi) q[7],q[16];\nRxxyyzz(0.30244637820493997*pi,0.2697029185551334*pi,0.19727087391707432*pi) q[14],q[9];\nRxxyyzz(0.4688853169477102*pi,0.3593622891188981*pi,0.0*pi) q[13],q[10];\nu3(3.8002200362974525*pi,3.4260880579881983*pi,1.8704640368182952*pi) q[1];\nu3(3.368695401826028*pi,-0.24401758038876997*pi,0.7694367690845061*pi) q[2];\nu3(3.4551127598139866*pi,0.16863026366847123*pi,3.293400838825459*pi) q[3];\nu3(3.610168883185697*pi,0.07106173800597093*pi,3.7449297943933435*pi) q[5];\nu3(3.521612976834397*pi,2.9052174426200303*pi,0.7168224861999543*pi) q[6];\nu3(3.604806838529412*pi,-0.016708437909586538*pi,1.800639012738814*pi) q[7];\nu3(3.350897472642581*pi,3.256148288251731*pi,3.960079732434905*pi) q[9];\nu3(3.682139143554071*pi,0.606778900074062*pi,1.5914461231794226*pi) q[10];\nu3(3.4727751835042566*pi,-0.3056694251991398*pi,1.4180718685400915*pi) q[11];\nu3(3.663198640834717*pi,1.6566117688135122*pi,1.4955410178088702*pi) q[13];\nu3(3.533671897996273*pi,-0.16092456747551998*pi,1.4791024347845814*pi) q[14];\nu3(3.2280820540649855*pi,3.0628864677751455*pi,2.0097918601126485*pi) q[16];\nRxxyyzz(0.4361184238329304*pi,0.2746968949452224*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.42707798522340024*pi,0.20792138179057051*pi,0.0*pi) q[14],q[1];\nRxxyyzz(0.4330638419682601*pi,0.27121525248492406*pi,3.92447211511284*pi) q[13],q[4];\nRxxyyzz(0.28835397930677875*pi,0.1515505315224941*pi,0.0*pi) q[5],q[6];\nRxxyyzz(0.3625463769358196*pi,0.11465433949778482*pi,3.9199689878844897*pi) q[11],q[7];\nRxxyyzz(0.4742232551465405*pi,0.1536119856195155*pi,0.0*pi) q[8],q[16];\nRxxyyzz(0.3897640717055099*pi,0.2046562802278422*pi,3.9518816496376705*pi) q[15],q[9];\nRxxyyzz(0.45992825769254975*pi,0.2720672204290301*pi,0.15785022412247626*pi) q[10],q[12];\nu3(3.509675806158696*pi,-0.07284539619233832*pi,2.3957092063913605*pi) q[0];\nu3(3.516110356392776*pi,2.4369136821717516*pi,1.3972185468178866*pi) q[1];\nu3(3.21486732115849*pi,3.250544158744011*pi,3.8351520724460704*pi) q[2];\nu3(3.178603815090358*pi,1.7467319206887146*pi,0.5131291915221086*pi) q[4];\nu3(3.5754602833903126*pi,-0.1269711563005117*pi,3.219009541808064*pi) q[5];\nu3(3.3010097603003405*pi,-0.35381776928357406*pi,0.7799007631528536*pi) q[6];\nu3(3.609672014186194*pi,-0.4564157075701783*pi,0.7608500502634725*pi) q[7];\nu3(3.768969731020923*pi,0.23369205548480454*pi,2.365484120732243*pi) q[8];\nu3(3.6528613309037103*pi,-0.11275056671808881*pi,1.5748519458431405*pi) q[9];\nu3(3.22518460617004*pi,0.42456916093103714*pi,0.6697330401905723*pi) q[10];\nu3(3.561818496652339*pi,2.8773370560879776*pi,0.5603934912878938*pi) q[11];\nu3(3.756251873724254*pi,0.42847980952951537*pi,2.619733404641737*pi) q[12];\nu3(3.824212692757741*pi,0.687865311044102*pi,2.399371984267276*pi) q[13];\nu3(3.6478508897732977*pi,0.8963465879257011*pi,1.4376654023692736*pi) q[14];\nu3(3.810274069595866*pi,-0.4360988357706885*pi,0.5531589308380784*pi) q[15];\nu3(3.295622950179676*pi,-0.052232095472842355*pi,4.157967183769449*pi) q[16];\nRxxyyzz(0.31815684105256986*pi,0.22602176572907418*pi,3.9596907833179404*pi) q[0],q[12];\nRxxyyzz(0.4046617520594298*pi,0.37610008601831524*pi,3.942720287547321*pi) q[1],q[4];\nRxxyyzz(0.3834738479652295*pi,0.31672647602794773*pi,0.04844720036070964*pi) q[2],q[3];\nRxxyyzz(0.4026729063604595*pi,0.28986754315031177*pi,3.9457227509026005*pi) q[15],q[5];\nRxxyyzz(0.4315194871365725*pi,0.2591652533369301*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.35833590963920703*pi,0.13047897839513733*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.38550986017211997*pi,0.34348158307879395*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.3605227492818286*pi,0.18242529463931434*pi,0.0*pi) q[13],q[14];\nu3(3.9090249550730847*pi,3.245725384928356*pi,3.2918927577480006*pi) q[0];\nu3(3.0603634215393734*pi,3.3037604195040196*pi,1.0858606681975491*pi) q[1];\nu3(3.3015977339169944*pi,0.13637638452916223*pi,0.881944991041023*pi) q[2];\nu3(3.4165118885986567*pi,3.4411444458932463*pi,3.1237758837411373*pi) q[3];\nu3(3.8305630209406063*pi,-0.31895632478866015*pi,1.237215899587165*pi) q[4];\nu3(3.6456874548613105*pi,0.6519908826775191*pi,2.26435197427926*pi) q[5];\nu3(3.325523138277222*pi,-0.08123254722535989*pi,4.031478811278553*pi) q[6];\nu3(3.4451342746922653*pi,0.19151417394272596*pi,1.9501880465212529*pi) q[7];\nu3(3.04685775113884*pi,0.20194820802684732*pi,1.7673714685355286*pi) q[8];\nu3(3.44574618772192*pi,2.3218003652333907*pi,2.281665480188085*pi) q[10];\nu3(3.6039972316979725*pi,-0.4422873476018326*pi,0.7759981011012049*pi) q[11];\nu3(3.5540022617475278*pi,0.4136475036535683*pi,1.53692720316168*pi) q[12];\nu3(3.498321708800233*pi,3.080072171714645*pi,2.444497261993982*pi) q[13];\nu3(3.323268154478221*pi,-0.3796781975863258*pi,1.2457113882029471*pi) q[14];\nu3(3.3863671406048894*pi,0.04305244992954971*pi,1.0861701502703236*pi) q[15];\nu3(3.260597764586385*pi,0.14545806086167024*pi,0.879045124789906*pi) q[16];\nRxxyyzz(0.43953509982206995*pi,0.24637753924535302*pi,3.892395639255829*pi) q[0],q[9];\nRxxyyzz(0.40550564365989505*pi,0.32699074116314975*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.40183144659422054*pi,0.23559879039850096*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.38407464049787465*pi,0.318888074694152*pi,3.730875828162591*pi) q[4],q[5];\nRxxyyzz(0.38119105448511*pi,0.2287506380805861*pi,0.06617516664924515*pi) q[6],q[15];\nRxxyyzz(0.45635879426682935*pi,0.3491867450913697*pi,0.0*pi) q[7],q[10];\nRxxyyzz(0.3137389346183497*pi,0.1054044479107491*pi,0.0*pi) q[8],q[12];\nRxxyyzz(0.4288953998136299*pi,0.3828202662656748*pi,3.73840047817566*pi) q[11],q[13];\nu3(3.456808848981618*pi,0.8352124090372692*pi,2.491688242546292*pi) q[0];\nu3(3.7845278263869546*pi,-0.3782865951299853*pi,0.9657057495683268*pi) q[1];\nu3(3.147133455051884*pi,2.3951751459297963*pi,0.8493716086713865*pi) q[2];\nu3(3.335802473199268*pi,0.7758205856108527*pi,1.8002210819268503*pi) q[3];\nu3(3.3162953715595926*pi,2.1927870534858567*pi,1.939172524701823*pi) q[4];\nu3(3.44631632729468*pi,0.500707420745149*pi,2.2851117428619654*pi) q[5];\nu3(3.947282912306124*pi,2.8992618359874047*pi,1.1836215935842365*pi) q[6];\nu3(3.7844769343260825*pi,1.3914781525558697*pi,1.2363401471016646*pi) q[7];\nu3(3.419656518507908*pi,2.8648808999802964*pi,0.5257965378171927*pi) q[8];\nu3(3.47074403711295*pi,0.21088558979451189*pi,1.5620431360603435*pi) q[9];\nu3(3.2564690235891103*pi,0.4604833717842969*pi,0.8631660517924875*pi) q[10];\nu3(3.2367219671423113*pi,0.772539821679811*pi,2.4982098615370125*pi) q[11];\nu3(3.7837365028623013*pi,0.9229969216915672*pi,1.6141952232211487*pi) q[12];\nu3(3.4374782351454773*pi,3.002638726307812*pi,2.4967249993132343*pi) q[13];\nu3(3.8056894304784534*pi,0.060180750827054874*pi,1.1330857606036726*pi) q[15];\nu3(3.4620591692718437*pi,3.414341287644296*pi,1.2864158867147797*pi) q[16];\nRxxyyzz(0.4662142822520199*pi,0.1832188664241603*pi,0.0*pi) q[0],q[3];\nRxxyyzz(0.3162091672758698*pi,0.20541100702153514*pi,3.8749802599603793*pi) q[1],q[7];\nRxxyyzz(0.20490001706146022*pi,0.07735704643632257*pi,0.0*pi) q[6],q[2];\nRxxyyzz(0.37286639550025147*pi,0.34883323747158734*pi,0.0*pi) q[8],q[10];\nRxxyyzz(0.4451616608764999*pi,0.30920360110352885*pi,3.7714047484496405*pi) q[11],q[16];\nRxxyyzz(0.4725182918201054*pi,0.06451548319855016*pi,0.0*pi) q[14],q[12];\nRxxyyzz(0.4128913921754871*pi,0.09944862731428661*pi,0.0*pi) q[15],q[13];\nu3(3.4635458137302852*pi,3.0119515932734067*pi,1.7846090257964757*pi) q[0];\nu3(3.38704989105217*pi,2.625332876953511*pi,3.9621310408511574*pi) q[1];\nu3(3.512465798345257*pi,-0.22904796712765574*pi,0.8997802678616029*pi) q[2];\nu3(3.24171940359963*pi,2.5576982319369725*pi,0.5178478211207072*pi) q[3];\nu3(3.3272159261518683*pi,-0.3911113979999786*pi,1.0316182459482117*pi) q[6];\nu3(3.624020244646209*pi,2.885535670450346*pi,0.8712742747823445*pi) q[7];\nu3(3.5351168680161997*pi,1.1954231892872702*pi,1.66085582046968*pi) q[8];\nu3(3.4114569646808865*pi,3.1029349681879155*pi,0.7246180523801917*pi) q[10];\nu3(3.4681916069295355*pi,0.10890953939445869*pi,1.8770314191989308*pi) q[11];\nu3(3.092098389178183*pi,0.10655857682844727*pi,0.7115762838930672*pi) q[12];\nu3(3.1621384700790163*pi,0.5044629901275526*pi,1.324493959141675*pi) q[13];\nu3(3.7730238456041176*pi,-0.30310195160653286*pi,0.6008602796658331*pi) q[14];\nu3(3.904111457776157*pi,1.8321029250048224*pi,1.4675964116264584*pi) q[15];\nu3(3.1959357455682857*pi,3.344522223184933*pi,0.6511560259433677*pi) q[16];\nRxxyyzz(0.22884967498224018*pi,0.09449716261927588*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.4165791388794201*pi,0.2674439261001754*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.3719383117082432*pi,0.2110040024263219*pi,0.0*pi) q[10],q[4];\nRxxyyzz(0.3806554668397891*pi,0.2606417286320575*pi,0.0*pi) q[13],q[5];\nRxxyyzz(0.4785196632619996*pi,0.2767691660014382*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.39293984373451984*pi,0.15888756751906652*pi,3.9029854431128896*pi) q[7],q[14];\nRxxyyzz(0.43872920519500014*pi,0.16938707067553466*pi,0.12598775840077633*pi) q[12],q[8];\nRxxyyzz(0.4042431581407102*pi,0.2554444773535424*pi,3.9124541718089*pi) q[11],q[15];\nu3(3.888430293478802*pi,2.301568182656497*pi,0.7274630510575568*pi) q[1];\nu3(3.297859600891759*pi,-0.4364206461386193*pi,2.0383915973736517*pi) q[2];\nu3(3.6228251034234673*pi,1.1355958427411315*pi,1.1362408713225585*pi) q[3];\nu3(3.5324924336799723*pi,2.5181935005361127*pi,2.2827414176585417*pi) q[4];\nu3(3.63600244190257*pi,2.056390825822649*pi,2.0260809258148003*pi) q[5];\nu3(3.254484113530837*pi,3.1902947583893755*pi,2.007476710222436*pi) q[6];\nu3(3.673269505591804*pi,2.7493835779236684*pi,1.977122074875503*pi) q[7];\nu3(3.6823255085138196*pi,1.7467276316608409*pi,0.6432279841983612*pi) q[8];\nu3(3.8639181926873944*pi,0.1799943445954738*pi,1.7578765639365037*pi) q[9];\nu3(3.183756120042529*pi,0.19564565066548845*pi,0.884588439360263*pi) q[10];\nu3(3.268443398591432*pi,3.292266806057689*pi,1.1297751900121655*pi) q[11];\nu3(3.390054621965283*pi,2.1341164527752614*pi,4.254712864278026*pi) q[12];\nu3(3.2063983503009603*pi,3.1274664078788508*pi,1.9745000124060095*pi) q[13];\nu3(3.441913872702472*pi,2.276689899525802*pi,1.0288701310682113*pi) q[14];\nu3(3.5276738806862915*pi,0.4143759677646428*pi,0.9145823427506943*pi) q[15];\nu3(3.8243651275531483*pi,0.1510039177599759*pi,1.8698431582466122*pi) q[16];\nmeasure q[7] -> c[10];\nRxxyyzz(0.46065955408163*pi,0.21831131937883438*pi,0.049621418457540326*pi) q[1],q[0];\nRxxyyzz(0.31608236891853003*pi,0.15443711381265102*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.26712283954634963*pi,0.18390018808223296*pi,0.0*pi) q[12],q[3];\nRxxyyzz(0.43577060265588946*pi,0.18676811003272595*pi,0.04335845025602723*pi) q[4],q[15];\nRxxyyzz(0.4005390600861398*pi,0.2764425825954136*pi,0.13300500539582305*pi) q[5],q[16];\nRxxyyzz(0.44032634369990975*pi,0.1989517160472709*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.4346211173754098*pi,0.1826877040864229*pi,0.047687238105302426*pi) q[10],q[8];\nRxxyyzz(0.49647983598745227*pi,0.24386208616059424*pi,0.0*pi) q[9],q[11];\nu3(3.4993845611941494*pi,-0.3056036728446303*pi,4.20008797656667*pi) q[0];\nu3(3.1962152960916654*pi,3.2797169014575913*pi,1.871138509349164*pi) q[1];\nu3(0.4518623812918257*pi,1.04877702113559*pi,1.1309955761939787*pi) q[2];\nu3(1.5425576222110076*pi,0.2086144423026257*pi,0.6048090259630406*pi) q[3];\nu3(3.6150805917660604*pi,3.26533437632227*pi,1.231853996295862*pi) q[4];\nu3(3.259567433490969*pi,2.807584541125391*pi,0.554070491684608*pi) q[5];\nu3(3.8108635062287575*pi,0.16347508833655455*pi,4.105447322834344*pi) q[6];\nu3(3.438004174390079*pi,-0.19452567828486977*pi,1.948157588748295*pi) q[8];\nu3(3.425395460198214*pi,0.10972306191742298*pi,4.077489521109554*pi) q[9];\nu3(3.088922527425229*pi,2.412641932673335*pi,1.5844441813713148*pi) q[10];\nu3(3.567075529101669*pi,-0.12359217756988211*pi,2.379513376912142*pi) q[11];\nu3(0.5431413331679015*pi,0.016111525327282994*pi,1.1733685319824336*pi) q[12];\nu3(3.1901420447735154*pi,-0.39455723536484033*pi,1.2435750269133607*pi) q[13];\nu3(3.613182120190383*pi,0.8899584121223505*pi,2.102306138189454*pi) q[14];\nu3(3.8334781730889134*pi,3.143592860574719*pi,4.169194721104436*pi) q[15];\nu3(3.4352554289812343*pi,1.7607007571948863*pi,0.5932783052374357*pi) q[16];\nmeasure q[11] -> c[0];\nmeasure q[3] -> c[1];\nmeasure q[1] -> c[2];\nmeasure q[12] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[2] -> c[5];\nmeasure q[5] -> c[6];\nmeasure q[0] -> c[7];\nmeasure q[9] -> c[8];\nmeasure q[10] -> c[9];\nmeasure q[16] -> c[11];\nmeasure q[8] -> c[12];\nmeasure q[6] -> c[13];\nmeasure q[13] -> c[14];\nmeasure q[15] -> c[15];\nmeasure q[14] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.592369547435718*pi,3.317832319109071*pi,1.5102793474447633*pi) q[0];\nu3(3.703645108923287*pi,-0.11208265523786914*pi,2.403491984623095*pi) q[1];\nu3(3.3613416163465946*pi,2.3869031828162566*pi,0.5001842911872637*pi) q[2];\nu3(3.4313483397400275*pi,3.285786924892239*pi,1.1837042563105498*pi) q[3];\nu3(3.809019068175348*pi,0.075591207993837*pi,2.4154863532679807*pi) q[4];\nu3(3.3194509241479473*pi,0.30688404563756166*pi,3.261113257418867*pi) q[5];\nu3(3.2850960103411793*pi,0.016070131088148254*pi,1.4581181100925185*pi) q[6];\nu3(3.2908343187571845*pi,3.205520739946853*pi,3.8661113060732575*pi) q[7];\nu3(3.9442506798932255*pi,-0.47637721609035943*pi,4.336897199415712*pi) q[8];\nu3(3.2372003116322885*pi,0.24424272808668412*pi,2.173222481309279*pi) q[9];\nu3(3.487898296439027*pi,-0.05294273957476536*pi,1.6099560795943533*pi) q[10];\nu3(3.2719746384345254*pi,0.905929623320552*pi,0.5342134943817858*pi) q[11];\nu3(3.7116475427282296*pi,-0.486103628747289*pi,4.114748009887016*pi) q[12];\nu3(3.2196894127241418*pi,2.7778539601990446*pi,4.27415631731105*pi) q[13];\nu3(3.948959267916636*pi,3.155013303518456*pi,4.172639374835638*pi) q[14];\nu3(3.640050050845632*pi,0.8673682439281201*pi,1.0496256942837991*pi) q[15];\nu3(3.4629340198075234*pi,-0.40124993121724617*pi,1.1987256271293494*pi) q[16];\nRxxyyzz(0.4168997942736796*pi,0.32926281806804214*pi,3.8682661629087*pi) q[0],q[6];\nRxxyyzz(0.3673452915905401*pi,0.3229829004368603*pi,0.059440975653921556*pi) q[1],q[14];\nRxxyyzz(0.4369722463448513*pi,0.23964091924346564*pi,0.0*pi) q[2],q[8];\nRxxyyzz(0.39539779362040006*pi,0.297494983584393*pi,3.83850856479369*pi) q[3],q[9];\nRxxyyzz(0.43763427165395946*pi,0.34402125131183675*pi,3.9072445013149792*pi) q[4],q[5];\nRxxyyzz(0.3511619314204699*pi,0.08147663231473945*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.42427488231333044*pi,0.32793645323779086*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.4367751788327896*pi,0.10628583802717206*pi,0.0*pi) q[11],q[12];\nu3(3.322938399087798*pi,2.8018668659282326*pi,1.7574773682751674*pi) q[0];\nu3(3.2845662594891962*pi,0.46154276498595714*pi,3.593829986706783*pi) q[1];\nu3(3.4617955407496916*pi,2.7794624102064964*pi,1.9690010641128437*pi) q[2];\nu3(3.984368888923162*pi,2.579624875379534*pi,1.4419022801006462*pi) q[3];\nu3(3.625267480514387*pi,0.848744351049725*pi,1.9244897422483342*pi) q[4];\nu3(3.654392360588269*pi,3.3405089864103292*pi,2.3493610658146036*pi) q[5];\nu3(3.6977972737654436*pi,2.852269112996149*pi,1.2066564810606755*pi) q[6];\nu3(3.0594082708080568*pi,2.4136889806873376*pi,0.9265845436431746*pi) q[7];\nu3(3.341033114387927*pi,-0.12467031540392992*pi,3.8848039375775665*pi) q[8];\nu3(3.62251617368823*pi,3.3031832746947796*pi,1.273281414754012*pi) q[9];\nu3(3.4551789668931727*pi,2.1127284305442036*pi,1.7845868786704322*pi) q[10];\nu3(3.2396749804827363*pi,0.15636566528333962*pi,4.295061109189424*pi) q[11];\nu3(3.917728117574154*pi,3.2734041230988487*pi,2.322037029994452*pi) q[12];\nu3(3.349290979268225*pi,0.7445500131871281*pi,1.5411700516594182*pi) q[13];\nu3(3.625526572737546*pi,0.5110107102259003*pi,3.6522359725909883*pi) q[14];\nu3(3.6425549551339365*pi,-0.4037467859928656*pi,0.5448733923085713*pi) q[15];\nRxxyyzz(0.41783507986954005*pi,0.2656349858198832*pi,0.0*pi) q[0],q[15];\nRxxyyzz(0.4655383068746203*pi,0.1366993483153376*pi,0.0*pi) q[1],q[4];\nRxxyyzz(0.4733843229450003*pi,0.22741008056448753*pi,0.0*pi) q[2],q[10];\nRxxyyzz(0.40571993249576*pi,0.2850382023119251*pi,0.04842918233523899*pi) q[3],q[11];\nRxxyyzz(0.44543380729214993*pi,0.3255857511185936*pi,0.058946263398473364*pi) q[5],q[16];\nRxxyyzz(0.4551823336802805*pi,0.39950093039658885*pi,3.9363124013677897*pi) q[8],q[7];\nRxxyyzz(0.3941576138121907*pi,0.3519204338999551*pi,0.0*pi) q[9],q[14];\nRxxyyzz(0.45848475810202016*pi,0.4358108165110197*pi,3.9133646277046097*pi) q[13],q[12];\nu3(3.6599507395203674*pi,-0.05164706274791464*pi,0.6395716924288184*pi) q[0];\nu3(3.602635947713227*pi,2.7271103910298766*pi,0.8336789927395043*pi) q[1];\nu3(3.698472346834187*pi,-0.3920336953268362*pi,4.3625447650578755*pi) q[2];\nu3(3.7028396248962614*pi,2.330756445724788*pi,1.0225195746327151*pi) q[3];\nu3(3.64799636389701*pi,2.1304285361782105*pi,1.3230273867895255*pi) q[4];\nu3(3.4028221554855307*pi,-0.2624013834350152*pi,2.1760785320595915*pi) q[5];\nu3(3.691488707038344*pi,1.1744569886382337*pi,1.4112282740823388*pi) q[7];\nu3(3.8905149609631544*pi,3.3234935210173795*pi,1.8434015950918932*pi) q[8];\nu3(3.6391012749887923*pi,3.194484159830786*pi,1.012866219231586*pi) q[9];\nu3(3.33852246275689*pi,0.1048599326497176*pi,1.3066427833390957*pi) q[10];\nu3(3.1768735026810515*pi,-0.08002542178169275*pi,1.6087857545452577*pi) q[11];\nu3(3.7021568791410595*pi,3.127493720169938*pi,1.3559642925804014*pi) q[12];\nu3(3.5061442443884085*pi,0.42655113429482794*pi,0.5066310902056358*pi) q[13];\nu3(3.4910203807700406*pi,2.8861236810122426*pi,0.8587964001861617*pi) q[14];\nu3(3.5409858910235146*pi,3.1717191056965164*pi,1.4810545343418902*pi) q[15];\nu3(3.5606554490727755*pi,0.1077698171502719*pi,3.7964790097558407*pi) q[16];\nRxxyyzz(0.3928102198312696*pi,0.25740883749185006*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.34559266815181*pi,0.316501710520946*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.36293011640858974*pi,0.24104511516524352*pi,0.0*pi) q[4],q[13];\nRxxyyzz(0.4450899134541295*pi,0.309339410001321*pi,3.8467170477172705*pi) q[5],q[6];\nRxxyyzz(0.35749865260375746*pi,0.2594401168284748*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.4154521601112502*pi,0.1524464584206786*pi,0.0*pi) q[8],q[9];\nRxxyyzz(0.3905287145965306*pi,0.1928757060046251*pi,0.0*pi) q[11],q[16];\nRxxyyzz(0.4484380652133799*pi,0.4182423837691669*pi,0.21376003253821685*pi) q[14],q[12];\nu3(3.6341861158521596*pi,0.0783358925611426*pi,0.6897103264916842*pi) q[0];\nu3(3.177124807394277*pi,0.6718946419005556*pi,0.7090862244874222*pi) q[2];\nu3(3.6117621959468993*pi,2.3903188992588467*pi,0.7251714159522828*pi) q[3];\nu3(3.1941653022036793*pi,2.376743628532762*pi,1.425732343642022*pi) q[4];\nu3(3.694621648008676*pi,1.3689239733327732*pi,0.5264167625831369*pi) q[5];\nu3(3.5053003165641208*pi,-0.3023621369636179*pi,0.8904827232415937*pi) q[6];\nu3(3.471366089428189*pi,3.491400696520333*pi,1.1663779586675753*pi) q[7];\nu3(3.2281821607323344*pi,3.317085979587772*pi,1.6958607940705144*pi) q[8];\nu3(3.576421293355935*pi,-0.04238911235821918*pi,0.6867587258859047*pi) q[9];\nu3(3.114017752815222*pi,2.0230882384665234*pi,1.5653119082331912*pi) q[10];\nu3(3.208723053684475*pi,-0.20794846458116256*pi,0.8478181327567422*pi) q[11];\nu3(3.1707205207378206*pi,1.5438827107634117*pi,0.997457448829779*pi) q[12];\nu3(3.3416611079238403*pi,2.4047379622460268*pi,1.731927271141946*pi) q[13];\nu3(3.456951297168012*pi,0.3751253544695311*pi,3.025498730407262*pi) q[14];\nu3(3.2762551327726173*pi,-0.19122205343181675*pi,0.6017083223024668*pi) q[15];\nu3(3.424273701793268*pi,1.9023284338927717*pi,1.5463040175913405*pi) q[16];\nRxxyyzz(0.38398885087657986*pi,0.24820995271835583*pi,0.13588579421779498*pi) q[0],q[4];\nRxxyyzz(0.4584268546550399*pi,0.19429914903007492*pi,3.938207562676711*pi) q[2],q[9];\nRxxyyzz(0.40608448288532006*pi,0.290574388734724*pi,0.19697016801753248*pi) q[5],q[3];\nRxxyyzz(0.30658164386105985*pi,0.1787119083218962*pi,3.888750377720641*pi) q[6],q[12];\nRxxyyzz(0.4380184535212095*pi,0.3084864197716799*pi,0.0*pi) q[13],q[7];\nRxxyyzz(0.45908649259165984*pi,0.3168333157025458*pi,0.046585646597193574*pi) q[8],q[10];\nRxxyyzz(0.44738163128842956*pi,0.3653784766986991*pi,0.0*pi) q[14],q[11];\nRxxyyzz(0.4203310771708908*pi,0.3088619593469961*pi,0.0*pi) q[15],q[16];\nu3(3.127396039295063*pi,3.1925530666341233*pi,4.010938990419318*pi) q[0];\nu3(3.5438082644570565*pi,2.5592470425736042*pi,1.4591966513719816*pi) q[2];\nu3(3.471913068144985*pi,3.261850611291353*pi,4.270555605975428*pi) q[3];\nu3(3.452633308127128*pi,3.1976658816401295*pi,3.687355244800583*pi) q[4];\nu3(3.6157505654066653*pi,3.147601049448004*pi,2.925727252626894*pi) q[5];\nu3(3.7782729730095577*pi,-0.0194432879000469*pi,4.492152639405196*pi) q[6];\nu3(3.7086373523661433*pi,2.907693894711064*pi,0.5499404463985853*pi) q[7];\nu3(3.7474549316835124*pi,-0.20156055645939708*pi,1.9180183490205476*pi) q[8];\nu3(3.801325444600678*pi,3.1250887706311756*pi,2.2464746833008755*pi) q[9];\nu3(3.1904383710194857*pi,3.185857906116703*pi,1.161897136157836*pi) q[10];\nu3(3.3638163584951672*pi,3.498325068723327*pi,1.7121984863219983*pi) q[11];\nu3(3.6736515776328695*pi,3.3655510851612247*pi,4.476009919100254*pi) q[12];\nu3(3.4367170959289854*pi,0.2149712130315472*pi,1.2830510386149654*pi) q[13];\nu3(3.5305778296723402*pi,3.0711980267965067*pi,3.2386024993804394*pi) q[14];\nu3(3.6322136208993014*pi,0.5372679031656062*pi,1.6204955638527316*pi) q[15];\nu3(3.7132775316754056*pi,3.187440771777203*pi,2.4229540724363465*pi) q[16];\nRxxyyzz(0.34781643687784974*pi,0.25818406886125045*pi,3.947345832127331*pi) q[0],q[9];\nRxxyyzz(0.3764675053471298*pi,0.22197605342724736*pi,0.0*pi) q[1],q[12];\nRxxyyzz(0.46564500152747*pi,0.22231176644554873*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.4762861387022106*pi,0.3196277160596406*pi,0.0*pi) q[3],q[14];\nRxxyyzz(0.3548042430481103*pi,0.32977352952884864*pi,0.0722280105633537*pi) q[4],q[10];\nRxxyyzz(0.44584708145311586*pi,0.2843064062366842*pi,0.04033851762219007*pi) q[5],q[15];\nRxxyyzz(0.3945978507143908*pi,0.2742911368534111*pi,0.0*pi) q[6],q[13];\nRxxyyzz(0.3889141188698196*pi,0.2424350861512958*pi,3.8776835638321585*pi) q[8],q[7];\nu3(3.426679332039252*pi,2.9587006484355403*pi,0.99847765107381*pi) q[0];\nu3(3.3379246413799484*pi,-0.11660967081855489*pi,1.2720495553557405*pi) q[1];\nu3(3.7478921660851015*pi,2.8412254057806714*pi,1.2168087104324457*pi) q[2];\nu3(3.195065465296477*pi,0.025687584501799865*pi,0.9339146816887629*pi) q[3];\nu3(3.382137875293184*pi,-0.03631900390274512*pi,0.5625231559901432*pi) q[4];\nu3(3.6532915772298615*pi,0.36968606149174266*pi,1.2238583920498494*pi) q[5];\nu3(3.404570358270487*pi,2.9549876614045294*pi,2.341681217244045*pi) q[6];\nu3(3.4003740146850836*pi,0.5034606095498082*pi,0.791158783327115*pi) q[7];\nu3(3.7653949209287956*pi,2.5842156582462725*pi,0.9188253576299363*pi) q[8];\nu3(3.620619604377861*pi,3.0133428914237497*pi,1.1831676238207072*pi) q[9];\nu3(3.1867092271675626*pi,3.3343415652355413*pi,3.000942992371245*pi) q[10];\nu3(3.727868822788061*pi,3.45818788727974*pi,3.909171784440071*pi) q[11];\nu3(3.6107468389921378*pi,0.0716076238296095*pi,4.212454894762819*pi) q[12];\nu3(3.4438223788733042*pi,1.1497287109054342*pi,1.6191107317607862*pi) q[13];\nu3(3.3130407668388018*pi,3.3767671457478716*pi,0.6845506113395006*pi) q[14];\nu3(3.6184368677250305*pi,-0.4177914000681685*pi,3.2258188890903874*pi) q[15];\nRxxyyzz(0.4696416936298139*pi,0.33223166207664534*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.46223563910838006*pi,0.2879875847338398*pi,0.0*pi) q[16],q[3];\nRxxyyzz(0.44277632655919696*pi,0.2484927233464762*pi,0.0*pi) q[4],q[7];\nRxxyyzz(0.4076930610632993*pi,0.2871108672469916*pi,3.9475816619671207*pi) q[14],q[6];\nRxxyyzz(0.3844353315525304*pi,0.14385671424863222*pi,3.960928176361259*pi) q[8],q[11];\nRxxyyzz(0.4346993113181293*pi,0.23382537078461885*pi,3.926611866373209*pi) q[13],q[9];\nRxxyyzz(0.3667509786580867*pi,0.2084578796668748*pi,0.0*pi) q[12],q[10];\nu3(3.1040792904694205*pi,3.234159145397629*pi,1.874644802922296*pi) q[0];\nu3(3.6631861696460786*pi,2.584380058792978*pi,1.5884545864317516*pi) q[2];\nu3(3.685964169325522*pi,0.5360435095338536*pi,0.84809551818401*pi) q[3];\nu3(3.5172382033134606*pi,2.8549969767504444*pi,1.701229941184249*pi) q[4];\nu3(3.557121523907772*pi,2.2484697791576176*pi,1.7567277481648227*pi) q[6];\nu3(3.464969182684711*pi,-0.003128843054478636*pi,0.94252124111462*pi) q[7];\nu3(3.4517448284115355*pi,3.246657094554399*pi,2.0129223882854994*pi) q[8];\nu3(3.3598655334047063*pi,3.395396462076352*pi,0.8067496533064862*pi) q[9];\nu3(3.8168736720276764*pi,0.7649708646702265*pi,2.0798617383985434*pi) q[10];\nu3(3.9238790279796434*pi,2.010127304476567*pi,2.3422402375622777*pi) q[11];\nu3(3.375413274173023*pi,3.1853459053990374*pi,0.6837179219817927*pi) q[12];\nu3(3.641839918166895*pi,3.0695155540527583*pi,1.6303459740681114*pi) q[13];\nu3(3.7190107454628936*pi,2.9671815201148783*pi,2.416003346673161*pi) q[14];\nu3(3.304242365685981*pi,1.3343825914618956*pi,1.3809389463126038*pi) q[16];\nRxxyyzz(0.4508844063224595*pi,0.22959323387418196*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.3607878911924499*pi,0.30961623045536435*pi,0.0*pi) q[2],q[11];\nRxxyyzz(0.3960059436613702*pi,0.2742246589125409*pi,0.0*pi) q[5],q[3];\nRxxyyzz(0.38021783887767024*pi,0.3329317155556142*pi,0.0*pi) q[16],q[6];\nRxxyyzz(0.4237703314540502*pi,0.38969674216819444*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.3810702018379398*pi,0.20341070511322495*pi,3.889638075066549*pi) q[12],q[9];\nRxxyyzz(0.45714948306396996*pi,0.22188329101371296*pi,0.0*pi) q[14],q[15];\nu3(3.529166435807637*pi,3.2652708242608397*pi,0.8462430751720589*pi) q[0];\nu3(3.446844158469035*pi,3.153825831868688*pi,3.605049962046651*pi) q[2];\nu3(3.3064559236687177*pi,3.071527436683471*pi,2.4640994712270827*pi) q[3];\nu3(3.7922592316048287*pi,2.956671732106905*pi,0.8572518658803547*pi) q[5];\nu3(3.5458550206011044*pi,0.3211811738456798*pi,2.4336476850259916*pi) q[6];\nu3(3.747716407767069*pi,-0.36216587855130655*pi,1.793187133645862*pi) q[8];\nu3(3.1848855769699345*pi,3.4784508822957028*pi,1.7002179125855532*pi) q[9];\nu3(3.5127184220586103*pi,0.6516955260517898*pi,2.08515885066896*pi) q[10];\nu3(3.8921802862077675*pi,3.478363057584935*pi,3.8830266619120843*pi) q[11];\nu3(3.6888383441334596*pi,3.392029549151311*pi,1.6341523873886692*pi) q[12];\nu3(3.2014719781775316*pi,0.2462374148735681*pi,0.8835588766380952*pi) q[13];\nu3(3.519960516327258*pi,0.06518354360453149*pi,2.124144335651716*pi) q[14];\nu3(3.542735838215749*pi,2.9616433593265774*pi,1.6852024455858152*pi) q[15];\nu3(3.641286310050762*pi,0.9924780673121119*pi,1.3720947211199452*pi) q[16];\nRxxyyzz(0.42868110972000995*pi,0.2674513914904663*pi,3.8884533464767004*pi) q[0],q[13];\nRxxyyzz(0.3674503822745787*pi,0.2895041162498285*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.3709793049581299*pi,0.16328089655994696*pi,3.9577675654229*pi) q[3],q[7];\nRxxyyzz(0.43117955696208954*pi,0.3066142674537684*pi,0.0*pi) q[4],q[6];\nRxxyyzz(0.44205072813418955*pi,0.22235520615568086*pi,3.8774306100780898*pi) q[8],q[5];\nRxxyyzz(0.3690198130573743*pi,0.13486886773029916*pi,0.0*pi) q[16],q[9];\nRxxyyzz(0.3174483489631096*pi,0.20886352869659452*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.39425469219146936*pi,0.10542995627134*pi,0.0*pi) q[14],q[11];\nu3(3.306092061761948*pi,3.1512729122433054*pi,1.3259814134801973*pi) q[0];\nu3(3.659954910125357*pi,3.4397520755201914*pi,3.8738345794194267*pi) q[2];\nu3(3.5193856351344746*pi,3.1656118614470214*pi,2.052375163166138*pi) q[3];\nu3(3.4943111879036235*pi,2.036809575300525*pi,1.7696983789332745*pi) q[4];\nu3(3.5850121983760634*pi,2.658421758620503*pi,1.8127676151583398*pi) q[5];\nu3(3.0487287142463257*pi,2.532985615524298*pi,2.4912422828771956*pi) q[6];\nu3(3.526845646859925*pi,0.4033057270328546*pi,1.1975634557743335*pi) q[7];\nu3(3.593361829803369*pi,-0.34108677656843*pi,2.029658343787892*pi) q[8];\nu3(3.817984217717015*pi,1.0877294214426625*pi,1.3270025238143899*pi) q[9];\nu3(3.5252838111073705*pi,2.6592160122808925*pi,1.4465636886888285*pi) q[10];\nu3(3.316065136983852*pi,0.38660498745206984*pi,1.3708939105215927*pi) q[11];\nu3(3.63711979800041*pi,0.3129721338313409*pi,4.316611282160103*pi) q[12];\nu3(3.61227530639942*pi,3.3529863430238267*pi,1.1477799926483554*pi) q[13];\nu3(3.7120843141220883*pi,2.213528864261857*pi,0.8519043651689071*pi) q[14];\nu3(3.848013686296993*pi,0.20485081164352614*pi,0.6705266540773094*pi) q[15];\nu3(3.2041922207371414*pi,2.5546269729267572*pi,2.3766458177521703*pi) q[16];\nRxxyyzz(0.3161873015124598*pi,0.09677424200103601*pi,3.9408513326818806*pi) q[0],q[14];\nRxxyyzz(0.32905209844659966*pi,0.2034126349189842*pi,0.0*pi) q[4],q[1];\nRxxyyzz(0.41067584839277993*pi,0.17792640442575625*pi,0.0*pi) q[9],q[2];\nRxxyyzz(0.3692217638892096*pi,0.2551495033097573*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.3637634833512201*pi,0.22692186270451814*pi,0.05220652093207639*pi) q[5],q[15];\nRxxyyzz(0.31184749033516995*pi,0.21450595632264458*pi,3.9087878063660106*pi) q[8],q[7];\nRxxyyzz(0.4033638670456196*pi,0.20357745685588474*pi,0.1190938315292772*pi) q[10],q[11];\nRxxyyzz(0.38074785907852937*pi,0.2708683335448212*pi,0.07053126321807919*pi) q[12],q[13];\nu3(3.5585551882053723*pi,-0.33668163250315764*pi,3.381289895926398*pi) q[0];\nu3(3.8107513457362914*pi,3.3980597654633717*pi,2.324539037237578*pi) q[1];\nu3(3.8933766246869936*pi,3.215921854296218*pi,1.3300185422577062*pi) q[2];\nu3(3.4217488785476817*pi,-0.13549609360700093*pi,1.7035359667659142*pi) q[3];\nu3(3.565749004160844*pi,0.997457583996858*pi,0.9240742753286266*pi) q[4];\nu3(3.73431085821505*pi,1.0607636962778826*pi,4.228020308316365*pi) q[5];\nu3(3.3888292708255667*pi,-0.09234039218247847*pi,0.5318110260188308*pi) q[7];\nu3(3.656806645617994*pi,2.3594125777720842*pi,4.302903502277298*pi) q[8];\nu3(3.3799624172860985*pi,1.1658209341378567*pi,1.7992920085974289*pi) q[9];\nu3(3.6806462490608336*pi,3.1625365589707513*pi,3.2396889914068243*pi) q[10];\nu3(3.598787673664868*pi,1.309063506366658*pi,1.588778709170797*pi) q[11];\nu3(3.4465050178674566*pi,-0.2104263073181396*pi,3.94733612096695*pi) q[12];\nu3(3.2559210678181163*pi,-0.4493153853971768*pi,3.815117680288175*pi) q[13];\nu3(3.614055502420589*pi,1.4381723651818183*pi,0.5202588382098221*pi) q[14];\nu3(3.2526164670204016*pi,3.066213881043974*pi,0.9090698202566461*pi) q[15];\nu3(3.8015545635768606*pi,0.1933393338237006*pi,2.1414375974563313*pi) q[16];\nRxxyyzz(0.43589344616828013*pi,0.27466486936669604*pi,0.09251622121875935*pi) q[0],q[5];\nRxxyyzz(0.4014648245341897*pi,0.24691392945746005*pi,0.05433873882484938*pi) q[7],q[1];\nRxxyyzz(0.3820236787017697*pi,0.1552288169380407*pi,0.0*pi) q[13],q[2];\nRxxyyzz(0.42869100705244*pi,0.34281314966704124*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.33088111813510956*pi,0.1764652582773203*pi,0.0*pi) q[4],q[11];\nRxxyyzz(0.42907322396593*pi,0.1267762431331141*pi,0.05658566629007908*pi) q[6],q[15];\nRxxyyzz(0.38903006698091025*pi,0.3014581934220404*pi,3.9416987598498494*pi) q[8],q[10];\nRxxyyzz(0.4027397984659603*pi,0.3213466371298308*pi,3.8352914118686603*pi) q[12],q[16];\nu3(3.3254014441878526*pi,-0.29310834800490937*pi,4.028022994735855*pi) q[0];\nu3(3.5159897697175126*pi,0.02483131255777571*pi,1.5832210172441952*pi) q[1];\nu3(3.0781624901253894*pi,2.67053194428945*pi,1.4179698151287126*pi) q[2];\nu3(3.5338797875745467*pi,2.610856407334108*pi,0.6940962748884112*pi) q[3];\nu3(3.5665107088316144*pi,3.0614076376519717*pi,1.466895915075236*pi) q[4];\nu3(3.660844187085531*pi,0.02281435815925492*pi,1.7444068383835973*pi) q[5];\nu3(3.562941339533664*pi,0.5096009466373412*pi,1.4149939860372405*pi) q[6];\nu3(3.3739630138675176*pi,1.082893614297938*pi,0.5826267430938368*pi) q[7];\nu3(3.3510702939122226*pi,3.4626235528950624*pi,2.2751006110124035*pi) q[8];\nu3(3.729790664811213*pi,-0.013897748187728542*pi,1.5657599045211708*pi) q[9];\nu3(3.689384771352878*pi,2.590956164252093*pi,0.5364545320937157*pi) q[10];\nu3(3.6823758402373845*pi,2.4947414087056137*pi,1.4247197367090592*pi) q[11];\nu3(3.7303530678711208*pi,-0.2635560967268375*pi,1.0834544547359348*pi) q[12];\nu3(3.708604432623562*pi,3.4719122155198154*pi,4.1149605210910405*pi) q[13];\nu3(3.334942193546624*pi,2.1112807955089092*pi,0.8272009187936696*pi) q[15];\nu3(3.4776039292985415*pi,2.484611208352744*pi,0.827256669709977*pi) q[16];\nRxxyyzz(0.3802249392461805*pi,0.1918773841456769*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.44669872023743995*pi,0.17174005194121844*pi,0.0*pi) q[2],q[6];\nRxxyyzz(0.36393078233132836*pi,0.16677214245502545*pi,0.06984543305009495*pi) q[3],q[5];\nRxxyyzz(0.43833751014748923*pi,0.3617127130090645*pi,3.79665480863399*pi) q[4],q[8];\nRxxyyzz(0.40358729568005036*pi,0.27470717730148153*pi,0.0*pi) q[12],q[7];\nRxxyyzz(0.4094277951462607*pi,0.2536665735093706*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.4407427902243599*pi,0.35194053957396426*pi,3.935182923185391*pi) q[10],q[11];\nRxxyyzz(0.27259818574924033*pi,0.18513312986280106*pi,0.0*pi) q[13],q[14];\nu3(3.449670000887499*pi,2.940061054442678*pi,1.872679509245166*pi) q[1];\nu3(3.391368123493154*pi,2.9566243845830282*pi,2.4521318437431345*pi) q[2];\nu3(3.18387605212726*pi,-0.1707372361794967*pi,4.09391933520315*pi) q[3];\nu3(3.4988534412251324*pi,2.5612260301990952*pi,0.537899261472834*pi) q[4];\nu3(3.365836034189909*pi,3.3675967593153473*pi,2.3430237881380274*pi) q[5];\nu3(3.28110413972433*pi,-0.404081506879306*pi,1.2899148748291687*pi) q[6];\nu3(3.662050511443399*pi,0.48711483677278844*pi,1.3897307594498332*pi) q[7];\nu3(3.347346008277838*pi,2.9188410240663236*pi,2.302657275371738*pi) q[8];\nu3(3.4670077652899463*pi,3.1552561674323427*pi,1.8767679004051314*pi) q[9];\nu3(3.3819853368571198*pi,0.7418302923867302*pi,0.5600715486653236*pi) q[10];\nu3(3.2533658626422115*pi,-0.34172083361325856*pi,1.4590848621011094*pi) q[11];\nu3(3.6233248573362133*pi,2.2255776427404466*pi,1.9849748590510332*pi) q[12];\nu3(3.672469935449098*pi,0.022164667457098997*pi,1.024024305371954*pi) q[13];\nu3(3.2941271653928306*pi,2.7111820016752484*pi,1.2269462757408003*pi) q[14];\nu3(3.3093784980862173*pi,-0.18618284087822645*pi,0.7639629832331298*pi) q[15];\nu3(3.3770054926192965*pi,2.639472403503504*pi,0.7692931628810609*pi) q[16];\nRxxyyzz(0.37579985194479987*pi,0.2920502888778493*pi,3.9172140650844405*pi) q[0],q[11];\nRxxyyzz(0.4188841626193299*pi,0.22852958374983712*pi,0.0*pi) q[13],q[1];\nRxxyyzz(0.4441441886801202*pi,0.26166328459081023*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.42469317509625926*pi,0.2777026990561975*pi,0.0*pi) q[4],q[15];\nRxxyyzz(0.3763444670581002*pi,0.25562340107172293*pi,3.9534384136046103*pi) q[7],q[6];\nRxxyyzz(0.45011246235837027*pi,0.24819801344515685*pi,3.9294437221654306*pi) q[8],q[14];\nRxxyyzz(0.3722137194497098*pi,0.30933917223791846*pi,3.82168673248443*pi) q[12],q[9];\nu3(3.347462633682275*pi,3.0772925598334107*pi,1.7404486808475665*pi) q[0];\nu3(3.4500739846093733*pi,-0.05395010606229067*pi,1.3308759608138028*pi) q[1];\nu3(3.744869031577518*pi,-0.2563914272445864*pi,2.084812824755107*pi) q[2];\nu3(3.606005761278247*pi,0.630281406268808*pi,0.74968656791996*pi) q[4];\nu3(3.477476336854246*pi,0.8379962826689735*pi,0.7654971453218282*pi) q[6];\nu3(3.7776344265392408*pi,0.16948780703633382*pi,0.8531969364649554*pi) q[7];\nu3(3.499665398540805*pi,-0.08746577740593658*pi,0.7830002991099501*pi) q[8];\nu3(3.373702642987464*pi,1.461932234117521*pi,1.058174763046341*pi) q[9];\nu3(3.2507530567055802*pi,-0.26375596566828996*pi,0.5814129425037751*pi) q[10];\nu3(3.9263562933791185*pi,-0.35217196598101785*pi,0.8900391896057298*pi) q[11];\nu3(3.4877664557831918*pi,0.44470906688701706*pi,1.9947707598930937*pi) q[12];\nu3(3.9468852288416176*pi,3.1067561135523585*pi,1.0162072742613275*pi) q[13];\nu3(3.3639721691703066*pi,-0.11172963350536158*pi,1.0516155732620005*pi) q[14];\nu3(3.5200785674910224*pi,1.0456720832711026*pi,1.2331632005592166*pi) q[15];\nRxxyyzz(0.39006711933096005*pi,0.24951356014186232*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.3521086058458022*pi,0.2401683735262532*pi,0.0755844877312426*pi) q[10],q[1];\nRxxyyzz(0.32709908325716863*pi,0.11817662372412174*pi,0.0*pi) q[4],q[2];\nRxxyyzz(0.34259151373378827*pi,0.17253004582668563*pi,0.0*pi) q[6],q[9];\nRxxyyzz(0.42447213593477995*pi,0.32728857035425374*pi,0.0*pi) q[7],q[15];\nRxxyyzz(0.45682309148659916*pi,0.38556288913826897*pi,3.9585786161449104*pi) q[8],q[16];\nRxxyyzz(0.3454550499505419*pi,0.1757746554770585*pi,0.0*pi) q[13],q[11];\nu3(3.4226760077058564*pi,-0.35737890747665485*pi,0.9125752333155184*pi) q[0];\nu3(3.4202359060565986*pi,2.2357917049302483*pi,4.254370248468769*pi) q[1];\nu3(3.7822160768543327*pi,2.73146430181641*pi,1.8018668138005323*pi) q[2];\nu3(3.435295130711657*pi,0.1927737825061654*pi,4.438871238325732*pi) q[4];\nu3(3.4500346100868207*pi,-0.0885434192520611*pi,3.841266514123602*pi) q[6];\nu3(3.3986355701944073*pi,1.9142832459505592*pi,1.7937745635814382*pi) q[7];\nu3(3.1612829123045763*pi,-0.08881447343359988*pi,4.217045203467494*pi) q[8];\nu3(3.626955816400717*pi,1.4219398550447933*pi,1.573186427223943*pi) q[9];\nu3(3.555205070469625*pi,1.4226548068011127*pi,0.9539034435905607*pi) q[10];\nu3(3.7081932580678787*pi,2.7125667597987926*pi,1.742957195834622*pi) q[11];\nu3(3.323230947944841*pi,2.537283354529213*pi,2.133739458150962*pi) q[13];\nu3(3.654995186025795*pi,3.121585252605912*pi,1.2423384641647135*pi) q[14];\nu3(3.2733588352396357*pi,2.271690423936804*pi,1.8677428577762787*pi) q[15];\nu3(3.3700849644602915*pi,3.0232698611535236*pi,1.2643833077595805*pi) q[16];\nRxxyyzz(0.4256183879045293*pi,0.1556110150606964*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.27089804214720037*pi,0.15876806812503486*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.44995273717706774*pi,0.3384451318408155*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.42918055277290973*pi,0.23277822143958496*pi,0.12320354790755582*pi) q[11],q[6];\nRxxyyzz(0.34826095896008014*pi,0.17816960310041186*pi,0.11609118162079923*pi) q[7],q[9];\nRxxyyzz(0.42305745813729967*pi,0.25680901217550467*pi,0.0*pi) q[8],q[15];\nRxxyyzz(0.43062094382274996*pi,0.3815251097361898*pi,0.11504938365370343*pi) q[14],q[12];\nu3(3.328103430576541*pi,-0.3573122748212271*pi,0.5425603958016469*pi) q[0];\nu3(3.1829513885424037*pi,2.1371436440331886*pi,2.380716544354264*pi) q[2];\nu3(3.7740316578673525*pi,3.01352377229807*pi,1.0128114793744256*pi) q[3];\nu3(3.219261931273836*pi,0.05886558052673152*pi,4.434707696840938*pi) q[5];\nu3(3.626212490840827*pi,0.8102558397337154*pi,4.4962590814406145*pi) q[6];\nu3(3.158080573145576*pi,2.577382622478232*pi,1.0027356311913358*pi) q[7];\nu3(3.899087352277315*pi,2.6778405876964566*pi,1.5565115254679316*pi) q[8];\nu3(3.901137051957379*pi,0.5466758830781497*pi,0.9512721693756815*pi) q[9];\nu3(3.4941296241417765*pi,3.1677175552816013*pi,4.071686537947042*pi) q[11];\nu3(3.3044411675807916*pi,2.417637482177261*pi,1.3900976115681545*pi) q[12];\nu3(3.732672385574381*pi,2.5564264673779107*pi,2.0085849363528543*pi) q[13];\nu3(3.2841531368109784*pi,0.4248513403184032*pi,2.4554179328760797*pi) q[14];\nu3(3.442596329762188*pi,0.22785344544087982*pi,1.046442434157798*pi) q[15];\nu3(3.5180359516272186*pi,2.59005877030015*pi,1.6963078997043664*pi) q[16];\nRxxyyzz(0.4435027842819701*pi,0.41008750556408746*pi,0.0*pi) q[0],q[14];\nRxxyyzz(0.4416176460724157*pi,0.2632385772062307*pi,0.0*pi) q[3],q[2];\nRxxyyzz(0.38249362120026975*pi,0.3484616196910951*pi,0.0*pi) q[11],q[4];\nRxxyyzz(0.39252456662625956*pi,0.2233771924041039*pi,0.09179886310114191*pi) q[5],q[15];\nRxxyyzz(0.4210756676887603*pi,0.33352835168916745*pi,0.11662580779826773*pi) q[8],q[6];\nRxxyyzz(0.41455646396701995*pi,0.3052643736324596*pi,0.0*pi) q[13],q[9];\nRxxyyzz(0.4534046434287199*pi,0.10196447099506933*pi,0.0*pi) q[16],q[12];\nu3(3.2720093408138355*pi,2.4541335613542987*pi,0.9612888750532949*pi) q[0];\nu3(3.725673301080826*pi,-0.0026145346431020733*pi,2.349094701437489*pi) q[2];\nu3(3.7672240747415406*pi,-0.2536194342408337*pi,1.6405582670328394*pi) q[3];\nu3(3.813143497137607*pi,-0.3897218382832651*pi,1.214501488402194*pi) q[4];\nu3(3.6239055037134733*pi,0.6793285049986642*pi,0.9558669775391325*pi) q[5];\nu3(3.66720822144896*pi,1.09260310249209*pi,0.9295725900978618*pi) q[6];\nu3(3.5793029821361246*pi,2.821884029486127*pi,0.9429254620058649*pi) q[8];\nu3(3.2966438190141*pi,0.6144662340531379*pi,1.3407437245993714*pi) q[9];\nu3(3.1405236339323803*pi,0.7628043964224003*pi,0.6217736942262109*pi) q[11];\nu3(3.3100022449932878*pi,1.26917017682375*pi,1.3130086822839375*pi) q[12];\nu3(3.519218479090218*pi,3.3255618708856565*pi,4.441198288401995*pi) q[13];\nu3(3.3151507999150023*pi,0.9389916849979882*pi,0.5936498100054785*pi) q[14];\nu3(3.5276271754267676*pi,2.09715844290423*pi,3.0732816289235902*pi) q[15];\nu3(3.4288121282401143*pi,1.8486895017894862*pi,1.6703004288858527*pi) q[16];\nRxxyyzz(0.3912074631192599*pi,0.2344695412053196*pi,0.06920003315853919*pi) q[0],q[4];\nRxxyyzz(0.3226306218162599*pi,0.09692105456722455*pi,0.0*pi) q[2],q[1];\nRxxyyzz(0.3349144114856895*pi,0.2265658792210754*pi,3.8757858637356897*pi) q[3],q[11];\nRxxyyzz(0.4052340591362501*pi,0.21905849780919695*pi,0.0*pi) q[8],q[5];\nRxxyyzz(0.3500836405972595*pi,0.22273632419468847*pi,0.0*pi) q[12],q[6];\nRxxyyzz(0.4055069228118896*pi,0.2167315768852882*pi,0.0*pi) q[7],q[13];\nRxxyyzz(0.44734761708776016*pi,0.08984886578787599*pi,3.950730980516371*pi) q[14],q[9];\nRxxyyzz(0.3252699313542998*pi,0.2294325794020291*pi,3.8785617748904606*pi) q[10],q[15];\nu3(3.370889840104349*pi,-0.29253836732790106*pi,1.1038826018303172*pi) q[0];\nu3(3.7494253053693205*pi,2.681179440797014*pi,1.1341016217245854*pi) q[1];\nu3(3.4729802589524787*pi,0.6831078075510226*pi,0.6937118787192342*pi) q[2];\nu3(3.71271288722521*pi,0.9455600973361717*pi,1.2840664921108977*pi) q[3];\nu3(3.5946294324400982*pi,3.288380211929888*pi,4.0827046192753915*pi) q[4];\nu3(3.5637774277856176*pi,2.412535748606892*pi,1.7062343488819625*pi) q[5];\nu3(3.3435696738050957*pi,1.958285038891285*pi,1.6370754938381014*pi) q[6];\nu3(3.4643239553771656*pi,2.950470676927569*pi,0.6485763424656439*pi) q[7];\nu3(3.192394591121688*pi,0.8024342308584529*pi,2.0697883561738575*pi) q[8];\nu3(3.556842330482034*pi,3.0968141424642863*pi,1.015100382638856*pi) q[9];\nu3(3.1382182021319274*pi,2.047349688560053*pi,0.6089980077864925*pi) q[10];\nu3(3.2692550435241685*pi,-0.4458657384191469*pi,3.8542667818993417*pi) q[11];\nu3(3.587299990924413*pi,2.974908585715788*pi,0.9391954655539005*pi) q[12];\nu3(3.7815888887368763*pi,2.202094119971339*pi,1.2612395921387436*pi) q[13];\nu3(3.7887187920670216*pi,1.7821667627901925*pi,0.6216552274350562*pi) q[14];\nu3(3.903698430428334*pi,-0.3370223617382561*pi,0.5300164095886783*pi) q[15];\nmeasure q[0] -> c[3];\nRxxyyzz(0.41146934991053913*pi,0.24798830654510118*pi,0.0642647376085249*pi) q[1],q[9];\nRxxyyzz(0.3560887060392197*pi,0.20091301166294429*pi,0.0*pi) q[10],q[2];\nRxxyyzz(0.4445028154440496*pi,0.32250405474072297*pi,0.21851027357226172*pi) q[4],q[3];\nRxxyyzz(0.34092099184449937*pi,0.24916541945078396*pi,3.9226308329643995*pi) q[13],q[5];\nRxxyyzz(0.44009491106882015*pi,0.269645023007655*pi,0.0*pi) q[11],q[6];\nRxxyyzz(0.4323270262454105*pi,0.3380612775281054*pi,3.8707761647429706*pi) q[7],q[12];\nRxxyyzz(0.4520121144993404*pi,0.15818805738404623*pi,0.08499009114216358*pi) q[8],q[14];\nRxxyyzz(0.45950939677977987*pi,0.3728231509297704*pi,0.0*pi) q[16],q[15];\nu3(3.4403448388272966*pi,2.6536886128061825*pi,1.705321987883028*pi) q[1];\nu3(1.3625342533559501*pi,-0.08010920961879042*pi,1.3437389810674982*pi) q[2];\nu3(3.063488223745288*pi,2.8642726704504633*pi,1.8021296560316764*pi) q[3];\nu3(3.451220381040005*pi,-0.21762981491875455*pi,1.7140683824377358*pi) q[4];\nu3(0.7333067843800889*pi,0.16995550788546565*pi,1.398613256144713*pi) q[5];\nu3(3.5499026309857893*pi,3.109110485672321*pi,0.612454283938686*pi) q[6];\nu3(3.6853773277072555*pi,1.39206138157386*pi,2.174530640656819*pi) q[7];\nu3(3.67677142876167*pi,1.9132748234042731*pi,1.875356376894636*pi) q[8];\nu3(3.4378033932928256*pi,2.3051657064625046*pi,1.6036297889479632*pi) q[9];\nu3(0.8095288356432654*pi,-0.37729574740859173*pi,0.8574493674357297*pi) q[10];\nu3(3.172429483666032*pi,-0.24156065598799425*pi,0.6915194529415709*pi) q[11];\nu3(3.637289142310274*pi,2.7503198641657027*pi,2.4147808982981402*pi) q[12];\nu3(1.7563447854309262*pi,2.520478172962063*pi,0.9849562803968284*pi) q[13];\nu3(3.648926008581947*pi,3.4711481330666603*pi,1.2639639536829888*pi) q[14];\nu3(3.3540486003091585*pi,2.85979416843445*pi,0.9537824456459241*pi) q[15];\nu3(3.31580629753116*pi,2.7330389682649336*pi,0.6737254353917125*pi) q[16];\nmeasure q[7] -> c[0];\nmeasure q[15] -> c[1];\nmeasure q[8] -> c[2];\nmeasure q[10] -> c[4];\nmeasure q[13] -> c[5];\nmeasure q[14] -> c[6];\nmeasure q[5] -> c[7];\nmeasure q[4] -> c[8];\nmeasure q[16] -> c[9];\nmeasure q[12] -> c[10];\nmeasure q[2] -> c[11];\nmeasure q[1] -> c[12];\nmeasure q[9] -> c[13];\nmeasure q[3] -> c[14];\nmeasure q[11] -> c[15];\nmeasure q[6] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(3.434419708801118*pi,0.34861422581270785*pi,3.5370181231489983*pi) q[0];\nu3(3.609700457043448*pi,2.319112413525662*pi,0.5656960438391081*pi) q[1];\nu3(3.339433765067462*pi,0.01772605759146484*pi,4.01975616456794*pi) q[2];\nu3(3.8250650860706443*pi,-0.3211939088192952*pi,1.7753142708548744*pi) q[3];\nu3(3.520037533480002*pi,-0.18413179654136957*pi,2.0203964849884786*pi) q[4];\nu3(3.7041273950574585*pi,-0.2663633754531105*pi,3.7767664893986383*pi) q[5];\nu3(3.142566925498259*pi,1.5302683330394014*pi,1.2198704113546077*pi) q[6];\nu3(3.7281302371027176*pi,-0.31820448320701145*pi,0.8796179680182976*pi) q[7];\nu3(3.2537860193602666*pi,3.3648632343885696*pi,1.5448425467498694*pi) q[8];\nu3(3.084823407885153*pi,2.4149987231579337*pi,3.7937764274172374*pi) q[9];\nu3(3.24151247422519*pi,3.1631109268653086*pi,4.472346100867318*pi) q[10];\nu3(3.448145928783827*pi,2.9663483808646025*pi,1.2860897144093388*pi) q[11];\nu3(3.208784247919386*pi,-0.3945882062875883*pi,1.8429321395652816*pi) q[12];\nu3(3.5408133796843146*pi,0.9878563295643705*pi,2.1794309062361696*pi) q[13];\nu3(3.4968447270298*pi,3.4264851579630315*pi,2.1502518753416133*pi) q[14];\nu3(3.240271001268251*pi,2.594919330358426*pi,1.4896781383998932*pi) q[15];\nu3(3.769751034343398*pi,2.5980626496013675*pi,0.8453741202316376*pi) q[16];\nRxxyyzz(0.360560848002621*pi,0.2203069764050346*pi,0.0*pi) q[0],q[6];\nRxxyyzz(0.44855105495144987*pi,0.35411318845080497*pi,0.0*pi) q[1],q[11];\nRxxyyzz(0.28076221101706006*pi,0.18878305192479417*pi,0.10163487109961622*pi) q[2],q[4];\nRxxyyzz(0.4634739986452102*pi,0.2826199585041915*pi,0.0*pi) q[3],q[8];\nRxxyyzz(0.4605312905156902*pi,0.1315146006854362*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.3961376127745593*pi,0.25643660921106126*pi,0.0*pi) q[9],q[13];\nRxxyyzz(0.45247956344604967*pi,0.1890033569919889*pi,0.0*pi) q[10],q[12];\nRxxyyzz(0.46584379122634045*pi,0.36051370195149524*pi,0.0*pi) q[14],q[15];\nu3(3.3635258721301424*pi,2.723454508645641*pi,1.21011781657528*pi) q[0];\nu3(3.2611453408620705*pi,-0.3047429386891918*pi,0.7788841525792516*pi) q[1];\nu3(3.4832024791517666*pi,1.6573772687860435*pi,0.9501540086354792*pi) q[2];\nu3(3.6313172027536966*pi,3.330364934105509*pi,2.1094673817746403*pi) q[3];\nu3(3.1964457806641775*pi,-0.0002932317730027223*pi,0.9787965443709508*pi) q[4];\nu3(3.346523778671847*pi,2.5884670864940693*pi,2.3636216489581643*pi) q[5];\nu3(3.4853874452722424*pi,2.70063241002004*pi,2.1528168494669617*pi) q[6];\nu3(3.3096666988330288*pi,0.7408785672346816*pi,1.18450982725795*pi) q[7];\nu3(3.920518631630408*pi,2.9064829146266646*pi,1.9487809946653276*pi) q[8];\nu3(3.4269059031639415*pi,0.3278540346234309*pi,1.6842072920583406*pi) q[9];\nu3(3.2060574495159067*pi,2.5021457087308407*pi,0.6497956259683014*pi) q[10];\nu3(3.5994516747734795*pi,1.0470138895088126*pi,1.408660490395385*pi) q[11];\nu3(3.504516753893301*pi,-0.26666922820356986*pi,2.342666265945179*pi) q[12];\nu3(3.685976540713121*pi,2.824504790895072*pi,2.1481223982426108*pi) q[13];\nu3(3.432987173008403*pi,2.1546181222184977*pi,0.6446112433333346*pi) q[14];\nu3(3.4062861794854564*pi,2.69571016451496*pi,2.113256716840633*pi) q[15];\nRxxyyzz(0.43108944171460983*pi,0.18728377397432405*pi,0.0*pi) q[3],q[0];\nRxxyyzz(0.34967392389125945*pi,0.1832489928861154*pi,0.05163863918744305*pi) q[7],q[1];\nRxxyyzz(0.31285476482316*pi,0.1327203734537269*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.4161326083010902*pi,0.1721504331554131*pi,0.05719749595486511*pi) q[11],q[4];\nRxxyyzz(0.4665262473606503*pi,0.2984159940991926*pi,0.0*pi) q[6],q[15];\nRxxyyzz(0.3971568465203412*pi,0.3225642259202963*pi,0.0*pi) q[8],q[13];\nRxxyyzz(0.2930520064903198*pi,0.24895256280354117*pi,3.795661803861309*pi) q[9],q[10];\nRxxyyzz(0.4450381386755017*pi,0.2963051549127459*pi,0.0*pi) q[12],q[16];\nu3(3.858171457651839*pi,0.08108800328013765*pi,0.5427557004686112*pi) q[0];\nu3(3.728847692475249*pi,3.1598888265590976*pi,2.033524137745489*pi) q[1];\nu3(3.7493451318637994*pi,-0.34363826923868657*pi,2.40265556819923*pi) q[2];\nu3(3.7993768686555804*pi,2.4654906453227183*pi,1.1383996736403352*pi) q[3];\nu3(3.586495864681457*pi,3.1688488323318165*pi,4.422190790736963*pi) q[4];\nu3(3.5762806724044456*pi,2.2605855475702716*pi,1.2862997480810412*pi) q[6];\nu3(3.4649298753513307*pi,-0.30849936070159456*pi,3.201355079990813*pi) q[7];\nu3(3.7486113648428403*pi,2.7113313186046333*pi,4.302637204228693*pi) q[8];\nu3(3.931437051049496*pi,0.6034780636186832*pi,0.5086247226893816*pi) q[9];\nu3(3.466782176769251*pi,1.242539866603169*pi,1.6700326527037381*pi) q[10];\nu3(3.1933058610880027*pi,0.6437966363021688*pi,1.078074643472211*pi) q[11];\nu3(3.532673753535673*pi,3.2107543975106743*pi,4.033924490484152*pi) q[12];\nu3(3.6210900534494157*pi,2.389214169167952*pi,0.8852609636683193*pi) q[13];\nu3(3.5171404121241734*pi,0.4463906510926736*pi,0.8867659418798719*pi) q[14];\nu3(3.49411927389733*pi,0.3078795729353143*pi,1.4246443429716327*pi) q[15];\nu3(3.4147177998391154*pi,3.44046253675339*pi,3.7121282201718464*pi) q[16];\nRxxyyzz(0.45222819737529096*pi,0.22984425124782826*pi,0.0*pi) q[10],q[1];\nRxxyyzz(0.3916415548358997*pi,0.30987316111998453*pi,0.0*pi) q[2],q[7];\nRxxyyzz(0.431685416968293*pi,0.2146501380052772*pi,0.0*pi) q[11],q[3];\nRxxyyzz(0.4279740507032295*pi,0.20415938833597203*pi,3.9543136001003294*pi) q[4],q[12];\nRxxyyzz(0.44567325624181997*pi,0.3323208424142629*pi,3.7650921055049005*pi) q[6],q[5];\nRxxyyzz(0.4315218684912506*pi,0.13288716884266727*pi,0.0*pi) q[8],q[14];\nRxxyyzz(0.36379950224938*pi,0.19423654579374844*pi,3.9132290869364006*pi) q[9],q[15];\nRxxyyzz(0.3633845207627999*pi,0.18745082607394903*pi,0.0*pi) q[13],q[16];\nu3(3.464008261087435*pi,3.164115722484524*pi,0.7331790792567507*pi) q[1];\nu3(3.322755567378036*pi,0.39048270187358103*pi,0.866500363692549*pi) q[2];\nu3(3.363328124234231*pi,3.404607319744531*pi,1.21547534463286*pi) q[3];\nu3(3.5411240454325346*pi,3.348153468852348*pi,1.0546357424538129*pi) q[4];\nu3(3.6027960945901696*pi,0.6349372106398854*pi,0.6938765995882226*pi) q[5];\nu3(3.0651049495924485*pi,2.4264539325820786*pi,1.7915344717468038*pi) q[6];\nu3(3.6336343728735647*pi,3.345265073297194*pi,1.4444116042427597*pi) q[7];\nu3(3.6687649511279767*pi,2.1620493925064923*pi,1.0410416278065024*pi) q[8];\nu3(3.5989719517114716*pi,0.08317908580208766*pi,0.651543245446125*pi) q[9];\nu3(3.727394592893076*pi,1.6682798952323812*pi,1.5609445787219158*pi) q[10];\nu3(3.445859964584045*pi,3.000473316000506*pi,1.7976041143643098*pi) q[11];\nu3(3.390656417403105*pi,3.093701428102117*pi,1.4731646050062106*pi) q[12];\nu3(3.463216482997003*pi,2.6093364098523297*pi,1.9161119360925158*pi) q[13];\nu3(3.4455664581476726*pi,0.16986661757105725*pi,0.8335297883710973*pi) q[14];\nu3(3.9051479519437073*pi,1.2576805338612125*pi,2.445482824999322*pi) q[15];\nu3(3.8541042703206774*pi,3.151140765557935*pi,3.869687893890157*pi) q[16];\nRxxyyzz(0.46903427765108885*pi,0.28181178354137704*pi,0.0*pi) q[6],q[0];\nRxxyyzz(0.37592319954979014*pi,0.3457721888868319*pi,0.0*pi) q[1],q[16];\nRxxyyzz(0.45083539226857994*pi,0.3898710922671679*pi,0.1243361274485455*pi) q[2],q[12];\nRxxyyzz(0.4079155026447693*pi,0.35187740417167523*pi,0.0*pi) q[3],q[13];\nRxxyyzz(0.2475136668769693*pi,0.17317135267358585*pi,0.04750696987631464*pi) q[5],q[8];\nRxxyyzz(0.4469865529143796*pi,0.34587068172886726*pi,3.94642465018147*pi) q[7],q[9];\nRxxyyzz(0.3452569847763396*pi,0.21435602712534796*pi,0.0*pi) q[10],q[15];\nRxxyyzz(0.34954032717218025*pi,0.16302626723603186*pi,3.944031073907761*pi) q[11],q[14];\nu3(3.3832185572675564*pi,-0.06449105224476037*pi,1.7499034260695723*pi) q[0];\nu3(3.3752387334012077*pi,2.9850318267003395*pi,0.908926541497249*pi) q[1];\nu3(3.4020488869735663*pi,0.7278188943228245*pi,1.8596754986506245*pi) q[2];\nu3(3.2910809438301367*pi,2.8560612910579737*pi,1.4656999053278954*pi) q[3];\nu3(3.15595403679522*pi,2.2864583637694236*pi,1.6536001319792035*pi) q[5];\nu3(3.8815750882497424*pi,2.15255187242557*pi,0.9020596288426983*pi) q[6];\nu3(3.2046728884583993*pi,3.412686605747896*pi,2.1882874817311104*pi) q[7];\nu3(3.671122196568005*pi,-0.2147673168991947*pi,3.793678368062557*pi) q[8];\nu3(3.427193379601103*pi,1.9059559159944879*pi,2.387566178810016*pi) q[9];\nu3(3.694190490471101*pi,2.045528221126488*pi,0.9414980182430797*pi) q[10];\nu3(3.242173207054482*pi,0.2854480704059055*pi,0.9298319658080934*pi) q[11];\nu3(3.756861272855644*pi,2.6628868541084465*pi,3.5856134146801804*pi) q[12];\nu3(3.322305866527911*pi,0.21450038133531435*pi,1.223977144895172*pi) q[13];\nu3(3.206771913605233*pi,1.9390875922993054*pi,1.206534088218619*pi) q[14];\nu3(3.6853671767653897*pi,2.2961919366887984*pi,1.8639672010901012*pi) q[15];\nu3(3.3097724589662887*pi,3.3556393112636815*pi,3.6523747437869636*pi) q[16];\nRxxyyzz(0.46798318104855186*pi,0.1670538399535939*pi,0.0*pi) q[0],q[11];\nRxxyyzz(0.33754095929474115*pi,0.26957877923785767*pi,0.0*pi) q[1],q[10];\nRxxyyzz(0.3642779552381297*pi,0.3040670892803235*pi,3.8537362552357095*pi) q[3],q[2];\nRxxyyzz(0.4676226494984902*pi,0.06671985193916574*pi,0.0*pi) q[4],q[8];\nRxxyyzz(0.46207294503928964*pi,0.11867258681040493*pi,0.0*pi) q[5],q[12];\nRxxyyzz(0.4506609759280199*pi,0.25520228522970007*pi,3.85152678622892*pi) q[6],q[9];\nRxxyyzz(0.44143747454271026*pi,0.21394352518533208*pi,0.06905228751229807*pi) q[7],q[14];\nRxxyyzz(0.41289168179989977*pi,0.32511728838101206*pi,0.0*pi) q[13],q[16];\nu3(3.393445734181664*pi,-0.2735942301740255*pi,1.2213075737753454*pi) q[0];\nu3(3.7190722458811045*pi,3.397851107929368*pi,0.5794108665515214*pi) q[1];\nu3(3.3554962313969905*pi,-0.12422814336680321*pi,1.1442200799694886*pi) q[2];\nu3(3.1954389140811124*pi,-0.09295127423338928*pi,2.2210073207686802*pi) q[3];\nu3(3.5712290448428945*pi,0.42410281767430913*pi,1.046837904867148*pi) q[4];\nu3(3.7897607858107416*pi,3.372571693984817*pi,3.9020657344900602*pi) q[5];\nu3(3.8203216772015405*pi,0.4019312681845564*pi,1.303617525266973*pi) q[6];\nu3(3.6391229461174963*pi,-0.17096934051491364*pi,1.2000589607582484*pi) q[7];\nu3(3.1577991068231426*pi,2.5417090070833535*pi,1.2852041790108828*pi) q[8];\nu3(3.69871773416074*pi,2.4083104422254378*pi,0.8238085008356539*pi) q[9];\nu3(3.8488137694184505*pi,3.2137344326963273*pi,0.6706420306488639*pi) q[10];\nu3(3.2626267551440846*pi,0.41735301654641277*pi,1.2323663536680183*pi) q[11];\nu3(3.6184342830376353*pi,2.3150964583030573*pi,1.0945088566566927*pi) q[12];\nu3(3.825713194939062*pi,3.1289917763034962*pi,4.4776378732355155*pi) q[13];\nu3(3.474300163263635*pi,1.974484095476297*pi,0.9538040634648896*pi) q[14];\nu3(3.5292973846249507*pi,-0.09363266959755145*pi,1.7556240578451776*pi) q[16];\nRxxyyzz(0.46288478076847483*pi,0.3363475318631144*pi,0.0*pi) q[0],q[5];\nRxxyyzz(0.40423182906137045*pi,0.20915563726232966*pi,0.0*pi) q[6],q[1];\nRxxyyzz(0.3943477314743298*pi,0.3634731519993619*pi,3.9458963224186108*pi) q[2],q[8];\nRxxyyzz(0.3812133021704656*pi,0.1934583112589709*pi,0.1296942107956948*pi) q[3],q[7];\nRxxyyzz(0.36826924660219956*pi,0.29129210625356716*pi,0.051866883111903066*pi) q[4],q[14];\nRxxyyzz(0.4156722271269299*pi,0.21912862641892064*pi,3.85860741304643*pi) q[16],q[9];\nRxxyyzz(0.4795464423516601*pi,0.15848334891674432*pi,0.0*pi) q[11],q[10];\nRxxyyzz(0.37175488561523984*pi,0.3240070980312898*pi,0.0*pi) q[15],q[13];\nu3(3.3502043842986717*pi,-0.060219274613890594*pi,4.310734163462242*pi) q[0];\nu3(3.456490132745177*pi,3.2398922620891764*pi,3.9219026234245886*pi) q[1];\nu3(3.413697541158988*pi,0.18996247582995118*pi,1.595327836182848*pi) q[2];\nu3(3.6233179089415866*pi,-0.49452779034750316*pi,4.362245726544187*pi) q[3];\nu3(3.55633633854601*pi,0.42865046781033334*pi,3.6074222095480453*pi) q[4];\nu3(3.6367968906940917*pi,-0.18673017810876869*pi,1.2586348591837708*pi) q[5];\nu3(3.4178427675565675*pi,0.391207196320688*pi,2.191605318240017*pi) q[6];\nu3(3.702695868925597*pi,0.41209115517666783*pi,4.40813576854692*pi) q[7];\nu3(3.5615989838706037*pi,0.40667652928110154*pi,1.555579467906933*pi) q[8];\nu3(3.7822075869837897*pi,0.2531482329136472*pi,1.4971312340752383*pi) q[9];\nu3(3.1895712651904957*pi,-0.03203746852032785*pi,2.3076431830084165*pi) q[10];\nu3(3.369251326341907*pi,3.03586215142544*pi,4.2578197711697445*pi) q[11];\nu3(3.8463149850476435*pi,1.739771934259557*pi,1.494890713092277*pi) q[13];\nu3(3.5700570630439086*pi,0.38426321762489213*pi,1.1713798313026622*pi) q[14];\nu3(3.317364303647095*pi,-0.019930552629380094*pi,4.383255607024789*pi) q[15];\nu3(3.3339625654140836*pi,1.0048614976223686*pi,2.272407985511561*pi) q[16];\nRxxyyzz(0.3994874207265298*pi,0.14173662567154816*pi,3.8939847054888403*pi) q[0],q[12];\nRxxyyzz(0.46031213440224006*pi,0.21486973186322889*pi,3.81774821083528*pi) q[2],q[1];\nRxxyyzz(0.46030592238784007*pi,0.14358239456536726*pi,0.0*pi) q[4],q[16];\nRxxyyzz(0.35517209018065987*pi,0.297781914551003*pi,0.055329187921087986*pi) q[11],q[5];\nRxxyyzz(0.36319532059757254*pi,0.2192002793297011*pi,0.0*pi) q[13],q[6];\nRxxyyzz(0.44955329446959*pi,0.3452702168953818*pi,3.8118160116257*pi) q[9],q[15];\nRxxyyzz(0.47152223878224075*pi,0.24680782962090864*pi,0.0*pi) q[10],q[14];\nu3(3.4976269547071315*pi,2.3630470745415417*pi,2.1602390395218527*pi) q[0];\nu3(3.0319933964112806*pi,0.4199422778019839*pi,2.276972100427949*pi) q[1];\nu3(3.7813436652381065*pi,1.1117833045392005*pi,0.6125776679847457*pi) q[2];\nu3(3.6683283479729654*pi,-0.1867471345950361*pi,1.1260825132718342*pi) q[4];\nu3(3.0767890808023313*pi,3.319238719216479*pi,3.957382263379162*pi) q[5];\nu3(3.4283109696855276*pi,2.6295676159850983*pi,1.0621180146678741*pi) q[6];\nu3(3.536608696427189*pi,2.3892682801160454*pi,1.1712750213824736*pi) q[9];\nu3(3.8539039894014384*pi,0.01703997375941424*pi,0.5918788679481599*pi) q[10];\nu3(3.3420246015693613*pi,0.7435346456862335*pi,0.5314543264565734*pi) q[11];\nu3(3.138294350280325*pi,0.15079045215011988*pi,1.7224885828356689*pi) q[12];\nu3(3.5420052944940834*pi,-0.3268806750424789*pi,4.488273249575331*pi) q[13];\nu3(3.113656384121496*pi,1.7647489857810283*pi,2.39875990464241*pi) q[14];\nu3(3.506904008196529*pi,2.492875042042303*pi,1.9840482793979017*pi) q[15];\nu3(3.220722369582073*pi,0.3408423876679134*pi,1.3110191674570042*pi) q[16];\nRxxyyzz(0.4311841408650402*pi,0.19874119028171577*pi,0.09656258110814119*pi) q[11],q[0];\nRxxyyzz(0.39678503985803026*pi,0.21012232154907773*pi,0.0*pi) q[1],q[8];\nRxxyyzz(0.3133262100902182*pi,0.12526826522449674*pi,0.0*pi) q[2],q[14];\nRxxyyzz(0.470086909940724*pi,0.22783685333230397*pi,0.0*pi) q[3],q[9];\nRxxyyzz(0.40609927786294797*pi,0.24533073512111891*pi,0.0*pi) q[4],q[12];\nRxxyyzz(0.44742040734648997*pi,0.31530422531805596*pi,0.19878771554938396*pi) q[5],q[13];\nRxxyyzz(0.4400428943574495*pi,0.36337286035830907*pi,0.10248550687232694*pi) q[6],q[15];\nRxxyyzz(0.29626515875591963*pi,0.11028348912727148*pi,0.07877127857060273*pi) q[16],q[10];\nu3(3.300065021151366*pi,-0.01714786915016131*pi,4.246884478953202*pi) q[0];\nu3(3.680577588420291*pi,-0.16893519094123988*pi,1.4532091259089124*pi) q[1];\nu3(3.610846583760499*pi,3.0989326920993365*pi,0.9049799735021602*pi) q[2];\nu3(3.2066375540710674*pi,1.9168665323272203*pi,1.5062291805230585*pi) q[3];\nu3(3.219920961024818*pi,3.428247418975481*pi,0.6513590903029991*pi) q[4];\nu3(3.763044586892754*pi,0.5354871973338826*pi,3.683214928430128*pi) q[5];\nu3(3.803106573780435*pi,-0.32689584855063325*pi,4.255389509931956*pi) q[6];\nu3(3.255392848904166*pi,0.22781652666904817*pi,1.2869571117185357*pi) q[8];\nu3(3.4984133141972937*pi,-0.30700404816906546*pi,1.1603662074973853*pi) q[9];\nu3(3.2717570463053285*pi,-0.025569232907198147*pi,1.055114497239429*pi) q[10];\nu3(3.5705502040133337*pi,-0.24742262381531765*pi,4.31284694918735*pi) q[11];\nu3(3.557963801874472*pi,2.9950596331202757*pi,4.242513003503653*pi) q[12];\nu3(3.773623413789279*pi,2.0034974405071173*pi,4.377298908907277*pi) q[13];\nu3(3.3461416357822458*pi,2.4773391246839904*pi,2.388492800499869*pi) q[14];\nu3(3.8766643965612726*pi,2.940961951093598*pi,1.7488500790018022*pi) q[15];\nu3(3.5561230410862317*pi,3.019769471290986*pi,1.7492303763622892*pi) q[16];\nRxxyyzz(0.46471951565100955*pi,0.40411042866954*pi,0.0*pi) q[0],q[2];\nRxxyyzz(0.36940394671603993*pi,0.2818241657009261*pi,0.05305046490240372*pi) q[9],q[1];\nRxxyyzz(0.4526818584524599*pi,0.24239532279919995*pi,0.0*pi) q[14],q[3];\nRxxyyzz(0.36377118889279986*pi,0.26649645534446886*pi,3.83385329732363*pi) q[11],q[4];\nRxxyyzz(0.41583593203190716*pi,0.3831947363545415*pi,0.0*pi) q[5],q[7];\nRxxyyzz(0.44858901564872034*pi,0.1511579845437493*pi,0.0*pi) q[16],q[8];\nRxxyyzz(0.3831310469363501*pi,0.3337173802581126*pi,0.08508013593547367*pi) q[12],q[10];\nRxxyyzz(0.4533224917677101*pi,0.17639420548153986*pi,0.05558117751763434*pi) q[15],q[13];\nu3(3.3450182863558*pi,3.1457003483438104*pi,1.5546561353119168*pi) q[0];\nu3(3.301512976171212*pi,0.8733172460956953*pi,1.0205622826486307*pi) q[1];\nu3(3.1244672348889453*pi,-0.0003518162454259066*pi,3.60041115162006*pi) q[2];\nu3(3.4446877526191138*pi,-0.42752106387832245*pi,3.6791297704242707*pi) q[3];\nu3(3.4687535880294975*pi,-0.3772142217385892*pi,1.3029722930546455*pi) q[4];\nu3(3.4870983484051328*pi,-0.31385091727065917*pi,1.151533481204018*pi) q[5];\nu3(3.7187386948977945*pi,-0.4037925168407643*pi,3.691146382204086*pi) q[7];\nu3(3.461821622564594*pi,3.1541718714723572*pi,1.1521053896663584*pi) q[8];\nu3(3.356951309565254*pi,0.7849537034777863*pi,0.9574664784072564*pi) q[9];\nu3(3.484058857423922*pi,2.851048711796915*pi,1.21207520218918*pi) q[10];\nu3(3.3483037561046416*pi,2.42522207429255*pi,2.4588946301831367*pi) q[11];\nu3(3.124740681051885*pi,3.2731291304545813*pi,1.5599748137761895*pi) q[12];\nu3(3.6403019751978403*pi,1.849331773079479*pi,0.8264401556337141*pi) q[13];\nu3(3.4473274047141724*pi,2.587753956117279*pi,1.6420941217309575*pi) q[14];\nu3(3.1567944011116507*pi,-0.012903762197323865*pi,3.202116999300956*pi) q[15];\nu3(3.3305375815900957*pi,-0.22504604080409973*pi,1.0402064159898714*pi) q[16];\nRxxyyzz(0.43766549322594617*pi,0.2748867596407649*pi,0.0*pi) q[9],q[0];\nRxxyyzz(0.35067735504483993*pi,0.19981694273142114*pi,0.06836149974445282*pi) q[11],q[1];\nRxxyyzz(0.2819388816257701*pi,0.21458673485961333*pi,3.9425447778501295*pi) q[14],q[2];\nRxxyyzz(0.45439944537000976*pi,0.39093193632585765*pi,0.13301818683468447*pi) q[6],q[4];\nRxxyyzz(0.44593043387809006*pi,0.1016982956359963*pi,0.0*pi) q[5],q[8];\nRxxyyzz(0.37604810144433987*pi,0.23133064052027152*pi,0.0*pi) q[7],q[16];\nRxxyyzz(0.48909717284750964*pi,0.2792314535594491*pi,0.0*pi) q[10],q[13];\nRxxyyzz(0.30819953430621017*pi,0.23276292619281835*pi,0.0*pi) q[12],q[15];\nu3(3.335632795567294*pi,2.6558892087740267*pi,0.6959903350777437*pi) q[0];\nu3(3.2689351422956827*pi,-0.1706082162662927*pi,0.7517621058188924*pi) q[1];\nu3(3.320802692390896*pi,2.0292162371145888*pi,1.2950544459314668*pi) q[2];\nu3(3.939771970821631*pi,2.912352796111076*pi,3.313965286364774*pi) q[4];\nu3(3.6872987303599003*pi,3.4564539781351185*pi,4.1703168177173895*pi) q[5];\nu3(3.5514924211649017*pi,3.0929553014228715*pi,2.052259424000133*pi) q[6];\nu3(3.378576297838587*pi,0.08408661266648021*pi,1.054957159676849*pi) q[7];\nu3(3.3105993747179876*pi,2.5589139133740897*pi,2.385072399138145*pi) q[8];\nu3(3.338178400215106*pi,-0.47194330447951305*pi,1.3947027018610703*pi) q[9];\nu3(3.7826013593197834*pi,-0.465909188162013*pi,0.7132490468498709*pi) q[10];\nu3(3.6614635081669524*pi,2.9845300304319458*pi,3.660066279479404*pi) q[11];\nu3(3.4664965922686157*pi,3.3442289733401855*pi,1.0701238221972398*pi) q[12];\nu3(3.7788477092493484*pi,0.42498887846709144*pi,4.439133394133707*pi) q[13];\nu3(3.620487737884143*pi,0.5933912905559968*pi,1.2468863421280985*pi) q[14];\nu3(3.62334607984029*pi,3.1667220195186316*pi,4.255476433695443*pi) q[15];\nu3(3.5362846801150853*pi,0.8671377177530522*pi,4.019340614747152*pi) q[16];\nRxxyyzz(0.31868841904527134*pi,0.26148001074664506*pi,0.0*pi) q[0],q[10];\nRxxyyzz(0.39196437322132965*pi,0.10291789012719216*pi,3.94396916069667*pi) q[1],q[6];\nRxxyyzz(0.4105068027099001*pi,0.22941031424123715*pi,3.9370329228459298*pi) q[2],q[4];\nRxxyyzz(0.4535764603503499*pi,0.21444193486157634*pi,0.15744294805507067*pi) q[12],q[3];\nRxxyyzz(0.45014188813638956*pi,0.37759411025188006*pi,3.81529990691624*pi) q[14],q[5];\nRxxyyzz(0.39280378202469973*pi,0.22360020684980023*pi,3.79870327779559*pi) q[11],q[8];\nRxxyyzz(0.33589087496580017*pi,0.05682999003498235*pi,0.0*pi) q[9],q[15];\nRxxyyzz(0.34308816440900003*pi,0.22610521115950477*pi,0.0*pi) q[13],q[16];\nu3(3.165060680174674*pi,3.245579888403273*pi,1.8331604266358092*pi) q[0];\nu3(3.3813691023806114*pi,-0.43834017395346436*pi,1.0842266375195342*pi) q[1];\nu3(3.575046228915632*pi,2.706208336330066*pi,2.2461529551166417*pi) q[2];\nu3(3.8474238440862543*pi,0.8523748719096949*pi,0.9701878503205257*pi) q[3];\nu3(3.56768422515471*pi,3.4200859894836695*pi,2.0553438469281624*pi) q[4];\nu3(3.5682350191574015*pi,2.522647128106977*pi,1.2551899045929713*pi) q[5];\nu3(3.2456185655855982*pi,0.6541046576661798*pi,2.1448505379285354*pi) q[6];\nu3(3.516062056760828*pi,2.296338626304154*pi,2.1491539229296865*pi) q[8];\nu3(3.7636979037714133*pi,2.937084977499968*pi,0.8773764479374608*pi) q[9];\nu3(3.601343011904181*pi,2.268496360412211*pi,1.2437727727805927*pi) q[10];\nu3(3.45163209586363*pi,-0.004275155335606129*pi,0.9176120310256883*pi) q[11];\nu3(3.4252783571691396*pi,0.5886065700749481*pi,0.979299007487972*pi) q[12];\nu3(3.6103489216095035*pi,3.448820463237243*pi,0.76643188308377*pi) q[13];\nu3(3.508985472590809*pi,-0.2127584790803505*pi,1.987296809323177*pi) q[14];\nu3(3.527053696122139*pi,1.7353092489799722*pi,0.669830762811933*pi) q[15];\nu3(3.3601577962372904*pi,2.8119460401160574*pi,2.1821517603896488*pi) q[16];\nRxxyyzz(0.4111443837867699*pi,0.2971570852540828*pi,0.06698514243686823*pi) q[2],q[0];\nRxxyyzz(0.40258909081688954*pi,0.2994480608552835*pi,0.0*pi) q[1],q[9];\nRxxyyzz(0.37211512887531983*pi,0.12275360632281829*pi,3.9400743085043306*pi) q[3],q[13];\nRxxyyzz(0.3772487746186399*pi,0.11437086503501892*pi,0.0*pi) q[5],q[16];\nRxxyyzz(0.4205849584244594*pi,0.17314723994274328*pi,0.0*pi) q[14],q[6];\nRxxyyzz(0.348642197830471*pi,0.10803479461176924*pi,0.0*pi) q[10],q[7];\nRxxyyzz(0.35202539548408074*pi,0.3029669496289211*pi,0.0*pi) q[12],q[8];\nRxxyyzz(0.3262460425746898*pi,0.1713847958168735*pi,0.0*pi) q[11],q[15];\nu3(3.6793186936577778*pi,-0.3009372995093581*pi,2.1314566170977804*pi) q[0];\nu3(3.905102074083269*pi,0.2822054377068338*pi,1.0606954306586438*pi) q[1];\nu3(3.2498326953171914*pi,3.3297613792714884*pi,4.227322794451863*pi) q[2];\nu3(3.7343558363043052*pi,2.538649417915458*pi,1.3959000498880294*pi) q[3];\nu3(3.8553951871910432*pi,-0.16534422328950155*pi,1.570300445868316*pi) q[5];\nu3(3.333630534409581*pi,0.05584088146415933*pi,1.4532728259096999*pi) q[6];\nu3(3.653511266324491*pi,0.05708441653093721*pi,0.9395666228800463*pi) q[7];\nu3(3.578833455073895*pi,3.457459121337805*pi,0.7991755830374904*pi) q[8];\nu3(3.8845314309453673*pi,1.9021565801748754*pi,1.4371354438094897*pi) q[9];\nu3(3.6412177791092195*pi,3.4970113777466953*pi,3.507656468532778*pi) q[10];\nu3(3.2810844949262528*pi,2.668251906127834*pi,1.6823152424257881*pi) q[11];\nu3(3.525822660321309*pi,3.1847719793435045*pi,1.2305903230904622*pi) q[12];\nu3(3.2077274602567147*pi,2.8817657390202216*pi,0.8828973231629154*pi) q[13];\nu3(3.4877576297129615*pi,0.6328367705823574*pi,1.1263123201354688*pi) q[14];\nu3(3.8509165489963677*pi,3.236583027443754*pi,1.617412962748818*pi) q[15];\nu3(3.578672769626779*pi,2.842829187700587*pi,2.2273896669858333*pi) q[16];\nRxxyyzz(0.41965306364098*pi,0.2984086916667176*pi,0.0*pi) q[1],q[3];\nRxxyyzz(0.33458235888898047*pi,0.21902377917784066*pi,0.0*pi) q[14],q[2];\nRxxyyzz(0.4118244996118801*pi,0.1705507371799962*pi,3.9309185967511997*pi) q[10],q[4];\nRxxyyzz(0.41874964033149004*pi,0.2750251636447932*pi,3.9091750345622707*pi) q[11],q[5];\nRxxyyzz(0.4641411588391403*pi,0.29930737505868055*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.2732602998412995*pi,0.2330724335417742*pi,0.0*pi) q[7],q[8];\nRxxyyzz(0.4712955180135605*pi,0.10965992338626585*pi,0.0*pi) q[12],q[9];\nRxxyyzz(0.4146068787834999*pi,0.29571138550625636*pi,3.95228553096805*pi) q[16],q[13];\nu3(3.687734812410237*pi,0.2469660887818671*pi,2.1760033071406224*pi) q[1];\nu3(3.4914215310711016*pi,-0.4750611651622443*pi,0.7759969482464539*pi) q[2];\nu3(3.3877122892838094*pi,-0.30049202761225846*pi,1.3699674745690429*pi) q[3];\nu3(3.966997110265546*pi,0.07427806719595975*pi,0.9640664972325945*pi) q[4];\nu3(3.4965364062956477*pi,0.27786747169158144*pi,1.6961763245998716*pi) q[5];\nu3(3.5438172358492204*pi,-0.35443439285131967*pi,0.6293939217637652*pi) q[6];\nu3(3.2286088597862674*pi,-0.3818426492100727*pi,0.9571471356639227*pi) q[7];\nu3(3.2626879214305977*pi,3.2261744923791573*pi,1.1732847452452124*pi) q[8];\nu3(3.795195188515519*pi,3.162806919181028*pi,4.168766426636852*pi) q[9];\nu3(3.1626112994237454*pi,-0.10019639453047158*pi,2.3078537243707826*pi) q[10];\nu3(3.5508203921439283*pi,2.682705946716905*pi,1.2197341061845188*pi) q[11];\nu3(3.3283877315449*pi,0.08878377196617171*pi,1.6162894165892763*pi) q[12];\nu3(3.3311132503233205*pi,1.9483140344162764*pi,0.7213996754453729*pi) q[13];\nu3(3.416978888712717*pi,2.7384766036291444*pi,1.6669765119026092*pi) q[14];\nu3(3.6426928456513745*pi,0.3981218230246324*pi,1.721726478419431*pi) q[15];\nu3(3.5426098729095057*pi,2.711396146201748*pi,0.5732466854763159*pi) q[16];\nRxxyyzz(0.4506489435090594*pi,0.10989025125027439*pi,3.94724954861592*pi) q[8],q[0];\nRxxyyzz(0.37298116578143137*pi,0.19103453839246176*pi,0.0*pi) q[11],q[1];\nRxxyyzz(0.3671152743553099*pi,0.21620992292316202*pi,0.09219066442684433*pi) q[2],q[3];\nRxxyyzz(0.45953379858255927*pi,0.27072247014407086*pi,3.91564188986988*pi) q[5],q[9];\nRxxyyzz(0.36927703653995*pi,0.19625923610861126*pi,3.86980168593199*pi) q[14],q[6];\nRxxyyzz(0.48605425588420015*pi,0.26326370536256216*pi,0.0*pi) q[15],q[7];\nRxxyyzz(0.38246868192761985*pi,0.12010215206925412*pi,0.0*pi) q[10],q[16];\nRxxyyzz(0.38228265017114993*pi,0.17770367434478207*pi,0.0*pi) q[12],q[13];\nu3(3.373909482120494*pi,-0.35053460821457016*pi,0.7947221574018397*pi) q[0];\nu3(3.8196444149260085*pi,0.21253975846133166*pi,2.051452098815832*pi) q[1];\nu3(3.640689571572227*pi,2.6357309577956096*pi,3.8277714388510375*pi) q[2];\nu3(3.0831660446338436*pi,0.23861675357474266*pi,3.723412075182201*pi) q[3];\nu3(3.79167792201075*pi,2.3646532643055416*pi,0.7386400872919361*pi) q[5];\nu3(3.641617515235558*pi,-0.12454209628081747*pi,1.278511214749632*pi) q[6];\nu3(3.810507488842262*pi,1.074690165490531*pi,1.0831373800919*pi) q[7];\nu3(3.2576768144821653*pi,0.33839913866318316*pi,0.9632653509568252*pi) q[8];\nu3(3.7029627212849485*pi,2.6321467480100056*pi,1.2039039871610577*pi) q[9];\nu3(3.1999572582826756*pi,0.8660606156045061*pi,0.8685521323603325*pi) q[10];\nu3(3.3434895099340487*pi,0.14706658186138866*pi,0.7038490444085582*pi) q[11];\nu3(3.172233046296765*pi,0.6421733317329017*pi,1.9719054079995542*pi) q[12];\nu3(3.3720789210452073*pi,0.16454446293779434*pi,1.501687254799529*pi) q[13];\nu3(3.802698825185525*pi,1.0622050213386078*pi,1.2035090246847369*pi) q[14];\nu3(3.552235001418423*pi,2.5668721354997137*pi,0.6219010466810768*pi) q[15];\nu3(3.379998468969704*pi,3.0494311169085764*pi,0.9285690940263036*pi) q[16];\nRxxyyzz(0.34271808160894857*pi,0.3239370758131058*pi,0.0*pi) q[10],q[0];\nRxxyyzz(0.31716949588772003*pi,0.17483656058024188*pi,0.0*pi) q[1],q[13];\nRxxyyzz(0.32041008157669015*pi,0.2358954714850361*pi,0.0*pi) q[2],q[12];\nRxxyyzz(0.4109719911924702*pi,0.2925306023925489*pi,0.0*pi) q[3],q[16];\nRxxyyzz(0.37681636066030944*pi,0.17405890869067792*pi,0.09411953503407133*pi) q[11],q[4];\nRxxyyzz(0.3380193965892494*pi,0.13298577319991445*pi,0.06763014305832371*pi) q[5],q[14];\nRxxyyzz(0.45317281346007976*pi,0.3320354642246355*pi,0.0*pi) q[9],q[6];\nu3(3.5574836532866336*pi,0.12172252645219284*pi,4.207950241111217*pi) q[0];\nu3(3.219899263368852*pi,2.0263319059517926*pi,1.6951437266938483*pi) q[1];\nu3(3.46593367274468*pi,3.409877197008977*pi,3.5053794333471675*pi) q[2];\nu3(3.488077770801324*pi,2.5927849491387542*pi,1.130810769273206*pi) q[3];\nu3(3.563783671603918*pi,2.637421080274996*pi,1.5514078049132392*pi) q[4];\nu3(3.8140829717008486*pi,-0.35670436308559295*pi,1.0976162744840088*pi) q[5];\nu3(3.3919955145789484*pi,-0.43860585025344334*pi,4.272625097998374*pi) q[6];\nu3(3.1846921707540674*pi,-0.49244472377404813*pi,1.296180340705213*pi) q[9];\nu3(3.379468623842831*pi,2.8308909775898776*pi,1.397718856872406*pi) q[10];\nu3(3.6905618043658084*pi,1.7754897041292113*pi,4.435170956612895*pi) q[11];\nu3(3.8316185424060643*pi,1.105099020474666*pi,0.5278501006120337*pi) q[12];\nu3(3.3362264906154144*pi,3.055426426538708*pi,1.543059236820766*pi) q[13];\nu3(3.4949257990439695*pi,0.17655009067507232*pi,3.3737466091351385*pi) q[14];\nu3(3.5948828502703867*pi,0.034729619713887105*pi,2.3957614595616423*pi) q[16];\nRxxyyzz(0.4591189333927296*pi,0.1327769499649203*pi,0.0*pi) q[0],q[13];\nRxxyyzz(0.44859000865552945*pi,0.3386395387929652*pi,3.7965764918605096*pi) q[1],q[9];\nRxxyyzz(0.3714086447069831*pi,0.239231482612412*pi,0.0*pi) q[2],q[16];\nRxxyyzz(0.2543597814095695*pi,0.12079079970277296*pi,0.0*pi) q[7],q[3];\nRxxyyzz(0.4020492921116898*pi,0.34355004475891526*pi,0.0*pi) q[14],q[4];\nRxxyyzz(0.345678703606671*pi,0.21503093218587432*pi,3.8198468756452515*pi) q[5],q[12];\nRxxyyzz(0.34862873002612016*pi,0.2551769966516435*pi,0.1403064729348409*pi) q[8],q[11];\nRxxyyzz(0.39230057226594905*pi,0.2591532657894775*pi,0.0*pi) q[15],q[10];\nu3(3.2333852187632792*pi,2.620799698807079*pi,1.5437848208567875*pi) q[0];\nu3(3.165936483587861*pi,1.7897577887893328*pi,0.7175278958118407*pi) q[1];\nu3(3.699650657614207*pi,1.2464172563826095*pi,1.3042248315111937*pi) q[2];\nu3(3.905890831615777*pi,0.3529618599921145*pi,4.465277682797591*pi) q[3];\nu3(3.848083944266859*pi,3.3489524034935303*pi,2.299191705362968*pi) q[4];\nu3(1.8517414828641092*pi,3.1297020067210584*pi,1.8552846457026133*pi) q[5];\nu3(3.7852484006298885*pi,2.6943216626012316*pi,1.8099566710525088*pi) q[7];\nu3(3.7666215529694336*pi,0.3744605527576068*pi,0.9773611396648558*pi) q[8];\nu3(3.6878539615488606*pi,0.9548746825297969*pi,0.9752301573636175*pi) q[9];\nu3(3.9185429905641134*pi,3.1397020293862377*pi,1.0895509119560844*pi) q[10];\nu3(3.309905724871097*pi,0.29710400676975546*pi,1.037687413099425*pi) q[11];\nu3(0.6091478148961206*pi,1.1515617131062788*pi,0.8367682759070141*pi) q[12];\nu3(3.357909824831923*pi,2.363544794992058*pi,1.5342453619597047*pi) q[13];\nu3(3.4597532758673344*pi,2.453387350369272*pi,1.720534602688811*pi) q[14];\nu3(3.5857228619041916*pi,0.8686730577454993*pi,1.571747253169911*pi) q[15];\nu3(3.8684526758169255*pi,-0.24529064929172362*pi,0.974104640753128*pi) q[16];\nmeasure q[2] -> c[2];\nmeasure q[5] -> c[7];\nmeasure q[16] -> c[9];\nmeasure q[12] -> c[14];\nmeasure q[14] -> c[16];\nRxxyyzz(0.3390220798548601*pi,0.2887878348375654*pi,0.050071818695407444*pi) q[0],q[9];\nRxxyyzz(0.40826618975353923*pi,0.1283109428264084*pi,0.05087675669830789*pi) q[1],q[11];\nRxxyyzz(0.4748947289378136*pi,0.07479852129937392*pi,0.0*pi) q[3],q[10];\nRxxyyzz(0.43461084960313*pi,0.2688029591914942*pi,0.0*pi) q[7],q[4];\nRxxyyzz(0.42824727806509*pi,0.2780223943294189*pi,0.0*pi) q[15],q[6];\nRxxyyzz(0.37241806540529*pi,0.2280962311023942*pi,0.0*pi) q[8],q[13];\nu3(1.8557029896943478*pi,0.210114499862607*pi,0.9110353838469495*pi) q[0];\nu3(3.8036545782160758*pi,2.232165871310306*pi,1.8194636656854701*pi) q[1];\nu3(3.668547077953835*pi,2.440142983868444*pi,1.968290303582417*pi) q[3];\nu3(3.8063568312788787*pi,1.0100340776164811*pi,1.1560500876277788*pi) q[4];\nu3(3.572343813335989*pi,0.10152197335182145*pi,1.9789666661354557*pi) q[6];\nu3(3.442220007732131*pi,0.04010000565001426*pi,0.9594707484586373*pi) q[7];\nu3(3.6654113289563*pi,-0.3425422905011123*pi,2.2250163069800837*pi) q[8];\nu3(2.63826824718394*pi,0.07316617761565858*pi,1.0334601688128626*pi) q[9];\nu3(3.697832115647431*pi,1.2815727712626472*pi,1.7384263750435123*pi) q[10];\nu3(3.683104247628707*pi,-0.3854543970580794*pi,1.524163171968299*pi) q[11];\nu3(3.3828137913716447*pi,0.9560219207453373*pi,1.9099644448802555*pi) q[13];\nu3(3.884773498961581*pi,1.4433930914858668*pi,1.3705580378538136*pi) q[15];\nmeasure q[7] -> c[0];\nmeasure q[15] -> c[1];\nmeasure q[0] -> c[3];\nmeasure q[13] -> c[4];\nmeasure q[1] -> c[5];\nmeasure q[11] -> c[6];\nmeasure q[9] -> c[8];\nmeasure q[4] -> c[10];\nmeasure q[6] -> c[11];\nmeasure q[8] -> c[12];\nmeasure q[10] -> c[13];\nmeasure q[3] -> c[15];\n"], "qv_circs_nomeas": ["OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.241520921375558*pi,-0.334439082160723*pi,3.86306091161806*pi) q[0];\nu3(0.457937459737111*pi,0.33255794548904904*pi,0.561572099656553*pi) q[1];\nu3(0.953047103687067*pi,3.48001093087571*pi,3.73938515557277*pi) q[2];\nu3(0.727137625950103*pi,-0.12614317774696598*pi,3.56161659978577*pi) q[3];\nu3(0.852097408002376*pi,3.12459692302534*pi,3.82707942179659*pi) q[4];\nu3(0.779996073622542*pi,3.14897130147291*pi,0.5233623976801324*pi) q[5];\nu3(0.361494316939187*pi,2.960830943621*pi,0.807453598739447*pi) q[6];\nu3(0.675591242231207*pi,0.51266890153425*pi,1.142928495089456*pi) q[7];\nu3(0.827201302146752*pi,3.10005128461665*pi,3.32722658660405*pi) q[8];\nu3(0.0852834952210472*pi,3.14316942149188*pi,1.58850227899038*pi) q[9];\nu3(0.483562354395146*pi,0.13867967349787802*pi,0.7393888524575329*pi) q[10];\nu3(0.186175801424196*pi,0.06832497096060697*pi,3.48642402290183*pi) q[11];\nu3(0.536188837166647*pi,0.6990339557229801*pi,4.32001660416271*pi) q[12];\nu3(0.0125465686228569*pi,3.31724087401813*pi,4.27322918860262*pi) q[13];\nu3(0.678182180681767*pi,-0.21179961430869998*pi,0.8106908804298081*pi) q[14];\nu3(0.602959615282336*pi,0.90065441594696*pi,0.97376484562802*pi) q[15];\nu3(0.537628084206632*pi,0.11940484583156796*pi,0.5211301293409647*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[16];\ncx q[12],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.45730593731427*pi,0.5*pi) q[1];\nu3(3.5*pi,3.34563372802668*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.39464772774606*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.291763484269579*pi) q[11];\nu3(3.5*pi,3.35384533812716*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.33168411695392*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.196449446816777*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2361448218737001*pi) q[16];\ncx q[0],q[7];\ncx q[1],q[11];\ncx q[2],q[15];\nu3(3.5*pi,3.34845817510879*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(1.0*pi,0.0*pi,1.11591484499845*pi) q[6];\ncx q[8],q[9];\ncx q[10],q[16];\ncx q[12],q[13];\nu3(3.5*pi,3.45812627562651*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(3.5*pi,3.44227818103116*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1765240000571389*pi) q[5];\nu3(1.0*pi,0.0*pi,1.263331080010526*pi) q[7];\nu3(3.5*pi,3.4866459354932*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.186459956746841*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42398006766782*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.3667825253468*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5072844745514073*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.661949320413026*pi) q[16];\ncx q[0],q[7];\ncx q[1],q[11];\ncx q[2],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,0.5138809965531195*pi) q[6];\ncx q[8],q[9];\ncx q[10],q[16];\ncx q[12],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.32883735714479*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.48770236761688*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47118651802036*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[9];\nu3(0.303904639200293*pi,0.6019445780241499*pi,0.737878108143755*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.2377076919729*pi,0.18726579834799395*pi,3.93114074089455*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.490945710259642*pi,0.49488071044054405*pi,3.9260635356223*pi) q[2];\nu3(0.248108441592845*pi,2.9112425613092*pi,1.460831411467499*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.506046788556809*pi,0.16657804499475204*pi,4.3167892848764*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.548174218923656*pi,3.27823217114873*pi,2.97583270557156*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.128551189292528*pi,0.02538241209070702*pi,0.5741885046925859*pi) q[2];\nu3(0.593560577330666*pi,0.26536199668398897*pi,1.435904686883591*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.570811974701931*pi,-0.281394589108157*pi,3.77430996603619*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.227635103804892*pi,3.43717668285252*pi,1.84388378398402*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.209869260416686*pi,0.7682282853578899*pi,4.03382727762518*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.313783236969357*pi,0.375879423830518*pi,3.81736682204626*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.419017836548802*pi,3.17220447961926*pi,3.34096573013601*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.116168110460341*pi,-0.006130359050595002*pi,0.691598958706007*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.401366402864024*pi,2.65049106403575*pi,1.62612828708648*pi) q[11];\nu3(0.485510888872135*pi,-0.394658569432004*pi,4.249626268631911*pi) q[12];\nu3(0.809162784504789*pi,-0.37345883214699*pi,3.1858693686249*pi) q[13];\ncx q[14],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.382383690546722*pi,-0.18256681535743602*pi,0.749205946689849*pi) q[0];\nu3(0.664119881943303*pi,0.04486264899635295*pi,0.6284791832604439*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.271144349951709*pi,3.11595873678154*pi,4.43532796389339*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.388757124272791*pi,0.26107252840237805*pi,0.796634187601007*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.641204920830486*pi,-0.4537790027394178*pi,3.05103066828966*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.265304745103067*pi,2.36129803457159*pi,1.140959344002121*pi) q[13];\nu3(3.5*pi,3.43082145802039*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2459150182937662*pi) q[16];\nu3(0.528992997582388*pi,-0.348995551706087*pi,0.739631348162753*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.3556743528891*pi,0.5*pi) q[3];\nu3(0.377664443356048*pi,-0.021230724599897*pi,4.12278925365021*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.646253406303366*pi,-0.038596906207383985*pi,0.769388720566463*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.290322559503575*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.592863140014458*pi,3.31668625143304*pi,2.87349742416609*pi) q[5];\nu3(0.639020226913648*pi,0.7932470610226301*pi,0.654933844748032*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.761494995966957*pi,0.375605843528403*pi,1.248527343806281*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4355660514561706*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.321454965369859*pi,3.37505008715295*pi,1.67916213695753*pi) q[5];\nu3(0.495708498337093*pi,2.9979145014846*pi,0.8747146063614479*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0956257837618231*pi,-0.296128330209648*pi,1.280463535756694*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42562063882845*pi) q[10];\ncx q[14],q[16];\ncx q[0],q[6];\nu3(3.5*pi,3.42160902517527*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.212274742009922*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.43119862732647*pi,0.5*pi) q[0];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42760827404577*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.317491874365039*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.336094060857902*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5036194821645719*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5032387929290579*pi) q[6];\nu3(3.5*pi,3.41997869064436*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3159552525313751*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.41044405163359*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[6];\nu3(3.5*pi,3.46960082922213*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],q[13];\nu3(1.0*pi,0.0*pi,1.373780544481984*pi) q[5];\ncx q[7],q[8];\ncx q[9],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.613228929880357*pi,3.02581831857759*pi,3.56264516267143*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.550746787784105*pi,-0.015691832256473026*pi,0.5353464466884839*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.2218594781976595*pi) q[8];\nu3(3.5*pi,3.47444490539709*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.750359717581287*pi,-0.056962676140656976*pi,3.72689325225163*pi) q[14];\nu3(1.0*pi,0.0*pi,1.261529883336489*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.105958123084563*pi,2.67715441828582*pi,1.090027744338132*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.354966040754339*pi,0.11658804605367001*pi,4.06230101705851*pi) q[2];\nu3(0.447408603885252*pi,3.29009036320849*pi,0.830088692048625*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5914534661974846*pi) q[5];\nu3(0.82393127309052*pi,0.33572080221353695*pi,1.035108474925973*pi) q[6];\ncx q[7],q[8];\ncx q[9],q[15];\nu3(0.115700914768259*pi,-0.383066363976802*pi,1.490134997283599*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0920528211884274*pi,-0.4152145547423553*pi,1.81596006385929*pi) q[16];\nu3(0.746470813473506*pi,0.13601326812374903*pi,0.789120519974538*pi) q[0];\ncx q[1],q[5];\nu3(0.580868557373023*pi,0.171565417786685*pi,4.44216675512041*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.730816928492833*pi,-0.06882318941468701*pi,3.69996446321514*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.288161561544312*pi,2.43574625417483*pi,1.38195575673599*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.35936871272921*pi) q[15];\nu3(0.692896626242832*pi,2.55824797376677*pi,4.00640379000262*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.226360094951981*pi,0.34311403349290404*pi,3.73935239476168*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.355867069947815*pi,0.326315659613447*pi,4.28241425603537*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.441137943244846*pi,0.46412665624320404*pi,0.781478654465513*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\ncx q[6],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.314981767182662*pi,-0.142822754267576*pi,0.5769921224028982*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.702487892385751*pi,3.00615057795425*pi,3.7911853329068*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.434149814309005*pi,3.45360100511045*pi,4.25066084566374*pi) q[4];\nu3(0.449302816930328*pi,0.75022711821916*pi,4.3856001521188706*pi) q[5];\nu3(3.5*pi,3.41627730889808*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.441830336676783*pi,0.03111391346237502*pi,1.194142134124296*pi) q[13];\nu3(1.0*pi,0.0*pi,1.260271673835583*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[3];\nu3(0.76912545344589*pi,0.23801958996665196*pi,3.95771875016445*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.558491501465844*pi,-0.11984296758310098*pi,1.3843192710952739*pi) q[5];\ncx q[6],q[14];\nu3(0.482759023803576*pi,0.8759438501119601*pi,3.99164917944086*pi) q[7];\nu3(0.410597703428663*pi,0.033229747781805985*pi,0.664849181118034*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.4686819986905*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2722994363190279*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.329254645734112*pi,3.0376751675458*pi,1.317971342726842*pi) q[7];\nu3(0.387091498009407*pi,-0.4560020967592754*pi,0.826920608215614*pi) q[8];\nu3(0.807442540355862*pi,2.98293751058167*pi,3.46778288932776*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5991890552495451*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.369376584083626*pi,3.04932934451035*pi,1.429374330675118*pi) q[9];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,4.470619022378219*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.38500725268567*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1574643481501101*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.53714932477841*pi,2.93950091976721*pi,4.09605159846666*pi) q[15];\ncx q[0],q[3];\nu3(3.5*pi,3.45464631982957*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.35589082290105*pi,0.5*pi) q[5];\nu3(0.512389067642756*pi,-0.073587360332387*pi,1.069183729381717*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2176142646729*pi) q[11];\ncx q[12],q[13];\nu3(0.696407844666012*pi,0.71294061265662*pi,4.2665048312577305*pi) q[14];\nu3(0.28134187816014*pi,0.46175127375465996*pi,0.706033911939249*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2174827863623952*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[16];\nu3(0.718318831872963*pi,0.510854320585*pi,1.113102488404496*pi) q[6];\nu3(3.5*pi,3.42488511535679*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.1881039461807439*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5487337654233838*pi) q[13];\nu3(0.217178364178461*pi,0.10101458636661997*pi,4.16513357850062*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(3.5*pi,3.37547129908798*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.235689788258985*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.6598183232652051*pi) q[11];\ncx q[12],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.686732513123546*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,0.5531848556545002*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45097771973973*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0789250451744061*pi,0.6324475129855001*pi,0.703272663576842*pi) q[12];\nu3(0.337014505125388*pi,0.48987900152988495*pi,0.7948278520666741*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.695371235114042*pi,3.18209943966833*pi,3.21673555141741*pi) q[0];\nu3(0.754631370897405*pi,2.96464565936903*pi,3.83197680457982*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.44734706462644*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.364093390644133*pi,3.31219777255939*pi,1.69145916241263*pi) q[11];\nu3(0.387451298871054*pi,0.18013141344987404*pi,3.46957898301888*pi) q[12];\nu3(0.482816573432008*pi,0.96677979506542*pi,4.11792894811467*pi) q[13];\nu3(1.0*pi,0.0*pi,1.364983697909047*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.173032565915842*pi,3.14293164960282*pi,0.759426182139034*pi) q[0];\nu3(0.661031826137801*pi,2.34186666516904*pi,3.78983119976327*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.640069739467238*pi,-0.330779834999199*pi,0.5490904135820736*pi) q[5];\nu3(0.63570198561739*pi,0.10085057980650902*pi,0.5000187174260824*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.784396224936361*pi,-0.13888325460519102*pi,1.01596305760969*pi) q[10];\nu3(0.576090865185319*pi,0.9780225534322999*pi,0.5583909217661608*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.390360547420408*pi,-0.4611964235311888*pi,4.34369981754922*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.571248121523771*pi,3.0178103307542*pi,3.58229158141472*pi) q[5];\nu3(0.188014373258188*pi,-0.197743936692778*pi,1.67763969159543*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.319782962439673*pi,3.29777948935382*pi,1.2192133003944239*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.748259226212654*pi) q[15];\nu3(0.417071844766216*pi,-0.16968646542168397*pi,1.2758491903697209*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.746948416258423*pi,-0.130466979564143*pi,3.90891469606943*pi) q[3];\ncx q[4],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.616400403482382*pi,-0.4696439786576831*pi,3.9299471074867*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[13];\ncx q[2],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.564092681625848*pi,-0.4849176031699936*pi,3.05568222387805*pi) q[8];\nu3(0.596264003633393*pi,3.1417736134772*pi,0.5106388819898934*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.40078616239238*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4098443548908*pi,0.5*pi) q[1];\nu3(3.5*pi,3.49226133702477*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(1.0*pi,0.0*pi,1.210402091647282*pi) q[5];\nu3(1.0*pi,0.0*pi,1.4238568695251081*pi) q[7];\nu3(0.128120463215426*pi,3.02536763146211*pi,1.81147802042025*pi) q[8];\nu3(0.445701261316948*pi,0.34587527760252*pi,3.88889241299374*pi) q[9];\ncx q[10],q[12];\ncx q[11],q[16];\nu3(1.0*pi,0.0*pi,1.179793593332942*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[5];\ncx q[1],q[13];\ncx q[2],q[7];\nu3(0.656232138122388*pi,3.24314360643077*pi,3.48806433543346*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.44671722443843*pi,0.5*pi) q[10];\nu3(3.5*pi,3.43635925059385*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.158970730088051*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.39012736302807*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.604612192608547*pi,-0.384982064935657*pi,4.2869863191232795*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.3743679015696895*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.2580675176384695*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,0.5429951387801024*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\ncx q[0],q[5];\ncx q[1],q[13];\ncx q[2],q[7];\ncx q[3],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44869966222325*pi) q[12];\nu3(0.649636941939959*pi,2.94840202787648*pi,3.47672591515796*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.694237292363596*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.48762500693681*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.39913207234973*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.198312826964661*pi) q[8];\nu3(1.0*pi,0.0*pi,1.300320544284976*pi) q[9];\ncx q[10],q[12];\ncx q[11],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.575714786400552*pi,0.31468755990280795*pi,4.46925521931446*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.405644293735286*pi,2.65501407893485*pi,1.231727685707787*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.34352396934559*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.49596261158333*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.62775539437405*pi,0.404817021468312*pi,1.1622201074156329*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\ncx q[4],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(0.619020001896508*pi,0.62889959615772*pi,0.783796483250784*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.3869245253366*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.631980930678728*pi,3.13432188830062*pi,4.2357654987164*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.582788843262192*pi,2.98756859653237*pi,3.96509115244168*pi) q[13];\nu3(1.0*pi,0.0*pi,1.289482504161952*pi) q[14];\nu3(0.189039187338948*pi,3.30041037156218*pi,1.1794924797890651*pi) q[16];\nu3(0.527317603491422*pi,0.11136445361731895*pi,1.365641195761004*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.489204856354218*pi,0.301551255950555*pi,4.10952846969617*pi) q[10];\nu3(0.0787027803400361*pi,-0.4740629933281139*pi,0.659253506416745*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.212590619642974*pi,-0.147231337313452*pi,4.44398590593944*pi) q[13];\nu3(0.694330561221766*pi,3.34341678264726*pi,3.57622993459269*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.281962510844698*pi,-0.124655833597207*pi,3.88168905126859*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.478967769266986*pi,3.06898247321782*pi,0.752996324576534*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.401816782134854*pi,0.17886297559915*pi,4.2979558838296*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5494488560773965*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.615087385058623*pi,0.73319255895871*pi,4.49327688984732*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(0.767424095632014*pi,-0.4405444141218732*pi,3.94750602959756*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.752582434980055*pi,-0.285678330421102*pi,0.770726597632452*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.537836082775457*pi,3.29945278952528*pi,0.680648609274242*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.42283840773786*pi,0.99088176137733*pi,4.118700588622589*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[15];\nu3(0.16611436441425*pi,-0.17637676447300799*pi,3.90221940566452*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.33237045084676*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.375315426228088*pi,-0.009100160701282*pi,4.001928755406841*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.519702634669761*pi,0.8105223379428199*pi,4.23537238858103*pi) q[6];\nu3(0.697607013742742*pi,-0.16505307450107798*pi,4.04393565977071*pi) q[7];\nu3(0.530646863323383*pi,3.39437584906457*pi,4.217006232221999*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.42673419737308*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.189667493346131*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.299190878985896*pi) q[15];\ncx q[0],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.491988981988245*pi,-0.38673162811399797*pi,1.030303051800965*pi) q[4];\nu3(0.789429331603425*pi,0.15498738665871403*pi,0.674300192152802*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.622051385768383*pi,0.25652679628849695*pi,0.696612661403006*pi) q[8];\nu3(0.385647250819497*pi,3.43199292911912*pi,1.1225494667354239*pi) q[9];\ncx q[11],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.191025309009626*pi,2.61126469459956*pi,1.15541805958002*pi) q[4];\ncx q[5],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.263547933709827*pi,3.41978649695956*pi,1.351042900684539*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5878329019294526*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.639436205443512*pi) q[15];\ncx q[0],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.41747375664112*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[15];\nu3(1.0*pi,0.0*pi,1.2792564233180261*pi) q[12];\nu3(0.637140631717627*pi,-0.368230885768202*pi,0.75332362937986*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.143064960765008*pi,-0.378708738459158*pi,4.02622012413403*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,3.48593664040765*pi,0.5*pi) q[1];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.4046712904044178*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.317057990159563*pi,-0.4255874347462865*pi,0.5025480878931007*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.495154533640751*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.754106962549076*pi,3.2579817564809*pi,3.76865448989646*pi) q[15];\nu3(0.556850872827277*pi,2.96530338615772*pi,3.20173341303675*pi) q[0];\ncx q[1],q[7];\nu3(3.5*pi,3.42047827996777*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[12];\nu3(1.0*pi,0.0*pi,1.2848276919533421*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.872467645197876*pi,0.19396694031473005*pi,1.486687631146064*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.54810531652017*pi,0.0034202604726669694*pi,1.235529194194715*pi) q[15];\nu3(0.263174153007916*pi,0.285014598659285*pi,1.090633480781305*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[8];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4148743307998295*pi) q[7];\ncx q[9],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.281899179454325*pi,0.02161471767912404*pi,3.5545208106374*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(3.5*pi,3.48990456068799*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45777562311566*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.272201988076372*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.42592358142796*pi) q[8];\nu3(3.5*pi,3.47423741337555*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1742508265749518*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0912561828855353*pi,-0.253261755900101*pi,1.491793786836118*pi) q[13];\nu3(1.0*pi,0.0*pi,1.165781884477397*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[8];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.43033826355627*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5647547727486906*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48522873193871*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.265025705307686*pi,0.26687322472850505*pi,3.30593269209565*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.916873491303264*pi,3.38601202342911*pi,4.26381783318316*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.4936408166206*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.634938437625434*pi,3.1762974740761*pi,3.34174555718783*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.489377691050489*pi,-0.35275387108829603*pi,0.5736008493871751*pi) q[12];\nu3(1.0*pi,0.0*pi,1.262162067659756*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.710596312394028*pi,-0.01937433685704698*pi,4.27436780280559*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.37645797580919*pi,3.27490233584676*pi,1.048404990615059*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.316727771108236*pi,3.08096054252256*pi,1.86739629250773*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.857025002636355*pi,2.99376537856907*pi,3.23735695877898*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.852150764760298*pi,0.5989444766760501*pi,4.19848288751246*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5237549225794842*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[13];\nu3(0.729820676505828*pi,0.64600221305668*pi,0.9866419867295511*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.875902689828376*pi,-0.397535708224318*pi,4.42355470328217*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.278916962209267*pi,-0.4402525606329231*pi,0.906083852754208*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.633373872424963*pi,2.89434503057427*pi,4.16435052573957*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.412513096131693*pi,-0.010829434074563993*pi,1.342663419482348*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.413382977700865*pi,0.484580725537463*pi,3.91180163084589*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.881466277879193*pi,3.23278319628501*pi,3.89210574482893*pi) q[7];\nu3(0.458628370786912*pi,3.14476811519398*pi,1.085331458381152*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.317777120948917*pi,1.0436915628048*pi,4.447907830254961*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.486683669499678*pi,0.493509505912166*pi,3.79979138529944*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.623626592937155*pi,3.24550109966801*pi,3.23393074264005*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.744504907830236*pi,2.59278625495708*pi,3.95793227256665*pi) q[6];\nu3(0.713777236481536*pi,3.18543657861241*pi,3.1876467078811*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.345123146467045*pi,-0.194432255518052*pi,4.27653110260472*pi) q[14];\nu3(0.725268158845536*pi,-0.182377630573475*pi,1.187893643287226*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.36716734122459*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.348319435509936*pi,3.1844586862827*pi,4.45522656473858*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.39487060831228*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.245019945441006*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.338093384446163*pi) q[16];\nu3(0.621950899884627*pi,3.37763242046511*pi,4.04056023179953*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5119635571224496*pi) q[12];\nu3(0.302506525057496*pi,2.84077924162861*pi,1.0447386232975089*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.437424494792101*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.4519110421771*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,3.42911905589283*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49827167367044*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(1.0*pi,0.0*pi,1.214961370008822*pi) q[7];\nu3(1.0*pi,0.0*pi,1.136623282026925*pi) q[8];\ncx q[9],q[16];\ncx q[10],q[11];\nu3(0.171018911337816*pi,-0.08482734144166099*pi,0.783835940795253*pi) q[13];\nu3(1.0*pi,0.0*pi,1.253245050209908*pi) q[14];\ncx q[1],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[7];\nu3(3.5*pi,3.38772385134036*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.47651509519558*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3100731962511691*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.22806284913897*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.63003116465007*pi,-0.47506806137308233*pi,0.622893265775001*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,4.44146710929116*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5529113783946515*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(0.732176979118782*pi,-0.359111727847027*pi,3.40536092451376*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.37644832448782*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[8];\nu3(0.778452170280072*pi,-0.4897725516193553*pi,3.08021290043099*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3418417381228*pi) q[11];\nu3(0.504453339244234*pi,-0.264492263655827*pi,3.58853153185584*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5016995294511611*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.727222988552971*pi,3.12796247163262*pi,3.01706388010027*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.567125689183263*pi,-0.18568908665668699*pi,3.60061016559839*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.43654101714214*pi,0.5177745160726399*pi,4.17334612210437*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.219818066208079*pi,1.13898967545665*pi,4.27377962480521*pi) q[15];\nu3(0.566524730280591*pi,3.20169005946854*pi,1.65210487067733*pi) q[16];\nu3(0.825143392905366*pi,3.1656855282995*pi,3.31686795033139*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.459898408832339*pi,2.83778619780696*pi,3.7431791132477*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.22956126361131*pi,0.375744159503531*pi,3.95691974703851*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.96729618892403*pi,-0.121242958219763*pi,3.9916015306328*pi) q[15];\nu3(0.735021626411833*pi,3.37163653869589*pi,4.421902367240779*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.13976596480345*pi,-0.366760244503919*pi,1.61598873056099*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.253043239498386*pi,-0.05845445324552101*pi,0.740902477876596*pi) q[4];\nu3(0.566304864597206*pi,2.73946909533547*pi,4.01933739496247*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.735342537162394*pi,2.57836953492276*pi,3.77440246477596*pi) q[7];\nu3(0.363991166459944*pi,0.6885894401818999*pi,4.03948595241447*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.374204332515693*pi,2.76909078663936*pi,1.3944266146132192*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.657889650178176*pi,-0.4101958194356839*pi,1.033508673966172*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[1];\nu3(0.451817714697332*pi,3.48802236987841*pi,4.18419625909179*pi) q[4];\nu3(0.61988892332701*pi,3.49918678542603*pi,3.66771104539972*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.429685682616604*pi,-0.30825529185991096*pi,4.43712373176598*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.700403942898098*pi,-0.31983124688725*pi,0.613831291131643*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.238746790063802*pi,3.02678625268554*pi,1.98446479907952*pi) q[14];\nu3(3.5*pi,3.38385016002907*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.272075741491395*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.485880562666512*pi,0.5583725069368399*pi,0.893119226286536*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.30520809355507*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.36655043481577*pi,2.72876729618405*pi,1.2161722146994212*pi) q[11];\nu3(1.0*pi,0.0*pi,1.220305409859853*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.315377143266479*pi) q[1];\ncx q[4],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.48598316211953*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[14],q[16];\nu3(1.0*pi,0.0*pi,1.32192748010634*pi) q[15];\ncx q[0],q[1];\nu3(3.5*pi,3.49139325689836*pi,0.5*pi) q[4];\ncx q[5],q[8];\ncx q[6],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3474300881942889*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5400426593398246*pi) q[12];\nu3(3.5*pi,3.33146089549743*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.290741301167375*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\ncx q[4],q[10];\nu3(3.5*pi,3.46091579753081*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(1.0*pi,0.0*pi,1.4230333505579909*pi) q[8];\ncx q[9],q[12];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,0.5326421776177255*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.49046774264256*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[8];\ncx q[6],q[15];\nu3(3.5*pi,3.46965999089273*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5189218721636687*pi) q[10];\nu3(1.0*pi,0.0*pi,1.201239592418541*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.285478154729169*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.6451282492010351*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\ncx q[4],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,0.577975064761179*pi) q[8];\nu3(0.538549190751815*pi,2.52793628753332*pi,3.66566597771526*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.679134031058183*pi,-0.4468771585067415*pi,3.25462478292312*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42470296336338*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4933360827968905*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.358337613587358*pi,3.11137548701739*pi,1.61556895668304*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.46143856409274*pi,0.044412893176908996*pi,1.204836763023489*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.76431648671512*pi,3.21184794722764*pi,3.82094568141712*pi) q[10];\nu3(0.393413437341275*pi,0.030903166648359015*pi,0.888044130790811*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.971921887922839*pi,-0.013445359065642981*pi,4.44142831303073*pi) q[0];\nu3(0.285336156118647*pi,0.273407462450485*pi,4.37627623995789*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.777799652068891*pi,-0.285407266497133*pi,3.27386923092822*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.858238387631849*pi,2.56812504742333*pi,3.90947065005913*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.258288954382873*pi,0.253535142249141*pi,4.27364506276081*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.426249950780125*pi,3.15376604523028*pi,0.892272543116126*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.788113328876171*pi,0.46196695012369704*pi,0.5421613017828791*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.716843838984984*pi,0.0049802862616949994*pi,4.1966505450778*pi) q[0];\nu3(0.46460565926528*pi,0.42853750721639305*pi,3.51284171211045*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.319766151624886*pi,-0.09377135397407499*pi,1.336830246385631*pi) q[14];\nu3(0.33157791480662*pi,-0.09732446996671101*pi,3.94396237101075*pi) q[15];\nu3(0.705512561972504*pi,0.21383182370044795*pi,0.972834133933146*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.551227720633923*pi,-0.4625590557335866*pi,0.635647214216901*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.249216814729978*pi,-0.10116799044119201*pi,0.5263785991945408*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.78789691333266*pi,0.25332156004459605*pi,1.217774008183497*pi) q[15];\nu3(0.925352056272975*pi,0.478719652400298*pi,1.392148294372648*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.547742335178813*pi,2.72166906215544*pi,3.66403608460948*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.803770452657198*pi,0.08087586319906903*pi,0.791811336695215*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.478332472467375*pi,-0.19452259380187598*pi,3.63629609415253*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.546143215836554*pi,0.5096004561838501*pi,4.25613694735128*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.207272363931376*pi,0.087249192526617*pi,3.73931518847901*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.458892787746605*pi,3.24008741302633*pi,0.687227060692183*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[12];\ncx q[1],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.490333460573637*pi,0.68466666470579*pi,0.5540335127942735*pi) q[11];\nu3(0.710294099970489*pi,0.135029869674114*pi,1.364630081049824*pi) q[13];\nu3(3.5*pi,3.46307014830645*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40093463057109*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49093431447645*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.205736205486142*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.46894331565938*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.31081186253148*pi) q[10];\nu3(0.73218030792045*pi,3.43316009317851*pi,3.87311013398193*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1712266983963389*pi) q[12];\nu3(0.398501581564685*pi,2.98908628469471*pi,1.1665761882080918*pi) q[13];\nu3(1.0*pi,0.0*pi,1.347026326051536*pi) q[16];\ncx q[0],q[12];\ncx q[1],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[5];\ncx q[6],q[7];\ncx q[8],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.40774620069248*pi) q[5];\nu3(3.5*pi,3.42597444700956*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.298753115611098*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45348932971717*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5525269302291758*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.46450390898483*pi) q[16];\ncx q[0],q[12];\ncx q[1],q[10];\ncx q[2],q[15];\ncx q[3],q[5];\ncx q[6],q[7];\ncx q[8],q[16];\ncx q[9],q[13];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.4884629899889*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.26520211747469*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.41975461472745*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.34896670325707*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3261897387645711*pi) q[13];\nu3(1.0*pi,0.0*pi,1.183873243125578*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2441826567548802*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0757326794084717*pi,2.85911805244284*pi,0.7774852825326579*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.38088904427505*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41128108487373*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.3927055293722095*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.253728035364579*pi,0.93300569133189*pi,4.05819237260174*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.707117563195613*pi,3.19704882057053*pi,3.88230443187176*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.279888390188112*pi,-0.05328158303368202*pi,4.20208241762802*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.327774896298168*pi,-0.07308744833008401*pi,3.93727621538707*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.637616765664963*pi,-0.384980902463038*pi,3.12521142746136*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0329920547185303*pi,3.05622959062953*pi,0.729166083811833*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.565830192415365*pi,-0.004491960969347009*pi,3.87912496010953*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.873198981809332*pi,0.018390349303857967*pi,1.195366468135804*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.441577900201564*pi,3.29752482203394*pi,0.996417212774485*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.329722828022719*pi,-0.02845233409522302*pi,4.4872360832421005*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.857252776724825*pi,0.61103490695283*pi,4.43038319811787*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.490198259531695*pi,0.379087154145171*pi,1.0906716412232011*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.24389754257661*pi,2.88729939063595*pi,1.17467133856969*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.177816649248957*pi,-0.4657719208659458*pi,1.028090439733677*pi) q[5];\nu3(0.728637562331254*pi,-0.340554183286053*pi,0.5545230531155542*pi) q[6];\nu3(0.616244859423765*pi,3.23307422678193*pi,3.98585324725195*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.337877990652338*pi,0.5240106788476*pi,3.76887809258069*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.337420028473671*pi,2.60716942245576*pi,1.056531987033471*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.805106938135722*pi,2.77890793745355*pi,3.43757212728139*pi) q[6];\nu3(0.205769824101387*pi,-0.11721724878992401*pi,4.4704532682127205*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.81270754718885*pi,-0.327284158000556*pi,0.751299652798851*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.677287752331645*pi,2.5591683733794*pi,3.64710965268278*pi) q[2];\ncx q[3],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.595411011731167*pi,-0.15069418486472103*pi,4.18706710991444*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.178937201574498*pi,0.24509616279578506*pi,3.28364315302671*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.42520401219577*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.59648262005928*pi,3.16440058890059*pi,3.06761670930375*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.387354248022317*pi,3.38689466900204*pi,1.4345850951641181*pi) q[14];\nu3(0.116776691646245*pi,2.71423121137214*pi,1.071970172082954*pi) q[15];\nu3(1.0*pi,0.0*pi,1.34229703623048*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[16];\ncx q[4],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.711373250201471*pi,0.84960619218526*pi,0.5336936886150802*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.314775410177832*pi,0.27651900053399603*pi,4.08765593466466*pi) q[15];\ncx q[2],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43318867115095*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(1.0*pi,0.0*pi,1.289015320956922*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.891862104595814*pi,3.35953337709212*pi,2.9062177725743*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4890893128231895*pi) q[16];\nu3(3.5*pi,3.31907772649457*pi,0.5*pi) q[2];\ncx q[3],q[16];\ncx q[4],q[7];\nu3(3.5*pi,3.44125629958322*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,1.276061339020683*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.23829020491214*pi) q[11];\nu3(0.88441093040349*pi,-0.214007889339958*pi,3.57875466231107*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(3.5*pi,3.48392229361301*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5310000606593382*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3214451146532409*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,4.38517421015187*pi) q[8];\ncx q[9],q[12];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,4.3230326771393806*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[13];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.34878894712457*pi,0.5*pi) q[9];\nu3(3.5*pi,3.48023201190426*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.218561388262763*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.303218907347301*pi) q[14];\nu3(1.0*pi,0.0*pi,1.383019014778196*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.48463227856736*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.635496919302663*pi,-0.207971082457577*pi,4.41646075964216*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.546258138833276*pi,0.29839994708816897*pi,0.791972475675342*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[12];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.233164765838443*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.72401756615997*pi,0.33724275047958496*pi,0.844256896293696*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.585197311374346*pi,0.09800636354562697*pi,3.90934805584112*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5339146497461327*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.3879769325661595*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.73706340061401*pi,0.8334990601635499*pi,0.8431345010372591*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[12];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5637913093106481*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.598952214580591*pi,2.89504884234965*pi,3.6428344201208*pi) q[16];\ncx q[1],q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.668895425637469*pi,0.48431811290578997*pi,4.28180056326439*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.712370424466753*pi,-0.4802616074282626*pi,3.24526923388818*pi) q[16];\ncx q[0],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.545402401535685*pi,-0.021749126853077005*pi,1.448820996001632*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.246608967840577*pi,3.30455692345671*pi,1.86506986401602*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.862927254696313*pi,3.47902819987451*pi,0.765513558865878*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.45790157412332*pi,0.5*pi) q[0];\nu3(0.246516842606755*pi,-0.481409758745547*pi,1.1491895115407291*pi) q[1];\nu3(0.235674007143743*pi,0.221279292552096*pi,0.76201508178571*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.875521050366838*pi,-0.31652092287926503*pi,4.0411101182642195*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3120355770110201*pi) q[7];\nu3(0.107568683879098*pi,3.19950108048713*pi,1.85643158130865*pi) q[8];\nu3(0.394783138276605*pi,-0.4727579162291452*pi,4.33085647835785*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.144077304418716*pi,2.90972911375527*pi,1.454981476271711*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[7];\nu3(0.637552483828598*pi,-0.256424126886928*pi,4.33736667505546*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.110558894712732*pi,-0.316511421652322*pi,4.2295350236238995*pi) q[6];\nu3(0.311865024299773*pi,0.37420317376876*pi,0.659175882963807*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.27424475607603*pi,0.5097555226525701*pi,4.10545755985041*pi) q[11];\nu3(0.519680599602812*pi,0.53425974475525*pi,0.956294031503728*pi) q[12];\nu3(0.357876296452906*pi,3.19668055358076*pi,0.6568180080132819*pi) q[13];\nu3(0.632317133179039*pi,2.68182413907338*pi,3.85759250179605*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.596762663664391*pi,3.33836060912021*pi,3.15895642493409*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.310156543869899*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.665841464916402*pi,3.07625620462735*pi,3.64726545783868*pi) q[11];\nu3(0.677413627912286*pi,-0.038650925883501*pi,3.49721145615279*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.571088572518982*pi,0.70506886559963*pi,1.049372386980032*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[4],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.41951569307967*pi,0.5*pi) q[9];\nu3(0.523595951186428*pi,-0.210186900464013*pi,4.005144479048051*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2796903380688018*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.48200709140362*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.245390141014246*pi) q[8];\ncx q[9],q[16];\nu3(0.615819613016082*pi,0.47422454833455097*pi,4.02474924292946*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\ncx q[4],q[8];\nu3(3.5*pi,3.46352834980935*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.46757002198953*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.201549370455101*pi) q[12];\nu3(1.0*pi,0.0*pi,1.394067015874397*pi) q[13];\nu3(0.642060586952112*pi,0.86931973115122*pi,0.9533117177792381*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4330712981694*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.47179753695636*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5629631770708539*pi) q[8];\ncx q[9],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.286690990834062*pi) q[14];\nu3(0.534006354144757*pi,0.208115900120744*pi,4.19206953868343*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[10];\ncx q[4],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.470311818708041*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5370558577945495*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.558298499936123*pi,-0.10525420090906201*pi,3.77434733559829*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48933780773666*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(0.627529661051769*pi,3.08575076619376*pi,3.53478263936622*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.246974139460532*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5387346606733949*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.761318512603577*pi,-0.11225281997145897*pi,0.809600618475022*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[10];\ncx q[3],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.317161749907486*pi,3.27891117460857*pi,2.0715825578798297*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47980140573595*pi,0.5*pi) q[3];\nu3(0.791675294856967*pi,0.321914093769889*pi,0.921863700942249*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5977560084271152*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1689533429496581*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[15];\nu3(0.57434913302788*pi,3.23877764055457*pi,0.735574828606951*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.323372309005775*pi,0.05017723448217404*pi,3.62023290262454*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.902729498434535*pi,0.7272651372335599*pi,1.04682662271699*pi) q[5];\nu3(0.727480053256401*pi,-0.022049425985941007*pi,4.432871647960241*pi) q[8];\nu3(0.493776263797026*pi,3.24412068158215*pi,4.32831194001607*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.728739247665132*pi,2.53000959185505*pi,3.85990221575185*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.34005207637046*pi) q[15];\nu3(0.551977100365199*pi,0.6711164065665001*pi,0.723258977939375*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.143480489212342*pi,0.253662962744164*pi,3.7552571004591*pi) q[1];\nu3(0.333966496856589*pi,3.41509383584621*pi,4.19666843883749*pi) q[2];\ncx q[3],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.391409896707699*pi,3.03242980063044*pi,1.66399496237575*pi) q[5];\nu3(0.619080120515277*pi,0.5023252240239799*pi,0.9341963003973339*pi) q[8];\nu3(0.390985369659621*pi,-0.392539957914999*pi,0.904940171905896*pi) q[9];\nu3(0.755347213345669*pi,0.41042810771307603*pi,0.830264510842798*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.674454066054889*pi,-0.152224273462164*pi,0.865972317564189*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.413421470004612*pi,-0.354719912515861*pi,1.4007206930830058*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.449565058963709*pi,3.18511087040598*pi,4.4269088448367295*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.455627306024878*pi,3.38740411552375*pi,0.917748604005397*pi) q[10];\nu3(0.470139806687411*pi,-0.153648017938807*pi,4.37320617342428*pi) q[11];\nu3(0.729931958432301*pi,2.56578094862869*pi,3.89637068563903*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.657147531454058*pi,3.37248406166276*pi,4.39905297232965*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.468312382325396*pi,2.95874842862505*pi,0.707735738344026*pi) q[11];\nu3(0.327436072357977*pi,2.60546546687911*pi,1.275719332425066*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.434876323487856*pi,-0.30746595889863304*pi,4.168180738348839*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.46301735989465*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43690537577434*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.294080698876706*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.208680898703556*pi) q[16];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.501060397711889*pi,2.86693205540977*pi,3.57892515379142*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[13];\nu3(0.260852904428629*pi,2.88548091252301*pi,1.81706400319153*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.44332640684826*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.178599459405378*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.693507375238772*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.39054629221909*pi) q[16];\ncx q[0],q[9];\nu3(3.5*pi,3.44311012983019*pi,0.5*pi) q[1];\nu3(3.5*pi,3.49905737428262*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[6];\nu3(3.5*pi,3.37314570900264*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.409180759356944*pi) q[12];\nu3(1.0*pi,0.0*pi,1.255798410377504*pi) q[13];\nu3(1.0*pi,0.0*pi,1.302526252547952*pi) q[14];\nu3(0.321759910712688*pi,3.20607219220754*pi,4.29416826055306*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.603825473939735*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(0.437688714526881*pi,3.00381248246457*pi,1.85772581021807*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5935070260125088*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5091561892825167*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41875398203812*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.316303584129961*pi,-0.140613793181192*pi,3.91421292430564*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[13];\nu3(3.5*pi,3.2211944301831*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.160181670542494*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.468954573876869*pi,2.96819602125393*pi,1.76531793063604*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.490115633156213*pi,-0.38006364058228503*pi,0.932160400524177*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.37202713633162*pi,0.5*pi) q[8];\nu3(0.367688790702868*pi,0.69091072594061*pi,4.13658160017272*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48788241791856*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.232613787884288*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.661558345340373*pi,3.0530037364748*pi,3.08932285585925*pi) q[2];\ncx q[3],q[11];\nu3(0.462331304400863*pi,-0.353991375039027*pi,1.2392634263069269*pi) q[4];\nu3(0.484884594046162*pi,3.47054637692685*pi,3.17512644743295*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[15];\nu3(0.480547180640544*pi,-0.4605779512177699*pi,4.35020772169433*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.426647080745346*pi,0.168711627199998*pi,0.894628132772838*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.411073159240141*pi,0.31264170453072004*pi,4.05916247154752*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.431447641168745*pi,2.50983393196228*pi,1.18009551651415*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.561143726820556*pi,0.0025156301457399666*pi,0.664845002089263*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.37822002512966*pi) q[15];\nu3(0.432779047964988*pi,-0.087719054608899*pi,3.86227685157324*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.596996754138508*pi,0.474861905095037*pi,0.730332582151585*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.619952737007186*pi,-0.20753790830928798*pi,4.2817468092198805*pi) q[6];\ncx q[8],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5802390839898*pi,-0.022459053895869996*pi,4.37544453973642*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.128609835331671*pi,3.48058500036756*pi,1.50623985232711*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.722015444394025*pi,-0.24746961371444798*pi,3.35086408596234*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.513533227840337*pi,0.6656717076268399*pi,0.608878340622382*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.897306967755797*pi,0.365318316279464*pi,1.463936135626003*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.44125516697035*pi,0.5*pi) q[2];\nu3(0.438638931872186*pi,0.6298695849749201*pi,4.128405624591339*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.399902954090081*pi,-0.06028505721740102*pi,4.2369218106523*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.5562912687523*pi,0.64550442056167*pi,0.655479402750618*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.222615729149568*pi) q[16];\ncx q[0],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[16];\nu3(0.546821360175935*pi,-0.021137809038810018*pi,4.34033348341957*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.489319485386239*pi,0.192853355537574*pi,4.32176430541059*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.42428949941744*pi,0.90819443021468*pi,4.1053223683862505*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.40729545076394*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.522713454283685*pi,0.7109916279702899*pi,4.19976901471896*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.460026666386228*pi,0.005828891648749002*pi,4.01363695195841*pi) q[11];\nu3(1.0*pi,0.0*pi,1.289799579083522*pi) q[13];\nu3(0.536160980765293*pi,0.287272631407801*pi,1.002285949219937*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.49464803054184*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[7];\ncx q[2],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.686111716553536*pi,0.96784599363402*pi,0.901712195689255*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41499092624187*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.096848261259039*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.46215178564218*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.398770137781766*pi,0.21055314341852205*pi,0.5306677889699668*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.530050403032355*pi,3.26809273858632*pi,2.93972424554838*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\nu3(3.5*pi,3.41162619863971*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49452680950771*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.291336027042965*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.44738172208662*pi,0.5*pi) q[3];\ncx q[6],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.0714643339944772*pi) q[10];\nu3(3.5*pi,3.35205518561317*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1245905312367022*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.398456142341351*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.153231859937701*pi,3.21720101157279*pi,2.02873469793862*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45769973515473*pi,0.5*pi) q[4];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.47162496273754*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.237974897797121*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4710557163919695*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.564469680749156*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.313655066484929*pi) q[15];\nu3(0.728373309664318*pi,3.15457052604818*pi,3.71609197344408*pi) q[16];\nu3(0.463184820115717*pi,0.43547058718863096*pi,4.27098105468937*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.48950074196907*pi,3.44081036430202*pi,4.35267398357732*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.506248910843812*pi,0.13070310874564295*pi,4.4451896135929605*pi) q[16];\nu3(0.136446780131121*pi,3.07769532759484*pi,1.84775732166776*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.622429176730042*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.40846913249929*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.625488053182133*pi,3.18643788697095*pi,3.71001597443926*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.584069701343688*pi,-0.26533270109281304*pi,3.62002280852409*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.430063916926314*pi,-0.207882360655671*pi,4.449897371403329*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.346831611310828*pi,0.56813981334584*pi,4.117252347659861*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.934103440655885*pi,0.017868297986671*pi,1.184015657964359*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.877128613845119*pi,3.10647644419235*pi,4.39510360653144*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.339038855292042*pi,-0.10671274285177601*pi,4.19070469138141*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.39885957839049*pi,-0.07911158574800797*pi,1.26627926030179*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.31428260902108*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.405626827528459*pi,2.90242303128952*pi,1.3469825013318228*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.172588813401589*pi,-0.09754381931216699*pi,0.838779564144654*pi) q[6];\nu3(0.71696636609451*pi,-0.057421375260026*pi,1.281685713753974*pi) q[7];\nu3(0.366612991036959*pi,0.07269366787006504*pi,3.81747584260125*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.280041083957271*pi,-0.33970569767554604*pi,1.167713595884224*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.758852707030878*pi,-0.312752741818698*pi,3.82852096670413*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.1840998000296339*pi) q[16];\ncx q[0],q[16];\nu3(0.697395173507569*pi,1.00577899778875*pi,0.92431633220396*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.593139864158742*pi,3.1461681824609*pi,3.10604802490221*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.486604066895046*pi,0.7819808177054901*pi,4.30801922331821*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.312303968658821*pi,3.35760944512941*pi,1.019509329424763*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.631194008037142*pi,2.39338802844293*pi,3.638820732258*pi) q[9];\nu3(0.40661515752457*pi,3.03994026691297*pi,1.160463765022849*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5865545473343325*pi) q[16];\ncx q[0],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.858078697473184*pi,2.37251012358361*pi,3.65780918354323*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.648436553258908*pi,0.09469461692143999*pi,1.1384676811992671*pi) q[9];\nu3(0.567976811633168*pi,0.399154564122461*pi,4.1791610522124305*pi) q[10];\ncx q[11],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.550238836714628*pi,-0.4100487582618826*pi,4.4786796012139405*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[3],q[5];\nu3(0.759112524375543*pi,3.13946722212559*pi,3.54961052016395*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.43641001014959*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3523943536173348*pi) q[12];\nu3(0.686667408300897*pi,2.8335928872812*pi,3.80541818269307*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,3.34377966285707*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.247329155915585*pi) q[5];\ncx q[7],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.120467924964376*pi,0.291423816714654*pi,4.091215931684641*pi) q[0];\ncx q[1],q[10];\ncx q[3],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49276325472026*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.240559822368106*pi) q[8];\ncx q[9],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5760383668725974*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.308311822188949*pi,3.12186353054087*pi,2.06048850087638*pi) q[0];\nu3(3.5*pi,3.37631188344775*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,4.43182261134631*pi) q[5];\ncx q[7],q[8];\nu3(3.5*pi,3.47109893788923*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.140738642870182*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.304937016316996*pi) q[14];\nu3(0.479282077195986*pi,-0.203867111786245*pi,0.872067769540655*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,3.41740709187086*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(3.5*pi,3.40392721988746*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.292153487117412*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5152454273629017*pi) q[8];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3056949777032911*pi) q[15];\nu3(0.739596094187052*pi,-0.05136778353657101*pi,1.144321505787131*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5672783617789026*pi) q[10];\nu3(0.377207642654275*pi,-0.055598904720249975*pi,1.143945342530486*pi) q[11];\nu3(0.333229380635782*pi,3.02511238520601*pi,1.234764849672028*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.35129746926828*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\ncx q[1],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.3917418857297505*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(0.68600093972171*pi,0.14777595201495097*pi,4.01635427560844*pi) q[11];\nu3(0.534105816066081*pi,3.19944792365788*pi,3.51912888462683*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47019864482244*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.824798969057205*pi,-0.07521775375086998*pi,3.44796620967235*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.718109635561495*pi,0.267132111487686*pi,1.70918481727953*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.669833201760426*pi,3.12087275318052*pi,3.16257034041201*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[11];\nu3(0.476918006598694*pi,-0.08140936708692498*pi,1.1564450875761692*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.283308789363157*pi,0.22466123023408602*pi,4.23262267826752*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.565786243253643*pi,0.76691744730057*pi,1.095245911841144*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.570311736250283*pi,2.47327709934853*pi,3.53811917105751*pi) q[10];\nu3(3.5*pi,3.49645649789082*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.399513457038053*pi) q[16];\nu3(3.5*pi,3.43810980163117*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.841157123433654*pi,0.362791787121734*pi,0.8177677196479081*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.334386762304905*pi,3.2646274385778*pi,4.458774636847529*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.548015243541253*pi,0.5611122827580499*pi,4.49683547775149*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.217874298913026*pi) q[11];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0608422908123502*pi,0.5836398559743501*pi,4.05498848886972*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.441623158643003*pi,3.33052447974884*pi,1.44070054449978*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5380272895356892*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.516143418381952*pi,3.24610434973644*pi,3.25833300138007*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5686083579765006*pi) q[11];\ncx q[13],q[16];\nu3(0.917552210835405*pi,0.6856818047519899*pi,1.1146030564816969*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[11];\ncx q[1],q[3];\nu3(0.720161659433251*pi,-0.238001428266647*pi,0.720025593335048*pi) q[2];\nu3(0.711164018123742*pi,0.34654521968655605*pi,4.43017246764789*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.591273539614037*pi,3.24380587829443*pi,0.774400362413828*pi) q[6];\nu3(3.5*pi,3.45520441701052*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.687937997948418*pi,1.10453105872615*pi,0.718755237112869*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2010291347445992*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.574814779773737*pi,-0.13082401583040099*pi,4.232956342850089*pi) q[14];\nu3(0.229680522518569*pi,2.42115676216904*pi,1.3798588810189392*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42148424418397*pi,0.5*pi) q[1];\nu3(0.731595955846931*pi,3.40237087074487*pi,3.55500127172499*pi) q[2];\nu3(1.0*pi,0.0*pi,1.183676490401335*pi) q[3];\nu3(0.599007173127473*pi,3.20651071344296*pi,3.27253438447034*pi) q[4];\ncx q[5],q[10];\nu3(0.400891314757206*pi,1.11327693596684*pi,4.1323664660037505*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.603040546183176*pi,0.07592718397004805*pi,1.325528839089523*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.618025108786434*pi,0.29689378642991604*pi,0.876551205471482*pi) q[0];\ncx q[1],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.33293877695514*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.299202077365981*pi) q[10];\nu3(0.146653673680378*pi,0.205531245550453*pi,3.30627054636944*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.624742071315846*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.604774865969899*pi,3.35484276270758*pi,2.96087206206314*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.33981394516487*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\ncx q[9],q[14];\nu3(0.426609008182939*pi,-0.4237593173552908*pi,1.4285645604120139*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\ncx q[2],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.3039933169755*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.3305635440932395*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.480812125597388*pi,3.13650885680761*pi,4.3061884360903*pi) q[13];\nu3(1.0*pi,0.0*pi,1.143525065687234*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.41016761411069*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.478816504133651*pi,-0.010459465331581985*pi,0.5242400540377004*pi) q[7];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.669437008217997*pi,3.24999037008766*pi,3.57500326988888*pi) q[12];\nu3(0.629831277722411*pi,3.09703998649552*pi,3.09091651881666*pi) q[13];\nu3(1.0*pi,0.0*pi,1.177983679192772*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.804139891484892*pi,2.52954980758138*pi,3.72122696895504*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.459973606450803*pi,-0.17145807338826802*pi,1.325641313512715*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5166468480936488*pi) q[14];\nu3(0.357148733709801*pi,-0.336817554198804*pi,1.68618040445647*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.46919943058183*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.352068645929799*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5255070445770359*pi) q[15];\nu3(0.46689502870317*pi,0.31824105060836305*pi,3.98436608814363*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,0.5916436154905762*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.198247246248524*pi,0.71680793485674*pi,3.86740810119095*pi) q[1];\nu3(0.608025994411017*pi,-0.085376941526836*pi,4.4601469938957194*pi) q[2];\nu3(0.481221764145776*pi,2.79438208378833*pi,1.138274266507615*pi) q[3];\ncx q[4],q[8];\nu3(0.457688374626834*pi,0.5045051853681799*pi,4.16230577364218*pi) q[5];\nu3(3.5*pi,3.43379443295105*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.236718871937122*pi) q[7];\nu3(0.775902324151136*pi,-0.27258106679525096*pi,0.8608907684458049*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.711712550258885*pi,-0.378542036500813*pi,0.7534586156783429*pi) q[15];\nu3(0.334034194222113*pi,3.44715100865364*pi,4.2865798544879805*pi) q[1];\nu3(0.299330972035899*pi,0.408381625710715*pi,0.5004567731716266*pi) q[2];\nu3(0.379648527064811*pi,0.008064988965834963*pi,1.117211991419162*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.47437135958166*pi,3.2336085707967*pi,0.798734474997279*pi) q[5];\ncx q[6],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.26385197552038*pi,3.31673922127919*pi,2.15048113523216*pi) q[9];\nu3(0.860090939446634*pi,3.01487533736924*pi,3.20760916345833*pi) q[10];\nu3(0.675251463706013*pi,-0.262950824926793*pi,4.48001409419404*pi) q[14];\nu3(0.845505936062095*pi,0.7633896255855299*pi,4.29467456801069*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.6946489838309979*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.485193022445814*pi,0.10370754021767303*pi,1.2994366912531952*pi) q[10];\nu3(0.391865594905415*pi,0.332276042667518*pi,3.82374127669531*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.541778862115914*pi,2.97042860259446*pi,3.78010202492916*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.293614399615599*pi,0.33763451412761203*pi,1.03970583291245*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[13],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.238694719078042*pi,0.10897964711357899*pi,3.97849416627274*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.37642479558309*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2516573974588812*pi) q[15];\ncx q[2],q[11];\nu3(3.5*pi,3.28859255670578*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.323513600542366*pi,3.20274324508744*pi,4.3199768295965*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.708897928484183*pi,0.8319844846056199*pi,0.831867693342604*pi) q[8];\ncx q[9],q[14];\ncx q[13],q[15];\nu3(1.0*pi,0.0*pi,1.2546410330728421*pi) q[16];\nu3(3.5*pi,3.46259535251351*pi,0.5*pi) q[2];\ncx q[3],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.47702510473256*pi,0.5*pi) q[5];\nu3(0.803051185459293*pi,3.02166753069082*pi,3.40155898788246*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.41570602741296*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.237244007742356*pi) q[11];\nu3(1.0*pi,0.0*pi,1.200701017685034*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.226852627496363*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.673695338502023*pi) q[15];\ncx q[2],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.801017474432573*pi,-0.12850671172532502*pi,1.099925843865321*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\ncx q[13],q[15];\nu3(0.0*pi,-0.5*pi,0.665695289105814*pi) q[16];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[16];\nu3(3.5*pi,3.36012016458483*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0460248778119746*pi,3.36610766040499*pi,1.58834235765837*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.207064988996525*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5434159106803027*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5336320350298762*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4149388261812295*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.47420325467356*pi,0.5*pi) q[0];\ncx q[2],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.259881897376646*pi) q[8];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.676454817514002*pi,0.377160879416077*pi,4.161792263183759*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.511283216001285*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.605219984661983*pi,-0.266870324683933*pi,3.39283539420433*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.696311794346912*pi,-0.29264928490958*pi,4.40586907035377*pi) q[3];\ncx q[4],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5014481493978642*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.202316409792302*pi,-0.12688336522444899*pi,0.7696747830360491*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[8];\nu3(0.508513289381905*pi,-0.28711493531016996*pi,3.610754737772*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.494271865524988*pi,2.97355308462528*pi,3.66414319494157*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.145590671801473*pi,2.32527313243329*pi,1.310607211088471*pi) q[15];\nu3(0.292793353628934*pi,0.254550494380011*pi,3.35672018078119*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.722992047573*pi,-0.16657163797484897*pi,4.35865336224243*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.817824091231006*pi,2.55656187590936*pi,3.78006585003305*pi) q[4];\nu3(0.652598400720227*pi,2.88037015826346*pi,4.0312825952515805*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.702080196782856*pi,0.96340895492106*pi,1.019146238503208*pi) q[15];\nu3(0.633229895569193*pi,-0.297865182958436*pi,0.5561673091061777*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.474681978393111*pi,-0.4178861469882697*pi,4.163032810000789*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.757945855834808*pi,0.53753107026607*pi,1.185030564314748*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.370203360240896*pi,0.58712737249568*pi,3.94503355480579*pi) q[11];\nu3(0.0794701086183892*pi,2.62554305151745*pi,0.889443774653513*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.379796191479772*pi,3.38272079273798*pi,1.202291242257325*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.55984150910756*pi,2.97167205265891*pi,3.22505544804358*pi) q[9];\nu3(0.51824742941571*pi,2.76036481197522*pi,3.49518884438572*pi) q[10];\nu3(0.529052656057014*pi,0.51507312799452*pi,0.990929360306043*pi) q[11];\nu3(0.658002360742529*pi,0.58469885684301*pi,1.3998870706484339*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0975685312547199*pi,0.053577740077439984*pi,4.0206455778170795*pi) q[0];\ncx q[1],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.761512908511001*pi,3.00284422080863*pi,3.13665407349942*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.651347442495612*pi,0.350501778238427*pi,0.5671560319125961*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45963654694448*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.326306011027028*pi) q[5];\nu3(0.68611266678855*pi,0.9422541555297099*pi,1.044378957533588*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.12535031564404*pi,2.70171295257131*pi,0.846933596121746*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[13];\ncx q[4],q[7];\nu3(0.593587089390873*pi,3.30146901531208*pi,1.7956224266237*pi) q[8];\ncx q[9],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4189530694826*pi,0.5*pi) q[2];\nu3(3.5*pi,3.2919251021521*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.600536095949075*pi) q[5];\nu3(1.0*pi,0.0*pi,1.207928378810867*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.42991589953575*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2916147774398858*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.116195784683741*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[13];\ncx q[4],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[12],q[14];\ncx q[0],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5865824533703257*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(3.5*pi,3.37182054441841*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.624337038496829*pi) q[13];\nu3(1.0*pi,0.0*pi,1.169804111323496*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.582283821137317*pi) q[15];\nu3(3.5*pi,3.37374268487*pi,0.5*pi) q[0];\nu3(0.7697100183837*pi,2.82805627358526*pi,3.38365179051867*pi) q[1];\ncx q[2],q[13];\nu3(3.5*pi,3.36783801987681*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(0.227155914212125*pi,-0.136314495075403*pi,0.73350215245948*pi) q[5];\nu3(1.0*pi,0.0*pi,1.232200296389545*pi) q[8];\ncx q[9],q[15];\nu3(3.5*pi,3.41459302950404*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.283438621305335*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.256970886435155*pi) q[16];\ncx q[0],q[16];\nu3(0.390497911237993*pi,0.14897115094407498*pi,4.14525727713428*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.841801849226251*pi,0.5770068198391001*pi,0.9084828803158209*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.33966154041157*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.578960730712398*pi,0.7116118850698101*pi,0.878123747470918*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.62745796006234*pi) q[8];\nu3(0.0971847977794167*pi,-0.23985625285906897*pi,3.96596774510688*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5779824939128941*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.290387513960648*pi,3.37809180220676*pi,1.78039428855481*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.491334561913471*pi) q[16];\ncx q[0],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.52953925176798*pi,-0.215915026075352*pi,0.669899044996441*pi) q[2];\ncx q[3],q[8];\nu3(0.822239116218055*pi,3.25264585682558*pi,4.443268043395101*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.715934723926702*pi,3.40855147580637*pi,3.58882823339339*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.334828063138604*pi,3.29353175938234*pi,1.64041035540806*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.892668217506377*pi,0.37100658159064004*pi,0.61486083107902*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.434605701052441*pi,0.08078258528254201*pi,1.112556534450605*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.367816184846516*pi,0.07061260580112405*pi,0.760345293120174*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.471717864647859*pi,0.09027065347379903*pi,0.643560700285296*pi) q[7];\nu3(0.183738282002532*pi,-0.08088078202920101*pi,4.2565474337962605*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.533157874639741*pi,2.69425784806718*pi,1.128843053898383*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.489207816722512*pi,0.12591774370860798*pi,3.84476350070226*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.796899045183703*pi,0.7552764413573001*pi,4.41045607150875*pi) q[8];\nu3(0.534774735218477*pi,3.47582717898247*pi,3.404755244591*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.62767613356994*pi,2.84116720672644*pi,3.86878191487485*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.62725029825179*pi,-0.24711856189161602*pi,0.991886164709298*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.560678472815436*pi,-0.37247885677438497*pi,4.458554226391*pi) q[0];\nu3(3.5*pi,3.48040214341904*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[6],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.78956097602801*pi,2.44110113738915*pi,3.60212883266242*pi) q[11];\nu3(0.156488215040531*pi,-0.06880210126596098*pi,0.6038248671402691*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.840837256356222*pi,3.3979464165508*pi,3.83384716676494*pi) q[14];\nu3(1.0*pi,0.0*pi,1.165192925665845*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[14] -> c[14];\nu3(0.388935102084688*pi,-0.06278952466432203*pi,3.57814455828402*pi) q[0];\ncx q[2],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,3.38134430048508*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2010666098133909*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.649151787194982*pi,3.17413218597543*pi,3.03551621914658*pi) q[11];\nu3(0.791298042520722*pi,0.7693340308688801*pi,0.9973692162422549*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(3.5*pi,3.47874608776397*pi,0.5*pi) q[4];\ncx q[6],q[7];\nu3(1.0*pi,0.0*pi,1.1568357539556788*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4164018070429805*pi) q[15];\nu3(0.303760105645215*pi,0.364179037412365*pi,0.5606652682246829*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[15];\nu3(3.5*pi,3.25162751234983*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.642561523201152*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1891720327993371*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.385046047147657*pi,3.28592508393175*pi,1.474267879840554*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,0.5915123341182671*pi) q[8];\ncx q[10],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.44966212399776*pi) q[9];\nu3(3.5*pi,3.42115800871713*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.250966242000106*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[16];\nu3(0.768916625195388*pi,3.3871600257885*pi,4.36551441494744*pi) q[6];\nu3(0.839912663979798*pi,-0.22243136613466502*pi,0.513894073364864*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[13];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nmeasure q[6] -> c[6];\nmeasure q[7] -> c[7];\nu3(3.5*pi,3.45533153841401*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.185477952267314*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.40957456885974*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(3.5*pi,3.48049522625204*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.130696585703004*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4988362576194305*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.239913482046267*pi) q[16];\ncx q[0],q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.286457293826356*pi,-0.04306410645776099*pi,3.62915891365591*pi) q[4];\ncx q[5],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nmeasure q[4] -> c[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.5254714791026354*pi) q[1];\nu3(0.550015653043721*pi,0.18403076863845402*pi,4.37530516735924*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5406018468765126*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.683553333229891*pi,2.79560419548013*pi,3.77802078270639*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.6840109378639601*pi) q[16];\nmeasure q[2] -> c[2];\nmeasure q[15] -> c[15];\ncx q[0],q[1];\nu3(0.290220143522819*pi,3.04449444516334*pi,1.458528989706081*pi) q[3];\ncx q[5],q[16];\nu3(0.64533160248032*pi,0.17114489313580605*pi,4.47816210628607*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[3] -> c[3];\nmeasure q[8] -> c[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.707336359333715*pi,-0.32397138491314603*pi,4.00959548938288*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[9] -> c[9];\nu3(0.700688754478515*pi,0.432282633905547*pi,0.7906619515232141*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.591433863413553*pi,0.15189306703060101*pi,0.593000581939044*pi) q[5];\nu3(0.49387610661354*pi,0.137882461485328*pi,3.7135913475955*pi) q[10];\nu3(0.233804366998553*pi,-0.4696259566559657*pi,4.283772257575309*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[5] -> c[5];\nmeasure q[10] -> c[10];\nmeasure q[11] -> c[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.386832715498281*pi,2.88969339938455*pi,1.014147769889544*pi) q[1];\nu3(0.929006672806001*pi,0.31942928484277*pi,3.87756001311484*pi) q[12];\nu3(0.672063582732934*pi,0.363738704556681*pi,1.60210021260171*pi) q[13];\nu3(0.789344588831382*pi,2.58712109478851*pi,3.5788678192594*pi) q[16];\nmeasure q[1] -> c[1];\nmeasure q[12] -> c[12];\nmeasure q[13] -> c[13];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.553047934373827*pi,0.95932412991602*pi,0.9899554403987241*pi) q[0];\nu3(0.210401203309187*pi,2.36209608453478*pi,1.262623738333418*pi) q[1];\nu3(0.429506683609012*pi,-0.16607140517560298*pi,1.4027244749926089*pi) q[2];\nu3(0.684110142695144*pi,3.44292289468286*pi,3.61100914281225*pi) q[3];\nu3(0.0715065501577938*pi,2.4743529452826*pi,1.392478469989903*pi) q[4];\nu3(0.594821194697454*pi,3.49452236202947*pi,3.12881914581388*pi) q[5];\nu3(0.371430110993164*pi,0.43407893709131196*pi,0.8604724478965999*pi) q[6];\nu3(0.700552805773941*pi,-0.142446920146037*pi,3.73181119254806*pi) q[7];\nu3(0.267981985956425*pi,2.78676770536495*pi,1.415463381802991*pi) q[8];\nu3(0.40967013307777*pi,-0.353421311620517*pi,1.64291526926852*pi) q[9];\nu3(0.387803952853819*pi,0.22540011473375698*pi,4.09709028710156*pi) q[10];\nu3(0.292972331099952*pi,-0.4146794065243201*pi,4.27898400025287*pi) q[11];\nu3(0.845175714502619*pi,2.97453594555101*pi,3.18671510278056*pi) q[12];\nu3(0.941703314027314*pi,3.16270104607426*pi,3.4115599084657*pi) q[13];\nu3(0.134331956227066*pi,0.396303927613051*pi,4.31487203858682*pi) q[14];\nu3(0.756513626205551*pi,2.82313862471194*pi,3.59935797507265*pi) q[15];\nu3(0.543129985233762*pi,0.9353286775654199*pi,0.981298941674164*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[10];\ncx q[1],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[5],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[9],q[11];\nu3(3.5*pi,3.43720028130485*pi,0.5*pi) q[0];\nu3(3.5*pi,3.32673261946529*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.45792014725544*pi,0.5*pi) q[3];\nu3(3.5*pi,3.44989379881599*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(3.5*pi,3.44021995269889*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3194294751182158*pi) q[10];\nu3(1.0*pi,0.0*pi,1.289680389189174*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2917364778099532*pi) q[12];\nu3(1.0*pi,0.0*pi,1.236424032534814*pi) q[13];\nu3(1.0*pi,0.0*pi,1.304748117914818*pi) q[16];\ncx q[0],q[10];\ncx q[1],q[16];\ncx q[2],q[15];\ncx q[3],q[12];\ncx q[5],q[13];\ncx q[6],q[8];\nu3(3.5*pi,3.21433106097646*pi,0.5*pi) q[7];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.105631440239117*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4828634764616*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.42783412695913*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,0.0*pi,1.3293928315274441*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.46990806598469*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5159293009555154*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3836495941761395*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.43602110042251*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2920468148044009*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.476411913533839*pi) q[16];\ncx q[0],q[10];\ncx q[1],q[16];\ncx q[2],q[15];\ncx q[3],q[12];\ncx q[5],q[13];\ncx q[6],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,0.5169258925677132*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,0.656205970991167*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.38632083200019*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.758775734976101*pi,2.86395871534872*pi,3.69527779785247*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.708373959952856*pi,2.44994339500957*pi,3.86289885705386*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.358897651598506*pi,2.97500243437096*pi,1.52928988281771*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0826618056054962*pi,-0.02050507316016198*pi,1.3917770173605302*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.254582400427337*pi,0.5713590480556201*pi,3.72842858134451*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.528214650759427*pi,-0.371666375113411*pi,1.311615093854607*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.714014587612381*pi,0.05455961054427405*pi,1.120044539835087*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.446915561899292*pi,-0.147489282634922*pi,3.64103038091232*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.372252594804765*pi,0.25984528072366*pi,3.92932817702075*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.503955099755968*pi,0.8597060491963999*pi,0.5037729442278276*pi) q[0];\nu3(0.729126600934943*pi,0.264878355249923*pi,4.4077605479207005*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.345139977121939*pi,-0.03366517495917698*pi,3.74793997399229*pi) q[3];\ncx q[4],q[11];\nu3(0.415251122657561*pi,0.50818154649406*pi,3.55405095676997*pi) q[5];\nu3(0.972218383536011*pi,-0.238605050529209*pi,3.30684574168923*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.448996313158569*pi,-0.036174726978567995*pi,1.20907047417223*pi) q[10];\nu3(0.485713179366036*pi,-0.353936100359935*pi,4.09155979288*pi) q[12];\nu3(0.340947650354022*pi,3.36330175826268*pi,1.392632430193646*pi) q[13];\nu3(0.416687563405287*pi,2.83744448365402*pi,1.378015161059341*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.499211181286519*pi,3.09770011953101*pi,1.58287879995892*pi) q[16];\nu3(0.786590599007867*pi,-0.08966723297276202*pi,1.367595015427163*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.610246019313732*pi,-0.333902900601398*pi,3.69336645170412*pi) q[2];\nu3(0.345938614613425*pi,-0.363386811150696*pi,0.622346081791868*pi) q[3];\nu3(3.5*pi,3.40214670699926*pi,0.5*pi) q[4];\nu3(0.592193809946009*pi,3.16466123205653*pi,0.5048642747943126*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.38508146973605*pi,3.30088584988203*pi,0.5201332078904138*pi) q[8];\nu3(0.242780374549389*pi,2.97341369670364*pi,1.62094910314874*pi) q[10];\nu3(1.0*pi,0.0*pi,1.295934496781467*pi) q[11];\nu3(0.682258026095608*pi,0.391264829781217*pi,4.13067102627962*pi) q[12];\nu3(0.386943491876536*pi,3.01582209759097*pi,1.218428593989547*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.663089628441743*pi,2.47969807120757*pi,3.61002571052386*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.899347366572004*pi,2.98213715893286*pi,3.0703059991573*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.464326017037462*pi,3.37976920714212*pi,0.5649007077662735*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,4.41577499070422*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.573823837235833*pi,0.20284139107479904*pi,1.375594341842105*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[11];\ncx q[5],q[6];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.33941395165331*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0400026171169045*pi,-0.24899811153151102*pi,4.185207641920099*pi) q[15];\nu3(1.0*pi,0.0*pi,1.231259825411738*pi) q[16];\ncx q[1],q[8];\ncx q[2],q[14];\nu3(3.5*pi,3.35031962638009*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.31864517075863*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.227054801651053*pi) q[6];\nu3(3.5*pi,3.47714422536667*pi,0.5*pi) q[7];\ncx q[9],q[16];\nu3(1.0*pi,0.0*pi,1.1164941410972649*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.245167088636461*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.44062993535725*pi,0.5*pi) q[1];\nu3(3.5*pi,3.36023292860247*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.269003631525674*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.191586898443596*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5685622113119946*pi) q[16];\ncx q[1],q[8];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5310385359554655*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,4.45383509697833*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5829446124242575*pi) q[12];\ncx q[13],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,4.47097133665984*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.44997572872085*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.47695232509091*pi) q[14];\nu3(1.0*pi,0.0*pi,1.3131268175115829*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[8];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.726993228341729*pi,2.87999012813058*pi,3.64231708127413*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.80143680855101*pi,0.8224639451887299*pi,0.694638385793113*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.397334662177286*pi,-0.13079967849576202*pi,3.7323237712599*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.194301072125376*pi,2.92275597416926*pi,0.615552532027087*pi) q[11];\nu3(0.147401539226397*pi,-0.4446703632962479*pi,0.710026885962335*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.6174698568199171*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.858204626750449*pi,0.11875710351695001*pi,0.703408841978531*pi) q[4];\nu3(0.692060789515323*pi,-0.14228991835559301*pi,0.734662848759308*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.273135651106748*pi,-0.15095619467932497*pi,0.50487456201014*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.15850627897941*pi,0.40931737143534497*pi,4.3949791721493305*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.328761446806286*pi,-0.45841678028583377*pi,1.3084900600866098*pi) q[11];\nu3(0.374062981717589*pi,1.02832842671645*pi,4.2520279122588605*pi) q[12];\ncx q[13],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.473595324220728*pi,0.19369623403373704*pi,1.318573652025427*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.560118763215363*pi,0.69048919702117*pi,0.5094566430118651*pi) q[5];\nu3(0.300374771060695*pi,3.3390555145119*pi,1.65383335998271*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.879180087345164*pi,-0.15427107595822498*pi,4.18643142697701*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.301881852035037*pi,0.301740043554491*pi,3.83184439509019*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.40929773712319*pi,2.45518485763627*pi,1.125299325160491*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.8827534916965*pi,3.24854538982844*pi,0.646143531503072*pi) q[2];\nu3(0.467990181321493*pi,2.90636133994301*pi,1.089875225951784*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.271547944805702*pi,2.78054311204441*pi,1.71157324804693*pi) q[10];\nu3(0.473731171751141*pi,-0.05194100301140597*pi,4.47658359236614*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.45212889573966*pi,0.5*pi) q[0];\nu3(0.562751583919753*pi,3.14258995733297*pi,4.02729143027746*pi) q[1];\nu3(0.879253973351429*pi,3.17682614571482*pi,3.46105917774137*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.647468446436785*pi,3.13470406021996*pi,3.34768360946483*pi) q[8];\nu3(0.174564400428921*pi,3.42992143413166*pi,4.10541137446325*pi) q[10];\nu3(1.0*pi,0.0*pi,1.157201986634236*pi) q[12];\nu3(0.207819144040416*pi,0.7695319698970999*pi,0.641890373953357*pi) q[13];\nu3(0.291192772541908*pi,0.19700756681261*pi,4.20165047867931*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[12];\nu3(0.791288357041923*pi,3.33192125465202*pi,3.93673352794682*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[6];\nu3(0.644606298146898*pi,-0.19423377729102498*pi,3.40087817641109*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.433050023148494*pi,0.89256616503181*pi,4.03818509623013*pi) q[14];\nu3(0.174984586766828*pi,3.11071583029112*pi,1.336229760324843*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,3.3091134349302*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2076262125173391*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.43204677981499*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.782989108453914*pi,0.58213085158619*pi,1.263413273239473*pi) q[15];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.40791844163994*pi,0.5*pi) q[3];\ncx q[5],q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2714065707816982*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5311305639399766*pi) q[6];\nu3(3.5*pi,3.44599615176265*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.252053983642438*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[6];\ncx q[7],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.37499170654689*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.682313712124616*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.255993346371777*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[15];\nu3(3.5*pi,3.39497714846891*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(1.0*pi,0.0*pi,1.307368885375257*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.470936345005191*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.43393039351751*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.48617237381061*pi,2.99499805768559*pi,1.081022171223424*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[13];\nu3(3.5*pi,3.42618990253064*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.17628849924537*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5446047809412246*pi) q[14];\nu3(1.0*pi,0.0*pi,1.203386390648159*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.810902077245859*pi,0.49352900038773795*pi,1.477479046484084*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5699034490114281*pi) q[4];\nu3(0.334879835898287*pi,0.449937986410781*pi,0.87964108752074*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\ncx q[10],q[14];\nu3(0.500811075103233*pi,0.95232250268434*pi,0.777223161266801*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.515753228811392*pi,0.462918787124316*pi,4.4212569421270995*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(0.0852398091328256*pi,0.60893675244279*pi,3.88521922977275*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.208861750841983*pi,-0.05806672535704799*pi,3.82817614573273*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5092794083483114*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.620929129604051*pi,0.51920210802506*pi,0.98651090784813*pi) q[11];\nu3(0.637153708615176*pi,-0.478074735529009*pi,0.845103183658122*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5611684005958337*pi) q[15];\nu3(0.501532933258503*pi,0.7934869925280299*pi,4.249659982072529*pi) q[0];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.332431669565307*pi,-0.040147681154757975*pi,0.7647750412177989*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(0.270500221118328*pi,3.05026786861624*pi,1.401521757960996*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.545225647446844*pi,0.30774977843085105*pi,4.131542031195449*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.184693274095447*pi,-0.10735727058605599*pi,0.948418534188392*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.583058653764809*pi,0.008517392574357019*pi,4.01317288109262*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.810591582703814*pi,0.7083822256018699*pi,1.034265480920869*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.584775902140733*pi,0.32281187274219403*pi,4.1083525795118*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.656049673814276*pi,0.19825236671006496*pi,0.9338487097216039*pi) q[1];\nu3(0.455504884002426*pi,-0.17940065687773699*pi,1.339697689955052*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.130616801710856*pi,-0.15496028807068501*pi,3.91027504243807*pi) q[7];\nu3(0.385495439178968*pi,2.5513701403286*pi,1.238674844664485*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.566492855592868*pi,2.63988097382016*pi,3.77632570384226*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.397479184549051*pi,2.92905161691148*pi,0.607662244021766*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.475187181749903*pi,0.71779477457051*pi,0.832961901800209*pi) q[4];\nu3(0.276761690739532*pi,3.29100673970888*pi,1.8733876232217*pi) q[7];\nu3(0.221865433578074*pi,2.72146645196865*pi,1.51118651799485*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.858038059941932*pi,3.24513822742393*pi,3.16967786047388*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.44371551213504*pi,0.5*pi) q[3];\nu3(0.580967656719853*pi,3.06582468068731*pi,3.5989485610186*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.624059591076529*pi,0.09026889687997797*pi,0.5382766502010596*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3032266690930299*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.156460970032174*pi,3.03768336534718*pi,1.88876344588475*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.454638987231922*pi,0.44892325035196*pi,3.76986386218017*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[16];\nu3(0.509575188857327*pi,-0.0020572691950649924*pi,0.734263840916102*pi) q[15];\ncx q[0],q[1];\nu3(3.5*pi,3.38266677893731*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.40656109959669*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2365188514812329*pi) q[12];\nu3(3.5*pi,3.45751807034849*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.311212993188955*pi) q[16];\nu3(3.5*pi,3.46954472535134*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.253802008128729*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[14],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[15];\ncx q[7],q[10];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.6500602178517481*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.41007509792901*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.561666998259875*pi) q[1];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(3.5*pi,3.41214925977508*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47816592570201*pi,0.5*pi) q[7];\nu3(3.5*pi,3.47586035605278*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2776640390580472*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1301575260455912*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[14],q[16];\nu3(1.0*pi,0.0*pi,1.252396605731973*pi) q[15];\ncx q[0],q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.40367200654987*pi,0.5*pi) q[4];\ncx q[6],q[15];\ncx q[7],q[10];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.243983825000888*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.221313614063119*pi,0.04152607656410101*pi,0.7896535496598349*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5931778222714001*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49028428502982*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0699041988486158*pi,2.87861200112284*pi,1.77071922379127*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.620245928696153*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.580921252580735*pi,0.273999318362686*pi,1.58544087752161*pi) q[2];\nu3(0.842796824819692*pi,0.11321474573567902*pi,4.15271957757181*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[6],q[15];\ncx q[7],q[10];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.716003102059525*pi,0.342150994975848*pi,4.05832054700885*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.42298696884251*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.258354258195965*pi,2.46141863015672*pi,1.130335802646432*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.649239796776147*pi,3.07632047011951*pi,3.7886515945359*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.33120778236754*pi,-0.4247731465922612*pi,4.32065092934375*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.271204601978021*pi,2.70338368399588*pi,1.476155151948098*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0980159044478008*pi,3.46547216422674*pi,4.2813755522474*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.679808500324719*pi,0.5128909727147299*pi,0.5070634050361502*pi) q[14];\nu3(0.345462825179167*pi,-0.03958917741474599*pi,3.84108733121247*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.53583623193043*pi,3.35080178583746*pi,3.45914891955726*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.648094980713078*pi,0.10474368709387105*pi,4.02705179744349*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.513830490546279*pi,0.236216843345599*pi,1.25308556819137*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.565282717736903*pi,3.10889403355808*pi,4.05782893223192*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.87453494487166*pi,0.6952350408905601*pi,0.85758706060474*pi) q[14];\nu3(0.267681612076706*pi,3.00926600666468*pi,1.60498919428241*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.17325568949382*pi,3.33999784058837*pi,2.0346368261636503*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.527081175410649*pi,3.44713526785683*pi,0.957629624879303*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.706567743952388*pi,3.3009364196786*pi,0.671393563893632*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.221016766041285*pi,-0.05789198649673899*pi,1.325321209684803*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.485179299123739*pi,0.13235907217110598*pi,4.01780321286798*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.498224316228231*pi,2.85647900289653*pi,3.72463057025911*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.547703369697443*pi,2.76854969029491*pi,1.174036449319569*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.39421264461928*pi,3.075462309447*pi,0.75926473704509*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.567670689635844*pi,2.77597365121268*pi,3.36857123485325*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4654649236358*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.57086274531988*pi,0.14994091290671796*pi,0.616290391315065*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.717534162209536*pi,0.9226004781419299*pi,0.951862241061231*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.342161702451109*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.45197148247069*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(3.5*pi,3.37675585674408*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1462049727640449*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.344160613281697*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.382166409257185*pi,0.43854784853739204*pi,0.925680084016284*pi) q[10];\nu3(0.562663961443082*pi,3.12326917926867*pi,4.02843301643375*pi) q[13];\ncx q[0],q[5];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[7],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.331817740612335*pi,2.74398382615234*pi,1.3350007526513918*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.690987688905434*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40295867653114*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.623059151036171*pi) q[5];\nu3(3.5*pi,3.43583894556201*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.39000015683066*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.195943209862032*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.331490742077012*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[10];\ncx q[7],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.773429510186217*pi,0.20728196135145904*pi,1.68156231305999*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.40540001762679*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.2876291577814571*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5525311593928155*pi) q[11];\nu3(0.743281330323629*pi,-0.340081486650257*pi,3.8783233866073*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.3531555703768205*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(0.780272792352352*pi,0.19867733724578596*pi,1.014207206955093*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.48494111992943*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.43716411117058*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.169460007960877*pi) q[13];\nu3(0.30461576163298*pi,0.310993205938902*pi,1.163480475268511*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1815098152741519*pi) q[15];\nu3(0.237873754451632*pi,0.280490565451493*pi,0.952524205141157*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,4.43031672450138*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.491399282122954*pi,3.31294695525537*pi,1.88139761743665*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5203318681572436*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.42479324638918*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.402450712099808*pi,3.43951737689964*pi,0.7007224870451*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.90309871211018*pi,-0.104380130366299*pi,3.81448975492579*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.334740370270917*pi,3.33439360926994*pi,4.2669240336950995*pi) q[1];\nu3(0.845796993967604*pi,0.72391801433829*pi,4.45879212355959*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.627055094613659*pi,-0.4838593032322261*pi,0.702943504060809*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.319045020231397*pi,3.32551103986505*pi,1.68158686986485*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.627356912410468*pi,3.19684511423351*pi,4.259218369589361*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.719621205085831*pi,0.28216410873153996*pi,1.1239861817914671*pi) q[8];\nu3(0.711225309508288*pi,0.349209583532209*pi,0.9345093837531511*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.928329747641056*pi,0.0005581057807390044*pi,3.57052217015008*pi) q[11];\nu3(0.315902143625999*pi,2.74465975463528*pi,1.15513281032072*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.345694274630004*pi,0.25308801412982396*pi,1.246373353905222*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.727858096532696*pi,-0.254990643905254*pi,4.49352657625479*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.565558800383366*pi,0.202209583506893*pi,0.661187549866143*pi) q[11];\nu3(0.402298430686488*pi,2.84234539421193*pi,0.8425200063309299*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.881756239556557*pi,0.308493262971411*pi,4.27713606473226*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.588903516819245*pi,2.64601348154137*pi,3.72868912596804*pi) q[6];\nu3(0.385219530950299*pi,3.33484225462657*pi,2.10414143140152*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.952671620411924*pi,0.08862092967464896*pi,0.713040547914018*pi) q[16];\ncx q[0],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[12];\nu3(0.430544582249766*pi,3.2600254304236*pi,0.655263580430262*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.688836853116672*pi,-0.48377154158877*pi,3.02151518724143*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.38412570237999*pi,0.5*pi) q[0];\ncx q[2],q[13];\nu3(3.5*pi,3.30299990026706*pi,0.5*pi) q[3];\nu3(0.323658197674504*pi,2.98447915725306*pi,1.55370185382309*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.335941267316658*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.570944497903452*pi,0.48432701814497303*pi,0.773514565547619*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.137178146610131*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[8];\ncx q[1],q[7];\nu3(3.5*pi,3.39471222062014*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.568263082910487*pi,3.169593252296*pi,3.37314528481557*pi) q[10];\nu3(1.0*pi,0.0*pi,1.159940148432028*pi) q[13];\nu3(0.385059465550796*pi,3.38526706846737*pi,0.738090670693495*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41137751781853*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.47663459771017*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3522951606790778*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.6003124721998709*pi) q[8];\nu3(1.0*pi,0.0*pi,1.4130571594372179*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5231460595214066*pi) q[12];\nu3(0.56386340313261*pi,2.68983989395425*pi,3.63399925320358*pi) q[15];\ncx q[0],q[8];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,0.5011505794463672*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.35218268069739*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.48141356888439*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.48371790437644*pi) q[9];\nu3(1.0*pi,0.0*pi,1.294459596831723*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.830541866876898*pi,0.47971569471548003*pi,1.432192860522058*pi) q[0];\ncx q[1],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[9];\ncx q[6],q[10];\nu3(0.290362282237129*pi,-0.4045401102010666*pi,4.41841025793119*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.348626759250893*pi,-0.09654847596392702*pi,1.0275887981855991*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.677046200296509*pi,2.73480027730109*pi,3.79624012163473*pi) q[2];\nu3(0.960784655083201*pi,3.33111235613732*pi,3.09460018556783*pi) q[3];\nu3(3.5*pi,3.37378305638584*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.506050023058942*pi,3.25441722871719*pi,4.06009618226581*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.33061904062638*pi) q[10];\ncx q[11],q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.496655719161211*pi,0.253303703201772*pi,4.49509021511807*pi) q[13];\nu3(1.0*pi,0.0*pi,1.096932021040842*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.125353044667835*pi,3.16740814352052*pi,1.432819834160298*pi) q[2];\nu3(0.939896837862497*pi,0.31728736532285096*pi,1.318498836483995*pi) q[3];\ncx q[4],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.44036343936888*pi,0.5*pi) q[11];\nu3(0.326258168736429*pi,0.91306946138406*pi,4.49924459087609*pi) q[12];\nu3(0.334521254070685*pi,0.32128079005375*pi,3.73276561696802*pi) q[13];\nu3(1.0*pi,0.0*pi,1.402953896549618*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[15];\nu3(0.725888135243719*pi,3.19828468264146*pi,4.1375663261651905*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.44129726409817*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.410302134670641*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.249547033933887*pi,-0.4073767844313938*pi,3.93782221983583*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[3];\nu3(0.726063294397814*pi,3.40005790608987*pi,3.41131910024782*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.39876149414032*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.301350950200906*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.747197134419548*pi,-0.4860427866976301*pi,3.86013719651432*pi) q[5];\nu3(0.667696067961881*pi,-0.10363829533077101*pi,3.56180820401574*pi) q[6];\nu3(0.446845175436159*pi,3.25410087932458*pi,4.16783272799074*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.882283078955598*pi,0.23994820943843298*pi,4.12930722842838*pi) q[5];\nu3(0.642004984411358*pi,-0.271127550427542*pi,0.5440623749141676*pi) q[6];\nu3(0.635762624747794*pi,2.70313326009299*pi,4.07087458303732*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.0630539488166818*pi,3.22734926032627*pi,1.50865219753933*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.45048836735049*pi) q[3];\nu3(0.636486338942567*pi,2.96348973921296*pi,3.88994338077949*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.7459662617647*pi,1.08238701643501*pi,0.644855501801253*pi) q[9];\nu3(0.946761865793944*pi,3.26324167328496*pi,4.2071762457262505*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\ncx q[0],q[3];\nu3(0.675358998416463*pi,0.07454523903714505*pi,0.662479933113966*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.909659140243863*pi,3.01517576162823*pi,4.34050932001311*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[16];\ncx q[7],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.026033041426648*pi,0.69273428364039*pi,0.738095709486036*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.38654511715125*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.3060880221231081*pi) q[5];\nu3(3.5*pi,3.38953982305645*pi,0.5*pi) q[6];\nu3(3.5*pi,3.30526154781969*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.0*pi,0.0*pi,1.132501348599872*pi) q[12];\nu3(0.621485694382315*pi,0.47925817798180403*pi,0.735721791477573*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2903308240495361*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[16];\ncx q[7],q[12];\ncx q[8],q[9];\nu3(0.145681771125843*pi,0.6658604037219*pi,3.82635519691055*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.297811835066425*pi,-0.4628300970840623*pi,1.102170130439091*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49085961300092*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.237389018268975*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.332756639798999*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,3.49565862812542*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.240268534386689*pi) q[9];\nu3(0.902363674705213*pi,3.47425785459601*pi,3.58020350259681*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.47635849071955*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.586714921522109*pi,2.91856673064406*pi,3.54444723961873*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5250448710463265*pi) q[16];\nu3(0.365577597951613*pi,2.78122102855843*pi,1.1452002733153601*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[16];\ncx q[7],q[12];\ncx q[8],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.230071246231983*pi,0.09399960217286196*pi,4.0558845030319794*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.702366262857534*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.65500688144227*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.506641893639465*pi,-0.318948139102587*pi,1.342350830910331*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.433147605426965*pi,2.80856044672125*pi,1.56003713000078*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[15];\nu3(0.663710526432771*pi,0.5299264039968601*pi,4.16792744241753*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.278782834487416*pi,0.5635021679251799*pi,4.06614128841967*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.299164720308476*pi,3.15178437256028*pi,1.78458027412384*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.46572668440126*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.289607314812043*pi) q[15];\nu3(0.883806451753933*pi,3.29781162514572*pi,4.01322934676195*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.569275417487578*pi,3.25495039036635*pi,3.54666167383871*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.439930672982767*pi,-0.374757882690203*pi,3.85738227934579*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.535310134096349*pi,0.6383215840600001*pi,4.38464550172969*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.590056445700078*pi,3.43597359156856*pi,3.61080188842018*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.61321344353529*pi,3.06731778230936*pi,3.42875914806051*pi) q[7];\nu3(0.0854796546591418*pi,-0.4050504982564944*pi,3.90516625765792*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.40917254946319*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(1.0*pi,0.0*pi,1.212036074251823*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.35943879545114*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.601863317653264*pi,2.90532751057041*pi,3.83077031268432*pi) q[7];\nu3(0.583932421680914*pi,-0.21878208685203399*pi,4.36030091846418*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[13];\nu3(0.675636822346403*pi,-0.300175880691386*pi,0.5215868381808748*pi) q[12];\ncx q[14],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.15739218089187*pi,0.6996201027564599*pi,0.5856582958801867*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.772195532439814*pi,2.97464474598847*pi,3.38429073047976*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.603385088182747*pi,0.10877279781621596*pi,1.310280424618219*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5371353227386519*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.285844949748767*pi,-0.217207517309758*pi,4.07115705028498*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.489296522480124*pi,-0.10409330133100902*pi,1.081428488299983*pi) q[9];\ncx q[11],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.746777725750681*pi,-0.23673589552650598*pi,3.45743940477061*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.46720525142761*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[10];\nu3(0.426760158129763*pi,0.456256756960691*pi,4.46356660500439*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3438040644965081*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.40743607071238*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46143242997607*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.314167087253972*pi) q[10];\nu3(0.153726821949856*pi,2.96175332265708*pi,1.68907086658483*pi) q[11];\nu3(1.0*pi,0.0*pi,1.347154887955003*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.297801612785721*pi,0.19352707839015704*pi,3.71596022645037*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.600272834992471*pi) q[7];\ncx q[8],q[16];\nu3(0.400870243630806*pi,0.07592218799802297*pi,4.20616445099392*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.679032056049887*pi,2.57796218942691*pi,3.79246157057607*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[7];\ncx q[2],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.49189444022439*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5851225441534238*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.42412579131328*pi) q[12];\nu3(0.435962904089976*pi,0.38507638531643096*pi,3.83527193757647*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.296099830106511*pi,0.13768904647145896*pi,3.66365719092482*pi) q[15];\nu3(1.0*pi,0.0*pi,1.382151157221801*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.42349346845052*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[10];\ncx q[5],q[14];\nu3(1.0*pi,0.0*pi,1.253290167704718*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.755595248681511*pi,2.63897279603882*pi,3.64492415532158*pi) q[13];\nu3(0.26502894383706*pi,3.45982097360716*pi,1.135402634511581*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.35377645980538*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2571099223696849*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.29835518862859*pi) q[16];\nu3(0.379187944552389*pi,0.014304787670412988*pi,1.238324217428325*pi) q[0];\ncx q[1],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,4.46025909603593*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(3.5*pi,3.40162880177924*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.201248720345623*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.875785676542944*pi,0.47100187461480303*pi,1.149487225380709*pi) q[0];\nu3(3.5*pi,3.32838518298626*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.940420585478398*pi,0.33243274713944504*pi,0.842398904003403*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.282001179261349*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5348973870642548*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.403289166850749*pi,-0.342119338629494*pi,1.69456421540845*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.590809325652948*pi,0.6821567894398399*pi,1.044199426023308*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5269586389368025*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.706242548422257*pi,2.9563739602959*pi,3.08042418157425*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.399404574731878*pi,2.59473232189429*pi,1.028512402081518*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.41941636810755*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5532855776944*pi,2.44023548791434*pi,3.60316365456597*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.41720283067072*pi,0.67194017212972*pi,3.75950733750251*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.762942948522969*pi,0.04361334375368098*pi,0.6840780770443999*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.506679667995616*pi,0.36893691192357103*pi,3.85173735179734*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.239151797620043*pi,1.14886256459912*pi,4.1827684762018595*pi) q[3];\nu3(0.528383156409105*pi,2.93890868309981*pi,1.357098960959169*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.6535157128798*pi,-0.275095054304602*pi,0.920009653432381*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.259222733826496*pi,3.31273394457165*pi,2.16905384291984*pi) q[11];\nu3(0.442204447058606*pi,-0.08958546574203902*pi,4.24884783097572*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.705094558955848*pi,-0.12481247115771199*pi,0.613257519462729*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.254899815655588*pi,0.08355770695464804*pi,3.59769334388887*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.307872632330608*pi,0.7514824557470601*pi,0.5629472642162193*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.621873500419555*pi,3.27128137063192*pi,4.0695523272072*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.796917326819709*pi,-0.19061303420292702*pi,3.39339462759806*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.41569253702895*pi,-0.20018254359576998*pi,0.608279811937164*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.579423649767943*pi,3.47977761393241*pi,3.39003152913031*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.451522772158756*pi,3.32203442229556*pi,3.28036925449836*pi) q[6];\nu3(0.548010504607526*pi,0.045116215903652*pi,0.628114210787451*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(3.5*pi,3.49498616231467*pi,0.5*pi) q[0];\nu3(0.670903703785052*pi,1.23020325339219*pi,0.757012810400703*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.288793545174433*pi) q[5];\nu3(0.779048233342936*pi,3.48498820056576*pi,3.19600822403462*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.170410259404302*pi,-0.38697282438909*pi,4.36184421234158*pi) q[16];\ncx q[0],q[5];\nu3(0.196650130297832*pi,3.47635762100235*pi,0.632728174253284*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[15];\nu3(0.634478239744377*pi,3.32437215020424*pi,3.66396942217322*pi) q[13];\nu3(0.397875044021619*pi,3.34129788490194*pi,1.97122023959573*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(3.5*pi,3.45126569407477*pi,0.5*pi) q[2];\nu3(3.5*pi,3.36827421187915*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.690454476583912*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.21857961565491*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.33316382491929*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.287238621872881*pi) q[10];\nu3(0.504320073745298*pi,3.19006287756666*pi,3.4410836662036*pi) q[13];\nu3(1.0*pi,0.0*pi,1.14371667923299*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[10];\ncx q[6],q[12];\ncx q[9],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.38084101205278*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.35963258166181*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.609435073962158*pi) q[10];\nu3(1.0*pi,0.0*pi,1.245281256642909*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4363314059127905*pi) q[15];\nu3(0.700159818085909*pi,3.01556872911896*pi,3.19524701097604*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[7];\ncx q[3],q[10];\nu3(3.5*pi,3.36456650140337*pi,0.5*pi) q[4];\nu3(0.641260795265499*pi,2.91466455499743*pi,4.18122147454745*pi) q[5];\ncx q[6],q[12];\ncx q[9],q[15];\ncx q[13],q[14];\nu3(1.0*pi,0.0*pi,1.074165663893188*pi) q[16];\nu3(0.694492680981357*pi,0.42010274678416604*pi,1.436782222363096*pi) q[0];\nu3(3.5*pi,3.42020624969293*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[16];\nu3(0.588143316671648*pi,0.05590080986164003*pi,3.90166073374305*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3813507500474609*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40724403184535*pi) q[12];\nu3(3.5*pi,3.46219553418908*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.172329138597553*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5484733346078904*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.701437825901478*pi,-0.4329000432753392*pi,4.41857489710375*pi) q[3];\ncx q[4],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42597668448638*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5045596837069785*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.416622899886129*pi,3.46814721354263*pi,0.771119043132817*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.326978738378737*pi,0.240641616197244*pi,4.070420483892359*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.745616017754928*pi,0.04881871808621596*pi,4.12937637784486*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.618784616829777*pi,0.5233332117078799*pi,1.174640043839796*pi) q[9];\nu3(0.112860757052951*pi,-0.388583629725756*pi,1.068749800129954*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.070479391160187*pi,-0.017398471233412982*pi,1.25928875879592*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.57900275903614*pi,0.16043898765282205*pi,0.7792187351433499*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.525646908449591*pi,3.32408716634559*pi,3.19407279865543*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.642476057368114*pi,0.20885334223392205*pi,4.3115249106134605*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.346621367658183*pi,-0.34749695117895696*pi,4.03372724189746*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.619922319429197*pi,0.364943937331225*pi,1.50539759141831*pi) q[13];\nu3(0.710724469215925*pi,3.14061938228969*pi,4.33570893411671*pi) q[14];\nu3(0.566535132252294*pi,0.68869700882156*pi,0.897704803876051*pi) q[15];\nu3(0.364630345592133*pi,3.1253729872189*pi,1.4010216564800428*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.272707756147538*pi,3.38636564081633*pi,0.5345114438661741*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.319843980937031*pi,2.97209140387535*pi,0.738032542490975*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.64678381136579*pi,0.337778097716281*pi,0.5541693530972469*pi) q[13];\nu3(0.471278401141626*pi,3.3393657047856*pi,0.766953853000466*pi) q[14];\nu3(0.847140624303739*pi,3.3132495918562*pi,3.9831335755116*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.327278840724423*pi,0.45252182739163005*pi,3.78733399068026*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.683199687795718*pi,0.53563240311493*pi,0.632871329102583*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[5],q[10];\nu3(0.657399459506705*pi,-0.111618555540059*pi,0.65895640566823*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(0.664183271678087*pi,3.38477894161305*pi,2.95653579373216*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.33840517123451*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.42299878496783*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.32991923575832*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.195851852395121*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.208362761879793*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2683713516594959*pi) q[14];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[5],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.380490900549*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.203500941909108*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.101492193790822*pi,-0.143974190127652*pi,3.65245155964686*pi) q[1];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[16];\ncx q[7],q[15];\nu3(0.664515211491725*pi,3.33423234595032*pi,2.86785777716906*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5752411643812371*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42273231178037*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.39736443899073*pi) q[14];\ncx q[0],q[13];\nu3(0.719398494732286*pi,3.0642298685678*pi,4.15008169026411*pi) q[1];\nu3(3.5*pi,3.47478560683502*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.244555744116992*pi) q[4];\ncx q[5],q[10];\nu3(3.5*pi,3.47778183013422*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.497678642206604*pi,0.378036210311805*pi,4.31067604409244*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.463976605958139*pi) q[15];\nu3(1.0*pi,0.0*pi,1.350716474969998*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[16];\ncx q[7],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.499680674809159*pi) q[4];\nu3(0.114418382042635*pi,3.22364310375732*pi,1.79539272520005*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.300713240663063*pi,-0.04288994369490201*pi,3.62522838699985*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4334196199685305*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[4];\nu3(0.301205613641506*pi,-0.002066692453354002*pi,4.19517758127018*pi) q[5];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.450328242455863*pi,-0.198196000644838*pi,0.812710404671085*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,3.43272269857835*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.44153469202084*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.297342924024795*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3190269661755099*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.327610619698994*pi,0.08513794127700702*pi,1.171623050611153*pi) q[0];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.609979012467836*pi,0.07593622560958302*pi,3.59438161810476*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.723451980899878*pi,0.6672871193504999*pi,4.40349082638748*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.333992969026459*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5754562231517377*pi) q[12];\nu3(0.627540896215401*pi,2.50647315760664*pi,3.72823220763144*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.308673267181526*pi,0.5135672435707499*pi,4.32447535328025*pi) q[7];\ncx q[8],q[11];\nu3(0.650497072213395*pi,0.9752125501926201*pi,0.997047303418915*pi) q[9];\nu3(0.437009778278976*pi,3.34749642420622*pi,1.2864790400652169*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.305760869129961*pi,0.8226440844355101*pi,4.14353003141036*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.474678635227003*pi,0.6243246937606499*pi,4.3550367831421095*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.56117197732997*pi,2.79452041726413*pi,3.46865009750959*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.571729472963695*pi,3.29464476777515*pi,4.07266323896679*pi) q[14];\nu3(0.712450569193713*pi,3.3487056561105*pi,3.74650787365618*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\nu3(0.558732989982725*pi,3.15777081113645*pi,4.22352150021077*pi) q[1];\nu3(0.502788970856178*pi,0.480166938161282*pi,3.76863515435948*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.891081515692066*pi,0.2716573438823*pi,0.767602832047255*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.753909163781668*pi,-0.4667302723757315*pi,3.37704262076028*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.504865514130148*pi,0.0051398977556379455*pi,1.086263601346567*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.905091096009814*pi,2.82803706738917*pi,3.7940944974972*pi) q[16];\nu3(3.5*pi,3.37634381690571*pi,0.5*pi) q[0];\nu3(0.714462700735872*pi,0.21688064697425102*pi,3.78834406036064*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.107948306019058*pi,3.46115106202092*pi,4.314309494640289*pi) q[4];\nu3(1.0*pi,0.0*pi,1.208516284211173*pi) q[5];\nu3(0.465582027206578*pi,-0.18917604381345698*pi,1.337622342729873*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.516163644446812*pi,-0.022121166340226983*pi,3.67172096237053*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.504548820080232*pi,1.00338478592084*pi,0.973203468163677*pi) q[16];\ncx q[0],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.42504391730848*pi,0.5*pi) q[3];\nu3(0.594368223763147*pi,3.3765274030469*pi,0.707394225567954*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2512905850144889*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.640945315955096*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[15];\nu3(3.5*pi,3.34082714142362*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.43026584055665*pi,0.5*pi) q[7];\nu3(0.27905125297698*pi,0.22222103149370198*pi,3.9710979626108*pi) q[8];\nu3(1.0*pi,0.0*pi,1.390211631634199*pi) q[9];\nu3(0.462543461095641*pi,-0.299729878640196*pi,1.081568115279457*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1101949625032121*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5258191792550305*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46111179589022*pi,0.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[13];\ncx q[4],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[9];\nu3(0.439029588313954*pi,2.75935077695119*pi,1.110654351150286*pi) q[8];\nu3(0.324633434410967*pi,3.00911885815055*pi,1.58569425704742*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1348019647761611*pi) q[15];\nu3(0.518049898383421*pi,-0.4163481709209872*pi,3.67621645581114*pi) q[0];\ncx q[1],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46050903845969*pi,0.5*pi) q[4];\nu3(0.574592768117268*pi,-0.288116995999271*pi,0.716671711549662*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.555197951880523*pi) q[9];\nu3(1.0*pi,0.0*pi,1.112502059812487*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.43260665783352*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.472431285005633*pi,-0.372952166553483*pi,3.73317846542061*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(0.343396000195959*pi,-0.23006694443844*pi,1.149133588191958*pi) q[3];\ncx q[4],q[10];\nu3(0.458478750826589*pi,-0.373396568887872*pi,0.710617524478763*pi) q[5];\ncx q[7],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.260364257703244*pi,0.05002152735419796*pi,1.3333580264781149*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5661494209785357*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.223001113949649*pi,2.83167976463997*pi,1.76466906554047*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5750284417385494*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.645131140347856*pi,0.493538151613631*pi,4.02104626044906*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.40402452062822*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.37214817310405*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.128768253274653*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3325952752919918*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.409826470058704*pi,2.77426095951351*pi,1.278645472374278*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.433871798134096*pi,3.04810835978269*pi,0.5743352247637322*pi) q[15];\nu3(0.755026083584003*pi,3.05606345571824*pi,4.3565282433992305*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0987171527345991*pi,-0.16292839124799002*pi,3.87353328327871*pi) q[4];\nu3(0.719826035160222*pi,2.77689878129423*pi,3.67424577427565*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.455563453880828*pi,-0.4988924849295685*pi,4.286447342171639*pi) q[9];\nu3(0.781924200903552*pi,2.63618824376332*pi,3.80234340421165*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5025917176066835*pi) q[14];\nu3(0.583432822905976*pi,3.05910771086779*pi,3.90478292898358*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.47561008961369*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.510256791733972*pi,-0.4092143434274567*pi,0.5000431453644795*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.874637788812578*pi,2.92515714668132*pi,4.03486823678311*pi) q[4];\nu3(0.23198407007267*pi,-0.022996015097730027*pi,4.33383495111242*pi) q[7];\ncx q[8],q[16];\nu3(0.593875696713548*pi,0.54982033181796*pi,0.60222110998961*pi) q[9];\nu3(0.822642140002312*pi,-0.12923386817157*pi,3.84449077139691*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.753988825934446*pi,3.08803671703735*pi,3.51511236656812*pi) q[2];\ncx q[3],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.630647479928045*pi,2.45189493658203*pi,3.81979370955579*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.38164143612329*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1439325386192971*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.399588758948896*pi,0.428673198862786*pi,4.02435201429612*pi) q[11];\nu3(0.868885026273507*pi,3.08564366173532*pi,3.81082949340355*pi) q[12];\ncx q[13],q[15];\nu3(0.172499982748888*pi,2.50533835473649*pi,1.001269943685744*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.496950574421673*pi,0.5764327783731*pi,0.934074938523521*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.38556901153134*pi,0.5*pi) q[13];\nu3(0.483009561041672*pi,0.19714503457074695*pi,3.73787884359864*pi) q[14];\nu3(1.0*pi,0.0*pi,1.283317813687991*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[7];\nu3(3.5*pi,3.42758569076209*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.251402936964755*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.44080363750375*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.46306852802527*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.40496848475577*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(1.0*pi,0.0*pi,1.254762975140127*pi) q[5];\nu3(1.0*pi,0.0*pi,1.39225830252377*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.43377852939632*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.629879453180989*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.518012349256421*pi,0.157059128041812*pi,3.97530231008065*pi) q[8];\nu3(3.5*pi,3.31259449191665*pi,0.5*pi) q[9];\ncx q[13],q[15];\nu3(1.0*pi,0.0*pi,1.2401883060407108*pi) q[14];\nu3(0.62595012750607*pi,-0.06127811728312599*pi,4.2515581595474305*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5601449956566985*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.41997833030022*pi) q[7];\nu3(0.763995729929613*pi,-0.4605057202173797*pi,4.42097130990775*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.412227420072716*pi,-0.04179468188982799*pi,1.3520168420220111*pi) q[16];\ncx q[0],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.44545360086237*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.626164399846608*pi,3.26483905355137*pi,4.35957668188138*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.291876142261855*pi,2.93680102483688*pi,1.84986446691117*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.215325129790085*pi,3.11744377446621*pi,0.932624742660388*pi) q[1];\nu3(0.936333240107325*pi,0.408330327003652*pi,4.42528942364325*pi) q[2];\nu3(0.686167766016898*pi,0.051003837690982046*pi,3.55776387054913*pi) q[3];\nu3(0.450015261070156*pi,0.08854041862836604*pi,4.04981451670396*pi) q[4];\nu3(0.251312751559367*pi,-0.11344199239060598*pi,0.5691855629789292*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.615346220841301*pi,3.08871618281667*pi,4.46344808149349*pi) q[2];\nu3(0.880382082575848*pi,3.06443633403253*pi,3.78772279770634*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.457432091681418*pi,-0.05519399354222998*pi,4.21700859324913*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.45857753056781*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.279120259381091*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.890489300784254*pi,2.94265054193168*pi,3.45845861581144*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[16];\nu3(0.229391320737503*pi,-0.291546186242509*pi,1.70942687371078*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.538687069778095*pi,3.01355487278802*pi,3.11895233790122*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.745164347901442*pi,2.79459816785722*pi,3.83921555621639*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.49856528847878*pi,0.5*pi) q[8];\nu3(0.593396129830705*pi,-0.04904521036443499*pi,0.788668735431789*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2480576487565789*pi) q[12];\nu3(0.167072027654487*pi,3.20608577270882*pi,0.698928413057005*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.224775238165469*pi,0.030907284212415953*pi,4.41235910712082*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.32453790696529*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.748716457868163*pi,-0.027409550913070013*pi,0.625936857577774*pi) q[9];\ncx q[11],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\ncx q[3],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36452005477135*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.667842026727148*pi,2.37747671574054*pi,3.70399541052047*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.379451080232529*pi,3.37625542433753*pi,0.5958675449574032*pi) q[0];\nu3(3.5*pi,3.29094013182128*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.160522386052544*pi) q[5];\nu3(0.934091589251892*pi,3.16029420109949*pi,2.85313069964627*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.250238673667215*pi,0.07404583982074497*pi,4.07867948904391*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.60960921756204*pi,3.27112216450471*pi,3.0711750424893*pi) q[0];\ncx q[1],q[9];\ncx q[3],q[5];\nu3(0.726507861777435*pi,0.010433444679376014*pi,0.5692178184145481*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.4498038789949*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.587041416545087*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.224106397741233*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\ncx q[3],q[5];\ncx q[6],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.41022160103248*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.657099088776233*pi) q[9];\nu3(0.365577614524429*pi,3.21038476825081*pi,1.54009321248748*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.263539193965453*pi) q[14];\nu3(0.551114230822894*pi,0.20685034519024004*pi,1.494663278355439*pi) q[16];\ncx q[0],q[10];\ncx q[1],q[9];\nu3(0.967729935933749*pi,3.15169590318614*pi,4.42315828048823*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.583675955471354*pi,1.01429949562706*pi,0.5916265848402779*pi) q[8];\nu3(0.280030352975403*pi,0.368971177084946*pi,3.53973087077962*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.73605195888936*pi,0.48443826278842395*pi,4.14978765405687*pi) q[16];\nu3(3.5*pi,3.32826836591735*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.924053509557389*pi,3.21118784665633*pi,3.70493379169479*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.228665459758484*pi,-0.136938410326937*pi,1.150353265310748*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.246561221025899*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4294110173887*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[10];\nu3(0.499358696268957*pi,3.21682701694517*pi,1.66477429526251*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.582557425214391*pi,0.9867644373028699*pi,0.5316463140425113*pi) q[5];\ncx q[6],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.904114280838597*pi,0.255243723681304*pi,0.881981912370739*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.862748678084568*pi,0.163534822382441*pi,1.62888934662505*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.611936073678683*pi,0.49289397133339696*pi,0.995949713238302*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.293117531763808*pi,-0.277474831427018*pi,4.06694506570533*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[8];\nu3(0.668369389744942*pi,2.79480379411211*pi,3.91000351914897*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5630578892235643*pi) q[10];\ncx q[11],q[15];\nu3(0.715625266357803*pi,2.63050866277166*pi,3.4843076922848*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.22566438561143*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.128699421544899*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.45110047397671*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.43932063958292*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2539121210022088*pi) q[15];\nu3(1.0*pi,0.0*pi,1.242072485743849*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.395627038747774*pi,-0.083538405103455*pi,1.053995465078337*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.49314618675039*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.4006814181414629*pi) q[3];\ncx q[4],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5333714946690331*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.36496747935833*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5905537763945989*pi) q[16];\nu3(0.78363141190868*pi,0.97799126649651*pi,0.698490778794743*pi) q[0];\ncx q[2],q[3];\nu3(3.5*pi,3.40233357620928*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[15];\nu3(1.0*pi,0.0*pi,1.321766050044811*pi) q[12];\ncx q[13],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.37995281537222*pi) q[3];\ncx q[4],q[12];\nu3(0.829944911946031*pi,2.80129705891758*pi,3.64717575236399*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.615267605789695*pi,0.88004850473103*pi,0.870388575169281*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.119300955048052*pi,1.0231078913687*pi,4.19207848506602*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.408880402468046*pi,-0.20035204935380702*pi,1.310685786552086*pi) q[6];\nu3(0.740882049902914*pi,0.6404294660529499*pi,1.196288948159002*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.373871637189932*pi,3.2406320191021*pi,4.37026164229401*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36912926361733*pi) q[12];\nu3(0.310045805559689*pi,-0.4136235421905692*pi,0.865258048371656*pi) q[13];\nu3(0.709409561629872*pi,-0.372237408622743*pi,0.7521503096737749*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.136894515065288*pi,-0.267654455983044*pi,0.5813451372002152*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.24234789211319*pi,3.16166803560725*pi,1.1386458523111571*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.361571789601191*pi,0.11014668187756804*pi,3.89219405283604*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.732051583960564*pi,2.81584112578514*pi,4.313239008560529*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.504082456005906*pi,0.22086734437311595*pi,4.37039638513739*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.386772953752329*pi,0.49854176381050097*pi,4.2486614277678605*pi) q[8];\nu3(3.5*pi,3.31767534165791*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.08493567632444*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\nu3(3.5*pi,3.31525600977333*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2049145530115601*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(0.365715679631291*pi,0.48952750016052105*pi,0.5818685229645321*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.565536623319247*pi,0.01632127708275599*pi,0.756903462835059*pi) q[15];\nu3(3.5*pi,3.44471318892899*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.383363052975548*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.276917866699556*pi,1.0175104602092*pi,4.2601736755466195*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5578653847463353*pi) q[14];\nu3(0.795054161962543*pi,0.30574069329137*pi,1.468593595360347*pi) q[15];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.49665707904302*pi) q[7];\ncx q[8],q[16];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.512080169465801*pi,-0.4414808806482284*pi,3.61458322416365*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.3896300964768304*pi) q[5];\nu3(3.5*pi,3.45232354218164*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0666125231817036*pi,0.089531798019033*pi,4.162565641372121*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.291067185240205*pi) q[16];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.245014599940722*pi,-0.41487346185697627*pi,4.48690774046892*pi) q[2];\nu3(0.341235005105246*pi,-0.045924640681347995*pi,0.554228746780012*pi) q[3];\nu3(0.223836013989228*pi,0.37668170856762495*pi,0.743795722565479*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.665701411395694*pi,0.170674483748952*pi,1.61717581490352*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.54681367758222*pi,0.11136640822786403*pi,0.963158209576668*pi) q[2];\nu3(0.6679359395606*pi,-0.218595012605941*pi,4.29850527059631*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.257091654659518*pi,2.9963688181161*pi,0.6949372720021569*pi) q[9];\ncx q[11],q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.567409987515678*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(0.750659835422371*pi,3.17158653596314*pi,4.31450659817203*pi) q[9];\nu3(3.5*pi,3.35910704306479*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.637125770727355*pi,-0.14628464161972*pi,1.274494173437052*pi) q[14];\nu3(1.0*pi,0.0*pi,1.234603078199748*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.239760093419931*pi,0.61672005117079*pi,4.2621876379952806*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.642834228923506*pi,-0.091829136625739*pi,3.97453835063428*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.470395838047888*pi,2.97653774340369*pi,1.158933081850005*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.736600666737712*pi,2.53013875784271*pi,3.9988689155016*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5377751289672479*pi) q[15];\nu3(0.276827931631865*pi,0.5714412567593099*pi,0.795947581875355*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.32663324813368*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0979479515530684*pi,3.33433831802921*pi,0.666946903022472*pi) q[7];\nu3(0.935311554778564*pi,0.08805259204980698*pi,3.64474586189568*pi) q[8];\nu3(1.0*pi,0.0*pi,1.29850216032666*pi) q[10];\ncx q[11],q[15];\nu3(3.5*pi,3.48463863598491*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.371856612607444*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.461025974625476*pi,2.54174021717648*pi,1.52469935445137*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[4],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.178181455257037*pi,2.81173990768832*pi,1.123492384087361*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.54543375329533*pi,3.44012363448315*pi,3.57705378329309*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4868356523034105*pi) q[10];\nu3(0.16461318159244*pi,0.471073004621433*pi,3.96429178671337*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5092355690747448*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.483312599428256*pi,0.92215084760309*pi,0.654076567199142*pi) q[0];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.498375610222248*pi,2.65609162144332*pi,1.189550524657177*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.600323803394932*pi,-0.186866767970288*pi,4.0586724442877*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.325359621367186*pi,0.97647218480546*pi,4.29003206119111*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.627388793774534*pi,0.11784261791824502*pi,1.333823835155307*pi) q[5];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.48667968533507*pi,-0.345065661151976*pi,4.2354073577453395*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[11];\nu3(3.5*pi,3.41469211761023*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.14719798434296*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[15];\nu3(0.222539348351681*pi,3.25733281771564*pi,1.90962607159697*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.42430187326889*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3508135631970362*pi) q[11];\nu3(0.433477274174957*pi,-0.185434397635241*pi,1.2875865459999178*pi) q[12];\nu3(0.655943688348033*pi,0.27709854051541805*pi,0.7805678410479819*pi) q[13];\nu3(3.5*pi,3.31971645679934*pi,0.5*pi) q[0];\nu3(0.690824063942703*pi,-0.030124515492607973*pi,1.124526212920275*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[7],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.66979653281216*pi,-0.495599526856902*pi,3.71848840619423*pi) q[12];\nu3(0.691808711913228*pi,2.97213278724226*pi,4.27065690217594*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5455621206364811*pi) q[14];\nu3(1.0*pi,0.0*pi,1.243733988630392*pi) q[15];\ncx q[0],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(0.65891400811502*pi,0.08855740565998105*pi,1.51490266974617*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.41965420966687*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.29960103127594*pi,0.5*pi) q[5];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.442087332069144*pi,-0.4734443099564547*pi,0.7866166859505159*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5411852421012484*pi) q[15];\nu3(1.0*pi,0.0*pi,1.093696223725848*pi) q[16];\ncx q[0],q[15];\ncx q[1],q[12];\ncx q[4],q[9];\ncx q[5],q[16];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.44979034529875*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39004215490731*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.47297064414754*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.506456529092451*pi,2.79251299127573*pi,3.55982300932018*pi) q[8];\nu3(1.0*pi,0.0*pi,1.14371396554816*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1286385703508741*pi) q[12];\nu3(1.0*pi,0.0*pi,1.202499517689248*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5197818183813165*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[12];\ncx q[3],q[10];\ncx q[4],q[9];\ncx q[5],q[16];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.331860278844944*pi,0.8096669939454499*pi,4.14634533386425*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.159691716336923*pi,0.473439101237654*pi,4.45766819158951*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44536460741111*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5370310421235059*pi) q[9];\nu3(1.0*pi,0.0*pi,1.287725806726391*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4627037460202*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5860811194760129*pi) q[13];\nu3(0.359380397701168*pi,2.31747790827576*pi,1.241359476921064*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.521482488841065*pi,0.262709776840113*pi,0.5034996452073074*pi) q[0];\ncx q[1],q[12];\ncx q[3],q[10];\ncx q[4],q[9];\nu3(0.694928752449294*pi,0.285807346749005*pi,4.45588427825109*pi) q[5];\ncx q[6],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.366381944086229*pi,0.5772048805982*pi,3.6053097293585*pi) q[14];\nu3(0.837801753697753*pi,-0.1882033971178*pi,4.3481693081910695*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.376756439665207*pi,-0.318319372199444*pi,4.20410904664908*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.220697394142129*pi,0.14947652580977*pi,3.71638768270811*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.706109565428428*pi) q[10];\nu3(0.283970323534959*pi,3.39883765756794*pi,0.755691439523857*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.894296057178609*pi,0.8067959933209199*pi,0.941598954904855*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[10];\nu3(0.702974915657551*pi,3.39165561022486*pi,4.07502544357777*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.350653846328058*pi,-0.193402446209268*pi,1.53132633883614*pi) q[6];\nu3(0.449586005449994*pi,0.097412967218508*pi,4.39508050503442*pi) q[7];\nu3(0.573880327725421*pi,0.6180406926406301*pi,1.245700225535038*pi) q[9];\nu3(0.482354740221327*pi,3.2799312461507*pi,4.454729319337471*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.500641930348827*pi,-0.204846327731523*pi,1.2444689391442338*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.220715836667909*pi,1.04133382474405*pi,4.17340872965291*pi) q[16];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0586276962248245*pi,-0.17467682647350702*pi,3.70503638150882*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.678888078106457*pi,2.56538527247875*pi,3.82979501929982*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.499424159456074*pi,-0.29003122690524896*pi,3.52565538999911*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.636110381995251*pi,2.81685320977017*pi,3.99706991746386*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.392055256869665*pi,-0.22721565928001503*pi,0.978697103712424*pi) q[16];\nu3(3.5*pi,3.40692289326956*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.138393867882943*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.875683182594068*pi,2.90308040819586*pi,3.8003357920541*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0584779600180415*pi,2.9272233810327*pi,1.5409523383132*pi) q[1];\nu3(0.201199005252621*pi,-0.17433450611496398*pi,1.51516798980883*pi) q[3];\ncx q[4],q[5];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,4.47409852373479*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.43217233786758*pi,0.005711861717155986*pi,0.628610476869657*pi) q[12];\ncx q[0],q[8];\nu3(0.767710747318536*pi,3.13130284002528*pi,3.88180154235859*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.3791021943843*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.327876971638605*pi) q[5];\nu3(3.5*pi,3.39130593040542*pi,0.5*pi) q[7];\nu3(0.741753805376067*pi,0.09290579283119205*pi,1.202614119268686*pi) q[10];\ncx q[11],q[13];\nu3(0.630889055378764*pi,0.28193759380750205*pi,3.90840908078665*pi) q[12];\nu3(1.0*pi,0.0*pi,1.332738663289164*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[5];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.350455743224029*pi,0.22492736007689595*pi,4.4089873148419*pi) q[10];\nu3(3.5*pi,3.43242096521173*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.18154563494686*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.605822147680135*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4161687514878*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.40755870396663*pi,0.5*pi) q[3];\ncx q[4],q[5];\nu3(1.0*pi,0.0*pi,1.186541735564473*pi) q[6];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,4.45552031217901*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[10];\ncx q[3],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[11],q[13];\nu3(3.5*pi,3.46628274768757*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.336380397806711*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.29763798920825*pi,0.5*pi) q[1];\nu3(3.5*pi,3.37539755151424*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.793948544503943*pi,-0.353567657649116*pi,1.099443910592282*pi) q[4];\nu3(0.483276241839971*pi,0.456889955014421*pi,4.04597770255366*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4713597129904805*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.11952442763034*pi) q[9];\nu3(1.0*pi,0.0*pi,1.279861177932321*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.371339173733317*pi,-0.4343690726172245*pi,0.800141753466186*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[10];\ncx q[3],q[6];\nu3(0.604287648488107*pi,0.11228373971759498*pi,1.565306851674*pi) q[4];\nu3(0.523513225360068*pi,0.05154612707547901*pi,1.404682290382146*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.300941481272668*pi,0.182566474546064*pi,1.1060488196491969*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5631543040388779*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.367948572733347*pi,3.15859684749745*pi,2.09494988416738*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.214336864590145*pi,0.54328705013447*pi,4.10380091627514*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.46544888164624*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.39376023269688*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.228078616777849*pi,-0.446172770989871*pi,1.7305797735299*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.56388265782283*pi,3.48790543844134*pi,0.771280123770619*pi) q[11];\nu3(0.39451059710428*pi,0.75926198473519*pi,4.4267332952546905*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.863769567891868*pi,-0.4745226279393667*pi,3.91016716761253*pi) q[15];\nu3(0.500073522972514*pi,-0.39234922459738497*pi,3.75429362039143*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.216669355968541*pi,3.00927875061472*pi,0.5479643872047913*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.707842930319935*pi,3.36699983786501*pi,4.43020063593122*pi) q[11];\nu3(0.575371756289014*pi,0.18700563195711295*pi,1.1229100021152831*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.175063465274996*pi,3.37516818437788*pi,1.2896504466172831*pi) q[15];\nu3(0.485277793198477*pi,0.65973402846023*pi,4.37913646177233*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.563592280642539*pi,3.07296971737219*pi,3.35899478846375*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[13] -> c[13];\ncx q[0],q[5];\nu3(0.625426099327258*pi,-0.300490713815519*pi,3.8724103441446*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.190002377097953*pi,-0.208870213117814*pi,1.3175014947635622*pi) q[3];\nu3(0.816028564133993*pi,0.6283672530411799*pi,0.959313641661037*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.44073128625661*pi,0.5*pi) q[0];\nu3(0.508032357029495*pi,3.37965175612499*pi,4.4889297432417*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.315926975706177*pi,-0.036066055611996994*pi,4.35557496655977*pi) q[3];\ncx q[4],q[15];\nu3(1.0*pi,0.0*pi,1.154858592468351*pi) q[5];\nu3(0.668487147911973*pi,3.37587974234406*pi,2.89590922530223*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[16];\ncx q[0],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.263055015261952*pi,-0.4223733084453657*pi,1.56217443582627*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43861498684383*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.32734468523526*pi,0.5*pi) q[7];\nu3(0.350037891072913*pi,0.6930842610005099*pi,0.5367960362200404*pi) q[9];\nu3(0.374061621772497*pi,-0.32594481103053197*pi,0.59845610918931*pi) q[10];\nu3(3.5*pi,3.36077886704075*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.258789405237992*pi) q[12];\nu3(1.0*pi,0.0*pi,1.197536052611777*pi) q[15];\nu3(1.0*pi,0.0*pi,1.228880332223452*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.797731968847281*pi,-0.20351822428893301*pi,3.29861850945805*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,0.5352661093907627*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.455398436841614*pi,3.23225627059453*pi,2.11480746486151*pi) q[9];\nu3(0.780390171446865*pi,0.31960967088831604*pi,1.1718336893940249*pi) q[10];\ncx q[11],q[16];\ncx q[0],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5292301825998753*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.666130354413411*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5545213248603771*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[14];\ncx q[7],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.33036662848097*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.155079425739663*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.258865688391482*pi,2.81885219804276*pi,1.0594675516745111*pi) q[0];\nu3(3.5*pi,3.46614904228448*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(3.5*pi,3.37763524186382*pi,0.5*pi) q[3];\nu3(0.162897937573253*pi,0.7216458182719601*pi,4.2637923727181*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(1.0*pi,0.0*pi,1.198302009511431*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2375572188963*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.834599132206461*pi,2.94510888168105*pi,4.24894879307179*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[4] -> c[4];\nmeasure q[15] -> c[15];\ncx q[1],q[10];\nu3(3.5*pi,3.46314458041816*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.408584606276138*pi,-0.4075491343014311*pi,1.64399703074569*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3902130602584681*pi) q[9];\nu3(0.325941496755298*pi,-0.391726119749766*pi,0.99450296069559*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45953421809002*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nmeasure q[7] -> c[7];\nmeasure q[11] -> c[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.430426771835427*pi,0.414978574400388*pi,0.719019241245622*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,4.4795012597088*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.6667572757999269*pi) q[10];\nu3(0.113643439169554*pi,3.49681216221632*pi,1.333525778071865*pi) q[12];\nu3(0.536329909651196*pi,2.81358600920142*pi,1.1776891795723952*pi) q[16];\nmeasure q[5] -> c[5];\nmeasure q[12] -> c[12];\nmeasure q[16] -> c[16];\ncx q[1],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.7881753140031029*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.233987464124231*pi,0.8751125881719499*pi,3.97042374402316*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.642746612609626*pi,0.11581632502602202*pi,3.66891574044262*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[1] -> c[1];\nmeasure q[6] -> c[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.295248106447194*pi,0.16972157960358303*pi,0.5653698482417573*pi) q[2];\nu3(0.361931371106601*pi,2.7300029772921*pi,0.8812218194575729*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.571679682438235*pi,0.28030658995784696*pi,4.01854051477364*pi) q[9];\nu3(0.602183171363135*pi,0.6820689240167099*pi,4.2146971254693*pi) q[10];\nu3(0.124348218500562*pi,3.4732830256636*pi,4.46231538322758*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[3] -> c[3];\nmeasure q[9] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[14] -> c[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.357812422248866*pi,3.37470921862634*pi,0.9410192621167359*pi) q[8];\nmeasure q[8] -> c[8];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.559036319938965*pi,-0.013966903249169993*pi,3.84154743876032*pi) q[0];\nu3(0.123688057430518*pi,2.66740994103794*pi,1.59367253595067*pi) q[1];\nu3(0.288757618841261*pi,0.24994909973941903*pi,0.800017581132002*pi) q[2];\nu3(0.43459100146155*pi,-0.4227981069706463*pi,1.64607120432144*pi) q[3];\nu3(0.597870753013652*pi,2.65425459294461*pi,3.50392940394326*pi) q[4];\nu3(0.418253939162832*pi,-0.330763528099489*pi,0.733757619948879*pi) q[5];\nu3(0.431614615655615*pi,-0.187958464268297*pi,1.473768210624754*pi) q[6];\nu3(0.05154151668954*pi,3.2737560853627*pi,0.954640350463427*pi) q[7];\nu3(0.340891719222523*pi,0.67366305425015*pi,0.643314225461914*pi) q[8];\nu3(0.294281411383071*pi,3.06177138479056*pi,1.024065723199975*pi) q[9];\nu3(0.411342493547921*pi,3.48300966366636*pi,1.53664587307993*pi) q[10];\nu3(0.418475609660167*pi,0.13908723001772705*pi,4.35671725952574*pi) q[11];\nu3(0.282578538951306*pi,0.11292620786098795*pi,1.2132369282257511*pi) q[12];\nu3(0.421227331945159*pi,2.66489449766483*pi,1.208595319955284*pi) q[13];\nu3(0.73228495718162*pi,0.19226545118108795*pi,3.89814468074884*pi) q[14];\nu3(0.421414738189751*pi,0.69121641085811*pi,3.98273922483855*pi) q[15];\nu3(0.699456616777556*pi,2.81535555400968*pi,3.98112560351149*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[3];\ncx q[1],q[8];\ncx q[2],q[16];\ncx q[4],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,3.39069218472803*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49127357564095*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43646203585011*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.232322996044257*pi) q[3];\nu3(3.5*pi,3.33821143421713*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.49268764531442*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.199947477530676*pi) q[8];\nu3(1.0*pi,0.0*pi,1.242936894726258*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.1648389583659409*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2965777007671488*pi) q[16];\ncx q[0],q[3];\ncx q[1],q[8];\ncx q[2],q[16];\ncx q[4],q[9];\ncx q[5],q[7];\ncx q[6],q[14];\ncx q[11],q[15];\nu3(3.5*pi,3.33577306440115*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.332912575032967*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.623264877656849*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.37891296420946*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1735180214897531*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.39650470405916*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.608108866278336*pi) q[9];\nu3(3.5*pi,3.4994036498535*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,0.556596256536921*pi) q[14];\nu3(1.0*pi,0.0*pi,1.211052372098306*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.473399779014899*pi) q[16];\ncx q[0],q[3];\ncx q[1],q[8];\ncx q[2],q[16];\ncx q[4],q[9];\ncx q[5],q[7];\ncx q[6],q[14];\ncx q[11],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49896885180169*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5617597937790113*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.450407482198139*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.455753415044369*pi,-0.24854171198833602*pi,3.99949067232023*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.594554563386406*pi,3.21959583402937*pi,0.5863783328767315*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\ncx q[5],q[7];\nu3(0.479800870841958*pi,0.333031384533933*pi,3.91717227410544*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.553593523527015*pi,3.03518464116352*pi,3.51563807778835*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.504915850807506*pi,2.80029227238997*pi,3.87225888077021*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.882091224892292*pi,3.23444535313157*pi,0.64344627971414*pi) q[3];\nu3(0.722821481920744*pi,-0.04844695408511401*pi,3.92359589906569*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.717200160043405*pi,2.90818247224405*pi,4.04038332960212*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.114573599011911*pi,2.59626501504049*pi,0.9436682213523779*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.736346342355337*pi,3.31859022401069*pi,0.808816506488431*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.405081078596182*pi,3.35280199835326*pi,1.074877864011916*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.419080146237254*pi,-0.164862413099011*pi,0.960614167667185*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.340930094676462*pi,-0.29279713373120597*pi,0.791710084894634*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.676724421022556*pi,0.09750649523125399*pi,0.571978787184817*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.369082429059739*pi,3.36950475893258*pi,1.89111677650508*pi) q[1];\nu3(0.463258444163042*pi,3.06301782170626*pi,1.4682991783777362*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.354424341842458*pi,-0.140325370228006*pi,0.878278471840925*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.55847476170269*pi,-0.061639818333294016*pi,3.97411928834228*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.58701325144065*pi,0.6909637965219*pi,4.385466400762629*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.290513158648696*pi,0.8872293662142201*pi,4.33472499650705*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.749606464104901*pi,3.10829180358419*pi,3.63020803186501*pi) q[1];\nu3(0.521920294255693*pi,-0.210479925628816*pi,0.5855922769313782*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.632982688124743*pi,2.85417705807304*pi,3.39534243684162*pi) q[7];\nu3(0.335176697502067*pi,-0.21207839358596697*pi,0.5619369245590251*pi) q[8];\nu3(0.501265177843555*pi,-0.259148528916968*pi,3.62575675636326*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.263320049059497*pi,-0.408175974952947*pi,3.99567627602056*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.583466266341195*pi,-0.08022215514744702*pi,0.7495568769615311*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.150704279069381*pi,-0.052439148463159*pi,4.4219837917240294*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.864414370570032*pi,0.05709809970077395*pi,0.792007162000092*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.478617036118797*pi,0.194134641991342*pi,0.655301849744278*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.44443205621651*pi,0.5*pi) q[3];\nu3(3.5*pi,3.25890027138324*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.137077793933896*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.135506791421402*pi) q[14];\nu3(0.448186669771907*pi,3.17588489177354*pi,4.496981357127099*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.40671043454756*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.224822154295037*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.70942374595705*pi,2.91761285256843*pi,4.16542792634629*pi) q[15];\ncx q[0],q[12];\ncx q[1],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.38469359132273*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4921753774441004*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.48419780594916*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.224200670414667*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4538179011125*pi,0.5*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[14];\ncx q[4],q[9];\ncx q[5],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(1.0*pi,0.0*pi,1.298372930177862*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36895084614407*pi) q[12];\ncx q[0],q[12];\ncx q[1],q[11];\nu3(3.5*pi,3.4153273648934*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.35071033583138*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3171158849031919*pi) q[6];\ncx q[7],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.19067677342727*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.3920483676908795*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[15];\nu3(3.5*pi,3.40676844878825*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5955630778570584*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.205509399832722*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4823355815258505*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.3339770454942705*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.691176715362603*pi,3.41083916375558*pi,3.72976539214056*pi) q[4];\ncx q[5],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5607724925705444*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.679232204048834*pi,3.1431655260318*pi,2.91553693054316*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.198595603544131*pi,3.32824478146644*pi,2.02593618808803*pi) q[3];\nu3(0.310522323075813*pi,3.39587746027649*pi,0.902097491265473*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.357945611404173*pi,3.17071195405259*pi,0.653141808944128*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.651734085570565*pi,2.7342290777721*pi,3.5905336960767*pi) q[0];\nu3(0.465731385022374*pi,0.7490398078171101*pi,3.92373079340265*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.433675580650119*pi,0.43161603502717105*pi,4.29315820209227*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.765258509505916*pi,3.04993094294018*pi,3.27387959547375*pi) q[9];\nu3(0.441975491487314*pi,0.6775617479548*pi,3.69538527893801*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.565511733497709*pi,0.07684775357531903*pi,0.5494423879606383*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.15188579273561*pi,2.90354920222601*pi,1.4929318331075732*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.356134013704782*pi,0.17236187141066395*pi,4.10358572451311*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.505695914423231*pi,0.76547496348857*pi,0.758989964332323*pi) q[7];\nu3(0.916893307415412*pi,-0.288323268082709*pi,3.86518163583792*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.115473833909225*pi,-0.025511989625690012*pi,3.61476673927885*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.445756262505274*pi,0.31851095421654696*pi,0.667957308966483*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.704539170209303*pi,3.10782337809715*pi,4.4726414630597695*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.476677689015806*pi,-0.17470270888307599*pi,0.685820568099573*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.673809777180341*pi,-0.101896178557152*pi,3.93479160223686*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.787268423864093*pi,3.17630004207513*pi,3.33504157370253*pi) q[7];\nu3(0.560681450184952*pi,0.015301156107554004*pi,1.302006163101351*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.672383548163718*pi,0.36598369396170805*pi,0.5200991295613308*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.619886318214673*pi,0.8257845431045401*pi,0.7986978677698899*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.656243833588892*pi,3.35949482377822*pi,3.78653312953722*pi) q[2];\ncx q[3],q[10];\nu3(0.772034248290729*pi,-0.398675469599794*pi,0.749398795728828*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.178036182731484*pi,0.25858638768669095*pi,4.43168375374942*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.531590475494821*pi,3.07454380915488*pi,3.02691980956527*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.32965132230485*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.516898208829817*pi,-0.279238813150803*pi,3.71246760735777*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.286774602235178*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.390413018380038*pi,3.05021177033672*pi,1.2589734005495758*pi) q[13];\nu3(0.530127026111161*pi,0.15080302544999702*pi,1.04607993527986*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.453389372457351*pi,2.8520508726291*pi,0.915741012191061*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[11],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[15];\ncx q[1],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45740024704197*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.43961124078352*pi) q[10];\nu3(3.5*pi,3.49919651009874*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.161874943148999*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.141656151015561*pi) q[16];\nu3(3.5*pi,3.35899827410318*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43819546349635*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.324818724714219*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[13];\ncx q[8],q[14];\ncx q[11],q[16];\nu3(1.0*pi,0.0*pi,1.215501342583904*pi) q[15];\ncx q[0],q[15];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(3.5*pi,3.3983486021287*pi,0.5*pi) q[7];\nu3(3.5*pi,3.41559923047327*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5079439132382073*pi) q[12];\nu3(1.0*pi,0.0*pi,1.285837306876628*pi) q[13];\nu3(1.0*pi,0.0*pi,1.253944886880451*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5159752147123084*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.2697880146773795*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(3.5*pi,3.40814651362644*pi,0.5*pi) q[5];\ncx q[7],q[13];\ncx q[8],q[14];\nu3(1.0*pi,0.0*pi,1.264777812134082*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,0.5924661104440592*pi) q[15];\ncx q[0],q[15];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5871684610400738*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5946721054623358*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.330230142124106*pi,-0.12262874971584697*pi,0.681580635455609*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[7],q[13];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,4.3009358744960995*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.72643874873288*pi,3.14105989635443*pi,3.88845310850111*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.525927336559742*pi,3.15404465875878*pi,1.62463226143103*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.360298477474439*pi,-0.4057578752356855*pi,1.76044518571776*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.593900197917588*pi,2.84446334020968*pi,4.24466084985226*pi) q[11];\nu3(0.45254625264405*pi,-0.07087011112406999*pi,4.179736479362*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.690321647243444*pi,3.10043871826281*pi,4.01688176040293*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.695295355630981*pi,0.226407145466325*pi,0.8948361184499081*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.694787665033752*pi,2.80240080076945*pi,3.97418022511977*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.12634828630767*pi,3.0655383040889*pi,4.4440049449326295*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.728606703367979*pi,3.19796218942266*pi,3.47031729467893*pi) q[7];\nu3(0.782476641514813*pi,2.90214339594555*pi,4.08437083839599*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.914061628299089*pi,0.416893617759753*pi,1.192868992165701*pi) q[15];\nu3(0.552690241390767*pi,3.43844173013441*pi,0.5499282459262121*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.62903715162286*pi,1.05571742229186*pi,0.5635085064569068*pi) q[7];\nu3(0.600939169880947*pi,3.27754142643119*pi,2.93916786605628*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.366817412233893*pi,1.09977767455067*pi,4.27802032586231*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.851102702429127*pi,-0.4157632846852989*pi,3.29619900101829*pi) q[15];\nu3(0.461714068359021*pi,0.59609805298829*pi,0.86695965246421*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.670768223109175*pi,0.45629393982045896*pi,1.273777463573333*pi) q[10];\nu3(0.696027236875789*pi,3.34617696914909*pi,3.66258592124397*pi) q[13];\nu3(0.135546289941329*pi,0.482065591136112*pi,4.37630709950899*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.699377830984809*pi,-0.05177871219883301*pi,0.974302582028804*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.220479296041594*pi,0.5562297251631201*pi,4.20332199902609*pi) q[13];\nu3(0.629966844836879*pi,-0.10568977024556397*pi,3.55962607441591*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\nu3(0.594346692752437*pi,-0.328361459829444*pi,4.38797743891553*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.43574522534026*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.263779902694814*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.39960405668867*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.822711993158913*pi,2.94496700880416*pi,3.73448678866024*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[12];\nu3(0.348685164810007*pi,3.46774099118491*pi,4.2653152937301595*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.341181504425827*pi) q[15];\ncx q[0],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.340927071282151*pi,0.183766755684998*pi,1.232158693580029*pi) q[2];\nu3(3.5*pi,3.46549029437266*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.657887545123979*pi,3.16348290257411*pi,3.63960456823802*pi) q[5];\nu3(3.5*pi,3.46950536083173*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1802162987095461*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1049982767381739*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.46613162257378*pi) q[12];\ncx q[13],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\ncx q[6],q[10];\nu3(0.600045264519676*pi,-0.279340601279059*pi,4.39235979665494*pi) q[9];\nu3(3.5*pi,3.42384638387604*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4428748414783605*pi) q[15];\nu3(1.0*pi,0.0*pi,1.1821239823228629*pi) q[16];\ncx q[0],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.341793418650934*pi,-0.12624414233818299*pi,0.533369074937968*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.545431403615327*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5755747779214926*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4734588005453695*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.42022510655944*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[16];\nu3(1.0*pi,0.0*pi,1.108759452143659*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0915502597506582*pi,0.354816545128226*pi,0.637048110777069*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.227051089971883*pi,2.88143773992574*pi,1.35983164903429*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.78798470090908*pi,0.7298529399289799*pi,0.6962266316096439*pi) q[3];\nu3(0.114891066968444*pi,-0.143995141630804*pi,4.20693489674202*pi) q[4];\ncx q[5],q[8];\nu3(0.421130317524324*pi,2.65161467830896*pi,1.246736678151332*pi) q[6];\ncx q[7],q[9];\nu3(0.342350709526744*pi,3.40912765540869*pi,0.817132460107178*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.446204337175439*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.501213105403658*pi,0.287095101191552*pi,1.125018886249249*pi) q[3];\nu3(0.321238277140923*pi,0.27041845312908996*pi,1.15339403308788*pi) q[4];\nu3(3.5*pi,3.45778093910242*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47825432782488*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3739740247927439*pi) q[8];\nu3(1.0*pi,0.0*pi,1.4322943987264591*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.210550238316101*pi,3.44510677880338*pi,0.786264110765768*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.343070544789558*pi,3.22556221193913*pi,1.70008636422626*pi) q[11];\nu3(0.73496545769763*pi,0.262537404246598*pi,1.68658334066309*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.747797990382378*pi,-0.09954480968651203*pi,4.22478680550557*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.554760996178023*pi,3.2462923022231*pi,4.2362686264815395*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.673207910054991*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5867143153942447*pi) q[9];\nu3(0.187108282897531*pi,2.69449089916131*pi,1.023717911672482*pi) q[11];\nu3(0.770180603283478*pi,0.17203882882008303*pi,0.521364335890188*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.450211722324743*pi,0.86593969767996*pi,3.87475917327374*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[5],q[8];\ncx q[7],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.832202231536154*pi,3.23400215437671*pi,4.45399567428527*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.638315834956507*pi,2.70993378109635*pi,3.30361690150275*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.55702213616104*pi,-0.25377874556720004*pi,4.18926631718041*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.3326468507076*pi,-0.4491496197503072*pi,0.655070448431046*pi) q[16];\nu3(0.270670820097245*pi,2.78688193873853*pi,0.961443480769864*pi) q[1];\ncx q[4],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.297608123163632*pi,1.05152412464035*pi,4.1810857500885*pi) q[1];\nu3(3.5*pi,3.43024964110345*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.154727617803335*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[16];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.492848217116863*pi,0.72388105256771*pi,4.011965180873419*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0394717664376217*pi,-0.29790675060163796*pi,3.9770228892901*pi) q[9];\ncx q[11],q[13];\nu3(0.211469054537968*pi,0.49572560389372*pi,4.28732964287965*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.44941885292694*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.644898726620193*pi,-0.357907975244378*pi,3.373764793087*pi) q[5];\nu3(0.545523501229535*pi,0.355882800102029*pi,1.303231549554337*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.584085890913048*pi,-0.040218423092842015*pi,3.88840807880439*pi) q[9];\nu3(3.5*pi,3.45677758993442*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.188579994397694*pi) q[13];\nu3(0.479610868764821*pi,0.49597651431631395*pi,0.602916839390238*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.37612675096754*pi) q[15];\nu3(1.0*pi,0.0*pi,1.187208429616653*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[16];\ncx q[4],q[15];\nu3(0.717526285080504*pi,-0.334143437872949*pi,3.23933247294383*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.686378759268326*pi,-0.22921803699779703*pi,0.5624653725751407*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5184300292583739*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5786537128537261*pi) q[16];\ncx q[1],q[14];\ncx q[3],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[10];\nu3(0.373166682531108*pi,0.55589086620515*pi,4.03678165239356*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[5];\nu3(3.5*pi,3.43456407944231*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.36813128820261*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2505876766946171*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.329811745900789*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.42057398637148*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[8];\nu3(0.274978120062984*pi,0.11194181583449703*pi,3.89650241342449*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.18770048850523*pi) q[5];\ncx q[7],q[10];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.563233627254704*pi,0.5956681946864899*pi,1.3957440721225551*pi) q[16];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.34759701609188*pi,0.5*pi) q[2];\nu3(0.526422163502761*pi,3.36882100868797*pi,4.29011189704355*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.19522719119916*pi) q[8];\nu3(3.5*pi,3.36128115445972*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.31138783363037*pi) q[10];\nu3(0.676936848717421*pi,0.17098427207641498*pi,0.681799090753798*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2500375851894319*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.3035823903580805*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.715865555142456*pi,-0.19624679386913202*pi,3.31689813356893*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.550794221612978*pi,3.28604774749005*pi,4.0851689088337*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.626925334449712*pi) q[5];\ncx q[7],q[10];\ncx q[9],q[12];\nu3(0.786104366492838*pi,3.27021919801682*pi,3.16353348808852*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.32289322125771*pi,3.2161701168267*pi,1.81887055807149*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.470656318667214*pi,3.07165424716369*pi,1.70042312712056*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.516336644558586*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5649415237957482*pi) q[12];\nu3(0.386709568630625*pi,2.86582352352901*pi,0.690225468113057*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.480118367999788*pi,3.17381042612663*pi,1.4700359033293768*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.734151264456431*pi,0.10858213665174099*pi,4.27108815526883*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.2088599170079*pi,3.09805406708162*pi,1.80411804593238*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.118019900762338*pi,3.34651095260914*pi,0.811215339176358*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.454677832474937*pi,-0.4518973461878601*pi,1.82294063365951*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[4],q[11];\nu3(0.508969222512227*pi,0.017672537024381985*pi,0.903865128100274*pi) q[5];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.711970496962495*pi,2.78337349311697*pi,4.181654800221271*pi) q[2];\nu3(3.5*pi,3.39867693115895*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(3.5*pi,3.39806677195584*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.522308341187468*pi,0.5818803602901601*pi,0.631145123174929*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.275481345603579*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.294979573326573*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.667871687660466*pi,3.3325573701647*pi,3.53343844891206*pi) q[2];\ncx q[4],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.629538591227646*pi,-0.351170183308537*pi,0.5616974167230907*pi) q[7];\nu3(0.557576923670703*pi,0.281585180594484*pi,1.102099887906206*pi) q[8];\nu3(0.11999585969283*pi,2.88818564449486*pi,1.070020721585112*pi) q[9];\nu3(0.648112710158026*pi,-0.15084083545242*pi,4.482246279562*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.568642831697632*pi,0.75600859381284*pi,4.36164543266566*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.59132877758533*pi,0.5594108156659701*pi,4.20535520942982*pi) q[7];\nu3(0.922140969209371*pi,3.38938592632245*pi,3.368043216493*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.687121734269236*pi,0.21220313957479298*pi,0.800787958116573*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5514074794893807*pi) q[11];\nu3(0.529907268480728*pi,0.493957437292292*pi,0.7471225391659719*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.33951503242773*pi) q[15];\ncx q[0],q[13];\nu3(0.471359444413454*pi,-0.4841301816892153*pi,1.65846457534895*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[4],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.591186172354667*pi,2.83210759146599*pi,3.86847309907972*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.33991516585194*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.253894896359908*pi) q[13];\nu3(0.320234674630571*pi,3.35174410287449*pi,1.092160220386328*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.46243441703696*pi,0.5*pi) q[2];\nu3(0.299254863172281*pi,-0.138277479534823*pi,0.641591834528664*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.354322996804393*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.47998216650493*pi,0.262435753808581*pi,3.53397907903884*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.412434881013004*pi,-0.39679857665151297*pi,1.79845128989995*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[12];\nu3(0.828090269420962*pi,0.253427213568024*pi,4.4137381364446995*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.435976165137447*pi,3.25273368047615*pi,4.45685064064435*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.3339734759971495*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.42070035493031*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48589807063227*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49579635672135*pi) q[9];\nu3(1.0*pi,0.0*pi,1.363890159305023*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.265973817220589*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[7];\ncx q[2],q[9];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.44066531784932*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.266506415258073*pi,-0.327119503675543*pi,4.2674311789408605*pi) q[6];\nu3(1.0*pi,0.0*pi,1.29449432066661*pi) q[7];\nu3(3.5*pi,3.42703546326675*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.4451559400643905*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.719874640049813*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.181764914914305*pi) q[14];\nu3(0.724129891619166*pi,0.53306415639451*pi,4.07227327956123*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\ncx q[5],q[10];\nu3(0.107715762215072*pi,-0.380020918745917*pi,0.775940627374839*pi) q[6];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.672992228470398*pi,-0.399077031675585*pi,4.165338932319591*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.41449712337599*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.491930094519629*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.254317484810219*pi,-0.02259504064479001*pi,1.303765537855347*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.251304682869254*pi,0.05481481354514195*pi,0.995230454286471*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.714558471965785*pi,2.82114818477811*pi,4.15517650445662*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.615344929857092*pi,0.5267355233831601*pi,0.734167843503158*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.756690658905789*pi,-0.363544617359409*pi,3.15545738884375*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.949285880278531*pi,0.69645481882075*pi,0.5306655196904743*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.228683481365634*pi,2.57249783630574*pi,1.263958184536365*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.42785704321171*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.821729659573164*pi,3.31551997870094*pi,3.03062400371932*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.32509141547745*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0979414117265307*pi,0.20324745847437098*pi,0.541783711458693*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.844742410716217*pi,0.24830255767195097*pi,1.339917758540065*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.694238677285175*pi,0.7516370633820999*pi,1.059652524895587*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.439144654836426*pi,2.91399396976593*pi,1.89083866591942*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.49372056339915*pi) q[15];\nu3(0.436589647588848*pi,3.4981371880776*pi,0.89065499868728*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[15];\nu3(0.315426215206601*pi,-0.42315536214130267*pi,1.5456487323366*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.62370293456149*pi,3.46258539623317*pi,0.924465262159117*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.372293283829369*pi,2.97077081742688*pi,1.94426060065181*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.804039246890071*pi,0.052510486736519035*pi,0.887393338894225*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.39864707745116*pi,3.09070657958598*pi,1.73124266412635*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.703333217300678*pi,1.03437988457201*pi,0.626458234219422*pi) q[7];\nu3(0.376983936452171*pi,-0.4728974438415499*pi,0.817393212574386*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.537343343980459*pi,3.25426226043571*pi,0.80151235309296*pi) q[10];\nu3(0.685492655047533*pi,-0.180447060353136*pi,0.9853178568426559*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.659798918379807*pi,-0.250054236598538*pi,3.97589927576066*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.640633633864581*pi,0.45285914288405205*pi,0.613694421950803*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45374748893195*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.299625981335925*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(3.5*pi,3.45893071455006*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.139895537452011*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.36530841834216*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(0.319572539601748*pi,2.84722953494152*pi,0.8080164780209029*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.238852131440153*pi) q[8];\nu3(3.5*pi,3.40168237558059*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.3951133016688395*pi) q[11];\nu3(1.0*pi,0.0*pi,1.340808802114402*pi) q[14];\nu3(0.937565664284453*pi,0.367945167688148*pi,0.633960077430689*pi) q[15];\ncx q[0],q[8];\nu3(3.5*pi,3.42334603173901*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.509850795288224*pi,0.368244604628545*pi,3.80863441044143*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.449827328370461*pi) q[5];\nu3(1.0*pi,0.0*pi,1.204255407557882*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[9],q[14];\nu3(3.5*pi,3.47846252032316*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.289893573039687*pi) q[13];\nu3(0.457254396649259*pi,-0.4192383845558382*pi,4.04118730004666*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,0.6956988078477471*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.35289728995558*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.49965604728352*pi) q[6];\nu3(3.5*pi,3.44673002894888*pi,0.5*pi) q[7];\ncx q[9],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.60636226227908*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.216394725294644*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.518892998482599*pi,0.152222317915909*pi,3.81363899372202*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.37316705450945*pi,3.42816509120328*pi,1.92693034834575*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5565692990874078*pi) q[16];\nu3(0.415525284226568*pi,3.4698548037234*pi,1.88056981569753*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.915037759290088*pi,3.359907181585*pi,0.633255888435461*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[16];\nu3(0.728262273462242*pi,2.87324270995019*pi,3.51621638677435*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.646261632950484*pi,3.39408974345558*pi,3.10199872958098*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.209089022392919*pi,3.07971149043194*pi,2.04710752673801*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.725026277680137*pi,2.96450219794315*pi,3.87723944172968*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.572606924416731*pi,2.48326341750691*pi,3.69575557426851*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.51885343217014*pi,-0.432328650707955*pi,3.44602287316809*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.709973019084756*pi,0.29538394487153197*pi,0.610767422463786*pi) q[3];\nu3(0.611619125247815*pi,0.20760970481583996*pi,1.214070713121603*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.353154103602515*pi,0.047345700081206976*pi,0.5427828267950799*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.555651270608621*pi,-0.19567520122995502*pi,3.80969757949405*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.660978979114758*pi,2.98175853082149*pi,4.0631638770221095*pi) q[3];\nu3(0.626837918344443*pi,-0.105837101070833*pi,3.60301833742223*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.351758030634933*pi,-0.38294000159666597*pi,0.670096072476138*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.432741624246199*pi,3.34276890546793*pi,1.79992329796851*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.242851034088947*pi,0.9821382470587501*pi,4.46308658852952*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.832057316266034*pi,2.88122136593951*pi,3.84547420048978*pi) q[7];\nu3(3.5*pi,3.46492773740906*pi,0.5*pi) q[8];\nu3(0.345841846740421*pi,3.48679626496432*pi,1.52360018133425*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.217968030951773*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.290287050254002*pi,-0.24598751129546198*pi,4.25518361981723*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.411160635395476*pi,0.477490300442615*pi,3.68779083878061*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.217380678075716*pi,0.29006768457974896*pi,0.946699801547493*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.376755799603499*pi,3.41222386505295*pi,0.850708552476913*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.40276343185646*pi) q[12];\nu3(0.542531298671219*pi,0.39149813958561797*pi,0.726252252100674*pi) q[14];\nu3(0.64637016629094*pi,-0.4475519883964366*pi,3.55278669228626*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44272802800385*pi,0.5*pi) q[3];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.85462751289785*pi,-0.271126664070077*pi,4.2067748005799*pi) q[14];\nu3(1.0*pi,0.0*pi,1.355027204687657*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[15];\nu3(3.5*pi,3.31294199831514*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.100595746238245*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.39677025900485*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.156514753757897*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.28323164612523*pi) q[15];\nu3(3.5*pi,3.4947196513692*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40399041099662*pi,0.5*pi) q[1];\ncx q[3],q[15];\nu3(1.0*pi,0.0*pi,1.267436565542038*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4186410036113095*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.291092536307271*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[7];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.42190551681244*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.335795374406054*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.44495768308399*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5361164015733504*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.47634055553424*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[10];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.36114533123133*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.34277871383461*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.805549621160073*pi,0.6275300155847101*pi,0.921447163461306*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5830545943765091*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.608487486210243*pi,3.1795373928596*pi,4.07117700293105*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.190796414080531*pi,2.89166568765313*pi,0.635478537261604*pi) q[8];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.472327473209725*pi,3.43027290724057*pi,3.07160918609193*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5296981104405595*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.226120758223085*pi,2.84326400146173*pi,1.1048134996959371*pi) q[5];\ncx q[6],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.71496474117175*pi,0.276122653160389*pi,1.13189467848277*pi) q[1];\nu3(0.370226496869474*pi,3.24532021795265*pi,1.70353777908916*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.746429145464916*pi,3.35545370977978*pi,4.44787691686778*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.452250418962571*pi,3.36314543027581*pi,0.679261807865629*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.839839261244716*pi,-0.035639680617589986*pi,3.7078177459167*pi) q[1];\nu3(0.849436017515126*pi,-0.166538025902637*pi,4.12487218210345*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.723506422480821*pi,0.19826906778851805*pi,4.00050801044664*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.554471419041521*pi,0.09452171052648894*pi,1.130812953825369*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.645543342747443*pi,3.41995059572053*pi,3.19339290273085*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.629104428341783*pi,2.71348059016617*pi,3.65455707620425*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.626397758336579*pi,0.32834742671963*pi,0.723188539085857*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.495778528533074*pi,3.0915411953854*pi,3.34956803914217*pi) q[7];\nu3(0.691088457719697*pi,1.09952710518356*pi,0.620978571672981*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.764528930914189*pi,3.37397890616219*pi,4.46968029872492*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.392084805769518*pi,3.2910558588545*pi,1.303799463820471*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.48719157721433*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.787359818971523*pi,2.70868607622498*pi,3.49614984392198*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.199787521958408*pi,0.09765472388118501*pi,3.42808560769547*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.4261888279570258*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.327836130146909*pi,2.91143802284747*pi,1.427842177457421*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.498230695356411*pi,3.27164506374502*pi,1.003315151869542*pi) q[13];\nu3(0.537321750165844*pi,3.25400363715422*pi,4.26321413696391*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.564383031943144*pi,0.56840135004895*pi,4.46613943026294*pi) q[16];\nu3(0.371453840411196*pi,-0.4437720559425349*pi,1.67045956093493*pi) q[0];\ncx q[2],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.286822933453947*pi,1.17576587713767*pi,4.1842952257045*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.929570176664144*pi,3.37495031038463*pi,4.219993406431859*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.220970350336823*pi,-0.158388380908072*pi,4.47963929750154*pi) q[13];\nu3(0.400351601243404*pi,2.8040097438897*pi,0.8474577495512801*pi) q[14];\nu3(0.460650843297266*pi,-0.282271259297188*pi,4.4576242440237*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5499778554285965*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[8];\ncx q[3],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.44720810543305*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.253502867310365*pi) q[4];\ncx q[5],q[10];\ncx q[7],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[12],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46381605578502*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(3.5*pi,3.41102602413846*pi,0.5*pi) q[5];\nu3(3.5*pi,3.48431288027855*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.309681161182412*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3428519597329869*pi) q[10];\nu3(3.5*pi,3.46076018595522*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.357484531854346*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.185681208348722*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.43495905820052*pi) q[4];\ncx q[5],q[10];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\ncx q[12],q[16];\ncx q[14],q[15];\ncx q[0],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.272589436850303*pi,0.04234075603887999*pi,1.349930018254083*pi) q[2];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.399501053711711*pi,-0.266182822020407*pi,0.912142659248472*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45167291591956*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.47346826151232*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.767164966274821*pi) q[13];\nu3(3.5*pi,3.38048991203259*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.251030097539829*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.462812931546241*pi) q[16];\nu3(3.5*pi,3.3859626026842*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(0.752519009745898*pi,2.57358177170351*pi,3.91218694164381*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\ncx q[7],q[9];\nu3(0.53187490762117*pi,3.36088867365673*pi,1.82674448406053*pi) q[8];\nu3(1.0*pi,0.0*pi,1.364844068777092*pi) q[11];\ncx q[12],q[16];\ncx q[14],q[15];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4921311153481795*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5263273994965014*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.528457042690822*pi,-0.188693732920938*pi,4.085226216698651*pi) q[1];\nu3(3.5*pi,3.48750707392897*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.266449230523698*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.151447034886435*pi,0.64834453472765*pi,0.782895110448252*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.729574176655355*pi,2.99110732988487*pi,3.30233597449273*pi) q[1];\ncx q[2],q[6];\nu3(0.759698620604569*pi,3.025841188446*pi,3.33553630003068*pi) q[3];\nu3(0.787670385947773*pi,2.55993210706765*pi,3.78880185374048*pi) q[4];\nu3(0.462544509954026*pi,2.51434877366647*pi,1.416780966161205*pi) q[5];\nu3(0.269205711511865*pi,2.56747595408855*pi,1.211830887714046*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.585915582834201*pi,3.33951251921086*pi,0.5947100931380578*pi) q[12];\nu3(0.852551730945624*pi,0.15027510724092696*pi,0.630010715762365*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.259168817744974*pi,-0.326369250384168*pi,4.12308944741898*pi) q[3];\nu3(0.873171210825274*pi,0.15339807653549198*pi,1.002002967540903*pi) q[4];\nu3(0.308843918090425*pi,2.63795723107089*pi,1.5610615571951*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4606750176884*pi) q[6];\nu3(0.735195339952056*pi,3.29200238012909*pi,3.62057274124656*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.239138573208683*pi,2.97678176600033*pi,1.275497439399202*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.836264786892283*pi,-0.396535878539987*pi,3.37862843517761*pi) q[9];\nu3(0.524680858388785*pi,3.05557975689641*pi,4.3412985773329105*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.691117447050842*pi,0.324093367178271*pi,4.1746968818109895*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.26700772278737*pi,3.02548968964617*pi,1.86414657874939*pi) q[16];\nu3(0.587300413144992*pi,-0.13554081450594502*pi,3.40591275616049*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.36024398413072*pi,-0.4506280335471824*pi,4.2253432578427095*pi) q[9];\nu3(0.632364152328975*pi,0.7608664034958601*pi,1.214108062693041*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.211839695186089*pi,3.45175501523261*pi,4.258334562373729*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.711619192470802*pi,0.061056159721904035*pi,1.158696884510112*pi) q[16];\nu3(0.344118754728037*pi,0.080325023144873*pi,3.78326715259871*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.790201409046411*pi,-0.455816373231262*pi,3.38195587294576*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.823024590608132*pi,-0.270029189445957*pi,3.25974040159355*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.42265156689375*pi,0.90449620638516*pi,0.5837081163051397*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.41915417840842*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.3662762391909928*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[10],q[14];\nu3(0.4640774501114*pi,0.03554673624996196*pi,1.3955542821927192*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.44295934334531*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[15];\ncx q[8],q[16];\nu3(3.5*pi,3.42995154168215*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2001101206956801*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2819659520041*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.891269267917062*pi,0.9656538606281599*pi,4.48385758199961*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5862464958277398*pi) q[3];\ncx q[4],q[13];\nu3(0.211068126109977*pi,0.05093680372486897*pi,3.51880785903889*pi) q[6];\nu3(3.5*pi,3.28026950418662*pi,0.5*pi) q[7];\nu3(3.5*pi,3.48339744992518*pi,0.5*pi) q[8];\ncx q[10],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1398596093009958*pi) q[15];\nu3(1.0*pi,0.0*pi,1.421185609834946*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[3];\nu3(0.796477529829679*pi,0.30137051790068003*pi,1.159138330499681*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.403734698836583*pi,3.35040374307383*pi,1.82972243223804*pi) q[6];\ncx q[7],q[15];\ncx q[8],q[16];\ncx q[9],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.631346553667856*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.39205005431935*pi) q[14];\nu3(3.5*pi,3.37494088031353*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(1.0*pi,0.0*pi,1.193021778734833*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,3.43469959539667*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.114016836369667*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5435807760952986*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.372746219389811*pi) q[16];\ncx q[0],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[15];\ncx q[8],q[16];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.40995311691014*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5148361306456827*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[5];\nu3(0.472821846831091*pi,-0.356583712047976*pi,0.729630765864267*pi) q[1];\nu3(0.180381881967023*pi,3.39155798838254*pi,0.9594050121908*pi) q[3];\nu3(0.724874497076129*pi,2.99649389008706*pi,3.59685389418147*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.884356368100003*pi,3.24919271379578*pi,0.682932794113327*pi) q[1];\nu3(0.543453159230476*pi,-0.006342892204097006*pi,4.0454130913276*pi) q[3];\nu3(0.478291732548746*pi,3.49201599133254*pi,4.2241971358695*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.500569242893117*pi,3.38219875843376*pi,1.52710420942939*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.428818165640534*pi,0.6053045147754701*pi,4.46442260666749*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0766478493464009*pi,0.86117594957273*pi,4.3177057832442*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.44439708868104*pi,2.67231367544614*pi,1.4500591677715429*pi) q[11];\nu3(0.231427795715601*pi,0.9718584398678101*pi,4.31979782661716*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.392577484686776*pi,0.07929642727702402*pi,4.280597232287921*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0630758307497006*pi,3.11280691035162*pi,0.8166337674274791*pi) q[9];\nu3(0.606755522727362*pi,0.08848398295734505*pi,4.464385766413081*pi) q[10];\nu3(0.510321184683683*pi,3.21935226347229*pi,1.56231860004247*pi) q[11];\nu3(0.821897980850288*pi,3.15103824111418*pi,3.17248765094923*pi) q[13];\nu3(0.248286282569814*pi,-0.04149314107143798*pi,1.1735976818302971*pi) q[14];\nu3(0.45045987578039*pi,0.04600534164810799*pi,0.995983640338516*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.522998500924321*pi,0.8776616838234601*pi,4.3213049143585405*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.548828745426475*pi,-0.229419484629867*pi,1.165158005375171*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.257309869099702*pi,3.46301498656969*pi,0.844269044547837*pi) q[0];\ncx q[3],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.575953033658168*pi,3.41227486826124*pi,4.46841037628792*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.395279021564384*pi,3.36272017082008*pi,4.37491515206743*pi) q[0];\nu3(3.5*pi,3.31111160357658*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.486057474186142*pi,-0.41229011648287917*pi,4.41760653627934*pi) q[8];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1572184249523438*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[15];\ncx q[4],q[14];\nu3(0.438200031573434*pi,2.94572137361419*pi,1.67524180252148*pi) q[5];\nu3(3.5*pi,3.34029527865867*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(1.0*pi,0.0*pi,1.146129245001084*pi) q[10];\nu3(3.5*pi,3.45185330696602*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.067537171617045*pi) q[13];\nu3(0.598019541605811*pi,0.31000589970258696*pi,1.031922367329279*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.3695640461691*pi,0.5*pi) q[4];\nu3(0.416994687782995*pi,2.63321973435511*pi,1.000417462738614*pi) q[5];\ncx q[6],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.2403409931993958*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.46984111395082*pi) q[15];\nu3(0.347047869606619*pi,-0.009051670493956998*pi,0.62958255350488*pi) q[16];\ncx q[0],q[2];\ncx q[3],q[15];\ncx q[4],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5375324564938389*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45953970723812*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.3927737555672*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(1.0*pi,0.0*pi,1.237430115252993*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[10];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,4.3359591951731105*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[2];\nu3(3.5*pi,3.41632509667041*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[16];\nu3(1.0*pi,0.0*pi,1.3854558179209588*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,0.5974236837903357*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.32135989984799*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,3.46898715831144*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.282213508924938*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.289098371250653*pi) q[16];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.334654073666001*pi,0.467288338046132*pi,4.4847739289763*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(0.719907040276975*pi,3.30607462186297*pi,4.04074245041536*pi) q[6];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,0.626127206856619*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.409800122934055*pi,3.40932724593172*pi,1.260789232393942*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.622678221870648*pi,0.88273877669238*pi,1.0705970830317129*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.451481597090685*pi,3.40249710886415*pi,0.676972530298886*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48262258086463*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.3408386661603195*pi) q[16];\nu3(0.360152545655442*pi,-0.4536247815795422*pi,1.373270240374173*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.504581658786507*pi,3.04220862413512*pi,0.5115130319357791*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.597259845734818*pi,3.319816449878*pi,2.89169959102301*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.697359489697758*pi,3.42453044479367*pi,3.88876450468804*pi) q[15];\nu3(0.633884996673759*pi,-0.31957824279299596*pi,3.71934194530964*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.536878811334362*pi,3.38416093020731*pi,4.21406323619772*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.282244538317819*pi,3.35310779716073*pi,2.07453654729541*pi) q[12];\nu3(0.351665810652091*pi,3.12756949581932*pi,0.839998620188118*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.671339167112869*pi,3.09278463738408*pi,3.93888997302375*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.914299629066601*pi,0.29991754410939997*pi,4.40124975582102*pi) q[12];\nu3(0.685592021847704*pi,0.25571306216547796*pi,0.5943814786847531*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.424450147536605*pi,3.39235865020628*pi,1.77386356986113*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.33761665591801*pi,0.5*pi) q[3];\nu3(0.247487082752895*pi,-0.051860626857250014*pi,1.301589604909291*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.610053240033245*pi,-0.262914558014416*pi,3.57395608888262*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2510414016733789*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.678917149291012*pi,3.22801425940414*pi,0.6441484696919411*pi) q[1];\ncx q[3],q[10];\nu3(0.968566469519694*pi,2.93526525619654*pi,3.24463531252961*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.609970342215424*pi,0.54374398187707*pi,1.213041031082554*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.313960856423496*pi,-0.045547634174366025*pi,3.80443378880562*pi) q[5];\nu3(3.5*pi,3.40895506510601*pi,0.5*pi) q[6];\nu3(0.258257662489307*pi,0.8542905392006399*pi,0.5959671544638803*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2676511863055508*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5030522598472289*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.404039974046399*pi,-0.189814480213775*pi,1.224426114536794*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.451223505395889*pi,3.26072509232017*pi,4.43390120930056*pi) q[5];\ncx q[6],q[9];\nu3(0.341812698582723*pi,2.9552841537332*pi,1.94918356890129*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.484645988713271*pi,0.04141250647887895*pi,1.071582698832062*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.604014172806977*pi,2.87492368218542*pi,3.75460648820919*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.58125686611359*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.421147667033632*pi,-0.214252184194349*pi,0.708789840819264*pi) q[11];\ncx q[13],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.583571855634665*pi,0.14398312413305803*pi,3.6800693138535*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(3.5*pi,3.44330170508224*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.269881633618801*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.44884655952944*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1692415135539491*pi) q[15];\nu3(0.540264119850647*pi,0.32650795287340595*pi,3.7746696787806*pi) q[16];\ncx q[1],q[5];\ncx q[2],q[14];\nu3(0.374757081533619*pi,2.95055137602108*pi,0.616013669587143*pi) q[3];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[13],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.44218758659392*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39354030899631*pi,0.5*pi) q[2];\nu3(0.67424103553724*pi,3.09210835914466*pi,3.64121812772724*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.313532934497673*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,4.45589581241763*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.429803202944063*pi,-0.4161213868930453*pi,3.99793259308452*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.25993015053173*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.34170504943821*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[5];\ncx q[2],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.159080079150813*pi,0.16631578285064397*pi,4.08021881870458*pi) q[6];\nu3(3.5*pi,3.47312426964421*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.669873874005655*pi,-0.03472388490866901*pi,0.619229413558569*pi) q[10];\nu3(1.0*pi,0.0*pi,1.227743822366545*pi) q[11];\ncx q[13],q[15];\nu3(3.5*pi,3.49329843521105*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5041304353128857*pi) q[5];\nu3(0.442032111235621*pi,0.24223204248797003*pi,0.765787351337046*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.6039642298230921*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.281649624943372*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[5];\ncx q[2],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.626915791395867*pi,-0.186631526572677*pi,1.2758694333528648*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4017415120276695*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.625826593255923*pi,0.012714586445750964*pi,1.380681936547566*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4018505014580995*pi) q[16];\ncx q[0],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.178654434399761*pi,0.84588099239771*pi,4.48585916345503*pi) q[2];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.68696239250412*pi,-0.025546731010016976*pi,3.60120516461672*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.400235712412817*pi,3.02171271435529*pi,1.282920238425209*pi) q[1];\nu3(0.867512833151695*pi,-0.15364170379588699*pi,3.96059381537142*pi) q[2];\nu3(3.5*pi,3.39691127280689*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.257325231106475*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.657075103757112*pi,0.32660252173288196*pi,4.05859597351305*pi) q[13];\nu3(0.846929368120949*pi,0.04971651190390303*pi,4.0574333322896905*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.759924958297786*pi,-0.306392962872195*pi,4.393159717626331*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.486678222551187*pi,2.45450987727451*pi,1.335188694237279*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.341375342349356*pi,-0.4916818699862037*pi,0.5682872652537088*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.157591156982943*pi,-0.08129466761675203*pi,4.11991015113471*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.599066167822556*pi,-0.4787802655084383*pi,3.99768026803096*pi) q[4];\nu3(0.44723321830829*pi,0.170680911238431*pi,0.860329735775071*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.32568133081854*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.463199529116981*pi,0.341194112618893*pi,3.9430630019827*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.796966034931343*pi,0.391288466697997*pi,1.52571406929114*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.186015850723336*pi,3.42121155138914*pi,1.70696613685075*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.382199047746789*pi,3.44205666483117*pi,1.88033958869963*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0428399564090939*pi,0.38433577932582597*pi,0.8023339873359769*pi) q[0];\ncx q[1],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.629903171549972*pi,0.32748249398251195*pi,1.401722101688317*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.625517444989913*pi,0.16086127778626402*pi,0.917419706029019*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.590327757682274*pi,-0.285125450366876*pi,3.44884707728857*pi) q[0];\nu3(3.5*pi,3.33134595924544*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.238891226502691*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.369932914578375*pi,3.29292758982398*pi,4.471135143795641*pi) q[7];\ncx q[8],q[13];\nu3(0.76918095943961*pi,3.46803245067719*pi,3.40963470083216*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.47656082055823*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.45640377334618*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.162371464516264*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3356303167174919*pi) q[14];\nu3(0.369375621903962*pi,3.27756700173492*pi,2.2209474026182603*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.42003675473227*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[8],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.545531555319872*pi,-0.10287049792570502*pi,1.273208096569056*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.39253232358901*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5534646274120458*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.36559443600575*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.42678814559265*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.2815303639051638*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2607405647205852*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.448013651190876*pi,0.486875166159376*pi,0.605347679257033*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.46774250274467*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.80192296045782*pi,0.5313627263963501*pi,1.312450018342834*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.48998439837308*pi) q[9];\nu3(3.5*pi,3.3935931177526*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.612963594886175*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.343897107966134*pi) q[15];\nu3(1.0*pi,0.0*pi,1.309698740425088*pi) q[16];\ncx q[0],q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.343745060387882*pi,0.7193618765944001*pi,0.759062198069361*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.380036987212996*pi,0.32979272635743995*pi,4.0327703960590995*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.628371064066667*pi,-0.04456006179792599*pi,4.49071156824068*pi) q[1];\nu3(0.551872969366389*pi,-0.21838035994627503*pi,4.3044960402291*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.436354606011547*pi,-0.247095343567182*pi,3.79355324698013*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.723755070422046*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.3890857965327*pi) q[16];\ncx q[0],q[15];\nu3(0.171333855703461*pi,3.38016692216806*pi,4.32880408561718*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.0997611108980446*pi,3.18742470959952*pi,0.643065358556323*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.149978540819247*pi,3.45759418619246*pi,1.495663564673404*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[16];\nu3(0.432519915946309*pi,2.40874523166924*pi,1.121878710219592*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.752852056175729*pi,-0.06489960912367698*pi,4.36287263325606*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.48468816982873*pi,0.5*pi) q[3];\nu3(0.519691125247992*pi,3.11849460692924*pi,2.92170848863464*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.661547907928865*pi,0.7348700960761101*pi,1.175365761758636*pi) q[7];\nu3(0.59077334290472*pi,2.97769798403656*pi,3.47456024546263*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.181828581563979*pi) q[11];\nu3(0.143075275503951*pi,-0.07123180961381198*pi,1.425315139675337*pi) q[12];\nu3(0.810167151144134*pi,-0.03942160442618903*pi,4.2960110985303395*pi) q[13];\nu3(0.1930621099288*pi,0.49133246509461903*pi,4.00831279671633*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.691779640371643*pi,-0.4757416518914189*pi,4.49269204475312*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.486515862429693*pi,3.25415893585372*pi,3.08934634306747*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.401307572509902*pi,3.22457201900654*pi,3.26278431301448*pi) q[0];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.563623289394537*pi,3.07219896766657*pi,3.15967132365093*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.41937809361346*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.381437646481692*pi,0.284602479292858*pi,3.46568188056783*pi) q[0];\nu3(3.5*pi,3.32880575056247*pi,0.5*pi) q[1];\ncx q[3],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.621374216228286*pi,-0.093671123467512*pi,1.210363972954122*pi) q[5];\nu3(1.0*pi,0.0*pi,1.166345870134035*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.846157681140349*pi,3.29587357807614*pi,0.5791831389773319*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.362163727167446*pi,0.384173319288845*pi,0.5587837964328276*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.615095734027602*pi) q[6];\nu3(0.542842524402503*pi,-0.198155981798741*pi,4.11489695016615*pi) q[9];\nu3(0.561056658000112*pi,0.37193268916450195*pi,0.5886861249283115*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.758000010629803*pi,3.40221793371414*pi,3.96067894185068*pi) q[15];\nu3(0.308247125135886*pi,0.41298788269145603*pi,3.89993733983977*pi) q[16];\ncx q[0],q[7];\ncx q[1],q[6];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.224585811987122*pi,2.99425481629923*pi,1.61914162127459*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.173570603651139*pi,0.7239872580725499*pi,4.34474467459907*pi) q[16];\nu3(3.5*pi,3.41595422093226*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.49839864248562*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(1.0*pi,0.0*pi,1.304412408554036*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.256560234796946*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.49582291646092*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.438155583556437*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.31572785732814*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.265928802777373*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.528132684907237*pi,0.46923374183771704*pi,1.061545791093262*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.685244973736272*pi,3.29589716056962*pi,2.83764888925964*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,0.61527562191615*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5831398580749884*pi) q[7];\ncx q[8],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.382845326219782*pi,-0.07221515347130603*pi,0.839237839539386*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.33017900088584*pi) q[14];\ncx q[0],q[7];\nu3(0.239063819236784*pi,0.005711826279500953*pi,4.08998052471762*pi) q[1];\ncx q[2],q[5];\nu3(0.68632739756442*pi,0.10372672820220097*pi,4.4676347027332*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.226815563450872*pi,0.19604829321052297*pi,3.66403779872099*pi) q[6];\nu3(3.5*pi,3.4957523063234*pi,0.5*pi) q[8];\ncx q[9],q[16];\nu3(1.0*pi,0.0*pi,1.320340923397553*pi) q[10];\nu3(0.634863847705214*pi,-0.250663842017507*pi,4.08777384922994*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,4.35993080042251*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.237813375022752*pi,0.54299660077719*pi,0.9019205026999211*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(3.5*pi,3.49229879822533*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.220809384321437*pi) q[16];\nu3(0.409817792927492*pi,2.72545706606035*pi,3.78826211999957*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.685623073223374*pi,2.82003647442665*pi,4.13397694361326*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.434450091711306*pi,2.96869751570587*pi,0.623906210680761*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.63266875464711*pi,0.221092319714432*pi,4.15269636728571*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,0.5679219303104255*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.260448632843405*pi,0.22609735918125495*pi,3.51322673317075*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.297821930978727*pi,-0.06863438429576202*pi,4.092168775910499*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.444651637943667*pi,0.35406987420037295*pi,3.8547956683143*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.324406625407235*pi,-0.19441902696936902*pi,1.449475421328327*pi) q[7];\ncx q[8],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.40712632750924*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.25894366906891*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.435977870381035*pi,0.413755335581077*pi,0.600537344091876*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.852848962344878*pi,0.390828735176048*pi,4.16269138728244*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1856497777254251*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.58089641254946*pi,0.010747668644950026*pi,0.8222499385040261*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.324444604812307*pi,0.66117296139996*pi,4.01515626385922*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.559292235874723*pi,-0.314729141182569*pi,4.40694868484342*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.378836054106021*pi,3.24601922955849*pi,4.351883216928639*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.605778584561445*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[5];\ncx q[3],q[13];\nu3(0.296531188944028*pi,0.08759371893921197*pi,3.48663094925284*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0237036314863141*pi,-0.28218588797328104*pi,3.83900224433907*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.49846435007971*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.326279387842983*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.268744184865714*pi,3.31360998625837*pi,1.086699597461825*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.12832175034689*pi,-0.19657976596670101*pi,3.79280899167577*pi) q[14];\nu3(0.154744869846255*pi,0.37284068821681704*pi,4.09226015110334*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[5];\nu3(0.84665146562589*pi,0.011351731656704*pi,0.5128201909795471*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49598576102349*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.658350519945357*pi,-0.4000304473606179*pi,0.876334227904229*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2043451374758272*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.931914896101177*pi,-0.4752403146550675*pi,3.12969586686423*pi) q[14];\nu3(0.432857861268196*pi,-0.10622115497658202*pi,1.4847300780012511*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(0.117757378807477*pi,3.44069360522472*pi,0.692084488585702*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.4372172650147*pi) q[5];\ncx q[6],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.202952418130507*pi,-0.153301727296711*pi,0.657436895694754*pi) q[16];\ncx q[0],q[5];\nu3(3.5*pi,3.39560502613017*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.22285772555194*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43148734495086*pi) q[10];\nu3(0.238992271845164*pi,0.016811942444163952*pi,3.61260071150958*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.428953958945266*pi,0.76722006822229*pi,4.02406341110704*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\ncx q[7],q[15];\ncx q[8],q[9];\ncx q[11],q[14];\nu3(0.208537574287184*pi,2.81427086477314*pi,1.427300462916792*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[16];\nu3(0.0*pi,-0.5*pi,4.46672587704337*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.38145356561862*pi,0.5*pi) q[7];\nu3(3.5*pi,3.46477297006982*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.195407866468762*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.43084518081759*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.168005136850536*pi) q[14];\nu3(1.0*pi,0.0*pi,1.244787077153489*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.33991177824383*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[15];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.118279429583123*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5091461853326309*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.43937150554647*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5952388301630473*pi) q[15];\nu3(0.730524080220316*pi,3.41128793290374*pi,4.0679223755711895*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[15];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,0.609024689821626*pi) q[16];\nu3(0.706991565307149*pi,-0.211566922209236*pi,3.86275780905059*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.240968422173078*pi,0.06182847726812202*pi,0.5822973782124642*pi) q[5];\nu3(0.207598787043881*pi,0.9695224569854499*pi,0.511334711039046*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.174068495635337*pi,3.25584617423042*pi,1.64643138277217*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.494861312125626*pi,0.5662839951676899*pi,4.3604767621446605*pi) q[1];\nu3(0.479516456524371*pi,2.92345970904989*pi,1.200822538762808*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.564053993876618*pi,0.97284362603547*pi,0.5594543570858804*pi) q[5];\nu3(0.610001747141121*pi,2.97012942884042*pi,3.81417526449467*pi) q[6];\nu3(0.068872661490527*pi,-0.38500330674922*pi,4.05504745204172*pi) q[7];\nu3(0.437784491481553*pi,-0.357892150620965*pi,3.88117968707707*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.630782391776927*pi,-0.303847981990071*pi,1.012731467329194*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.71720872120678*pi,-0.005744790774252995*pi,3.75612742565674*pi) q[1];\nu3(0.5204120083512*pi,0.5180172742876299*pi,0.831920873057977*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.833364416775145*pi,3.41126823993292*pi,3.97369875363555*pi) q[7];\nu3(0.138556182234644*pi,2.79448304603913*pi,0.776430152954307*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.319059252302894*pi,1.07384400940889*pi,4.10477712696147*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.473782941201317*pi,0.20861390207712405*pi,3.95148825027165*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.612940351135819*pi,-0.326237372943358*pi,3.60517986728165*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.130859856104456*pi,0.426302757497967*pi,3.61600571155773*pi) q[15];\nu3(0.519789392009117*pi,0.8052594370538999*pi,4.4784210660007*pi) q[16];\nu3(3.5*pi,3.41654612592931*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.890811480894353*pi,-0.4590701217625158*pi,3.91970969771166*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.700408949245496*pi,3.16285382076484*pi,3.43726732281431*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.327692740084907*pi,0.04232915143984595*pi,3.62066726546011*pi) q[11];\nu3(1.0*pi,0.0*pi,1.372199885715895*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.712257174308498*pi,0.22009552352552497*pi,3.72477579601523*pi) q[15];\nu3(0.458017777557843*pi,-0.4612544052758111*pi,1.81361389736702*pi) q[16];\ncx q[0],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.310435131545497*pi,-0.240727014320484*pi,1.301436960887016*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.47073588653792*pi,0.5*pi) q[5];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.392127223757671*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5948081931639426*pi) q[12];\nu3(0.870895612669796*pi,2.72705205755375*pi,3.86803992575265*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\ncx q[1],q[16];\ncx q[2],q[6];\nu3(3.5*pi,3.35961040528288*pi,0.5*pi) q[3];\ncx q[4],q[15];\ncx q[5],q[10];\nu3(3.5*pi,3.28064948437654*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.262409194884843*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2294929895546*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.41823564791596*pi,0.5*pi) q[1];\nu3(3.5*pi,3.38088768396632*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,3.28086284813838*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2701450643858059*pi) q[6];\ncx q[7],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.515945320435798*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.211784733369591*pi) q[15];\nu3(1.0*pi,0.0*pi,1.230989913057656*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[16];\ncx q[2],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[15];\ncx q[5],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5581501155428931*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.46117526074668*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.633877512463301*pi) q[6];\ncx q[7],q[8];\nu3(3.5*pi,3.45721628484399*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2646776182509178*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.48847128418394*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5707031020139124*pi) q[16];\nu3(0.362242850699485*pi,0.13032045414701698*pi,0.674159795644869*pi) q[0];\ncx q[1],q[16];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.404558594362507*pi,0.07520986582398004*pi,1.12248119973157*pi) q[12];\nu3(0.111419370960378*pi,-0.4439961528226109*pi,1.2869503606299522*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.876718816849295*pi,3.28290327850545*pi,3.25382759466414*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.38766466796393*pi,2.85273009639074*pi,1.373412721776405*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4938526292912*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.694400280829863*pi,0.426818057925068*pi,4.17993012092571*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.526985651093181*pi,0.04318683469630502*pi,1.4951428015452048*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(0.777361875017072*pi,-0.19658689474081698*pi,3.80976807559806*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.404043359852549*pi,0.8510205609066299*pi,4.15718203459057*pi) q[1];\nu3(0.333208665934026*pi,3.34710695539385*pi,0.7743640648546519*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.785639197615862*pi,-0.19163025607880002*pi,4.49458909169429*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0784874382123076*pi,-0.023762167696087022*pi,3.95240231274014*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.351725154981466*pi,3.29830623958568*pi,1.3446594987549019*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[2] -> c[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.226157346615321*pi,3.28303323208287*pi,0.997193593149099*pi) q[1];\nu3(0.248051130840409*pi,0.027233759068980956*pi,3.73300870481437*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.613053411497078*pi,-0.4343255062517789*pi,1.010353751965855*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.382249553977885*pi,3.34807116192493*pi,1.79371311557122*pi) q[3];\nu3(0.726879054535644*pi,0.8938671192059999*pi,1.0089543187290189*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.531497987509886*pi,0.8200435702070701*pi,0.508694920140423*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.777845302909193*pi,3.36906542120558*pi,2.9008679937087*pi) q[11];\nu3(3.5*pi,3.39074748771001*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.220052884462473*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.640507046783942*pi,3.10568065807616*pi,3.3325922010793*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.406445881194484*pi,-0.460378581251506*pi,4.09991473702381*pi) q[4];\nu3(0.65708430183584*pi,0.483272540512947*pi,0.784156573960618*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.492655709594264*pi,0.208537776313239*pi,3.99658165525448*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.594904695740967*pi,0.6922940183186901*pi,0.71446220794626*pi) q[15];\nu3(0.540728643676083*pi,0.42158216700011397*pi,3.97541461475519*pi) q[16];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.491502323493655*pi,-0.364454171500097*pi,1.0194348399744841*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.33651337879947*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.391711883095105*pi,0.30168612538276196*pi,0.679411664074242*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.49071515147695*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,1.217376167977253*pi) q[8];\nu3(0.228128202488556*pi,3.14550123660993*pi,1.475899224690166*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[7];\nu3(3.5*pi,3.31084682349005*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.183710719826043*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.896864793464199*pi,0.68508097142486*pi,0.745442026466831*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[16];\nu3(3.5*pi,3.41852892043464*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,1.295301087459811*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5984366054015968*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.384755597435765*pi,3.38213624957225*pi,4.325701903307079*pi) q[14];\ncx q[1],q[8];\nu3(3.5*pi,3.48637591871766*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.47659636995387*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.42027389539567*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.242997011746042*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3126823315944511*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,0.5050086372011989*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[14];\nu3(0.538808145706958*pi,0.479621579499101*pi,4.134642210612061*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.102254767971935*pi,0.72395984801388*pi,4.38761497500283*pi) q[8];\ncx q[9],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41395051657366*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.38356083985799*pi) q[16];\nmeasure q[1] -> c[1];\nmeasure q[8] -> c[8];\nu3(3.5*pi,3.43993869060861*pi,0.5*pi) q[0];\ncx q[3],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.49809500583702*pi,0.5*pi) q[9];\ncx q[10],q[15];\nu3(1.0*pi,0.0*pi,1.271807675315991*pi) q[11];\nu3(0.531812876240579*pi,-0.23403273191675*pi,3.53275041619808*pi) q[12];\nu3(0.268848146897865*pi,0.55003622392625*pi,4.06667171417849*pi) q[13];\nu3(1.0*pi,0.0*pi,1.232960072835213*pi) q[14];\nmeasure q[12] -> c[12];\nmeasure q[13] -> c[13];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.561510393290184*pi,0.021827363616441997*pi,1.147578680981932*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.424358909045628*pi,3.24328615738119*pi,1.06758608864281*pi) q[7];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[4] -> c[4];\nmeasure q[7] -> c[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.45605715935537*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39132887926929*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.592763281961523*pi,2.82882552095169*pi,3.69128139950096*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[5] -> c[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.752139969198779*pi,0.19286641041263897*pi,4.3297634088178505*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[6] -> c[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.667178253963771*pi,0.92176195924156*pi,0.5040671654120331*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.441930416944584*pi,0.016188486863253027*pi,1.02172365929616*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[3] -> c[3];\nmeasure q[10] -> c[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.323325729206741*pi,0.53535588027619*pi,3.60782124635405*pi) q[15];\nu3(0.383118988850538*pi,-0.4393276913638466*pi,4.0589646623282505*pi) q[16];\nmeasure q[15] -> c[15];\nmeasure q[16] -> c[16];\nu3(0.705357988759511*pi,1.16483497793466*pi,0.813534857536719*pi) q[0];\nu3(0.92046202964691*pi,-0.303556851197817*pi,4.28256699453204*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[9] -> c[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.556047066065373*pi,0.10181438958157196*pi,4.11369551774335*pi) q[11];\nu3(0.763366156957558*pi,3.17122387339664*pi,3.26672543818292*pi) q[14];\nmeasure q[11] -> c[11];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.673648740180737*pi,3.22063105612399*pi,2.78557804589119*pi) q[0];\nu3(0.470507429478656*pi,3.43564179257715*pi,4.24085382361991*pi) q[1];\nu3(0.400737666768828*pi,3.42517979146858*pi,0.975941237852928*pi) q[2];\nu3(0.469405058039091*pi,-0.217151023377054*pi,3.72882572928772*pi) q[3];\nu3(0.263143997664879*pi,3.35158115131894*pi,0.5261633384800467*pi) q[4];\nu3(0.573633516098156*pi,3.1135113669742*pi,4.0439541861030595*pi) q[5];\nu3(0.114566171688722*pi,3.48767699339594*pi,4.3763360264701*pi) q[6];\nu3(0.875504604882557*pi,0.007548173038987027*pi,1.0644991978228289*pi) q[7];\nu3(0.376572013566926*pi,3.20190824463491*pi,4.31873880607419*pi) q[8];\nu3(0.628782114794919*pi,0.64974833129228*pi,0.801157091350824*pi) q[9];\nu3(0.490719088557637*pi,2.8162086321594*pi,1.153759029587453*pi) q[10];\nu3(0.75958523012238*pi,0.32310204402252796*pi,3.85710916410633*pi) q[11];\nu3(0.763422500904996*pi,3.34769563062862*pi,2.8835894848216*pi) q[12];\nu3(0.674225987332394*pi,3.2176013833141*pi,3.58086084952155*pi) q[13];\nu3(0.0213560577116289*pi,0.62940285303831*pi,3.80712881908466*pi) q[14];\nu3(0.215286306574138*pi,0.052003007607547946*pi,4.34107659847092*pi) q[15];\nu3(0.349654315251318*pi,3.24378576920871*pi,1.487772553948431*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[12],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[9];\nu3(3.5*pi,3.41916021527654*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.41097786750868*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.35468260151226*pi) q[7];\ncx q[8],q[15];\nu3(3.5*pi,3.38788898209824*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2322134156192561*pi) q[13];\nu3(1.0*pi,0.0*pi,1.06031452632161*pi) q[16];\ncx q[0],q[4];\nu3(3.5*pi,3.48166889182496*pi,0.5*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[11];\ncx q[5],q[7];\ncx q[6],q[10];\nu3(3.5*pi,3.3533388955295*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.361342588828639*pi) q[9];\ncx q[12],q[16];\nu3(1.0*pi,0.0*pi,1.162537892746524*pi) q[15];\nu3(3.5*pi,3.40229178937041*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4918480368053*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.255936500777205*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.4663959245385*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5010042014266978*pi) q[7];\ncx q[8],q[15];\nu3(1.0*pi,0.0*pi,1.160921184356487*pi) q[10];\nu3(1.0*pi,0.0*pi,1.343950030670197*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5489331986056376*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5094276891010244*pi) q[16];\ncx q[0],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[11];\ncx q[5],q[7];\ncx q[6],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.3918128131672205*pi) q[9];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,4.420084793261211*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5280307035275387*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,0.5588396553452459*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5306073407658105*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.338872142148794*pi,2.50476026935252*pi,1.3696233063635659*pi) q[2];\ncx q[3],q[11];\nu3(0.587651685284328*pi,0.30683755547467095*pi,0.719451259229932*pi) q[5];\ncx q[6],q[10];\nu3(0.592861924893865*pi,3.34956350861363*pi,3.38329766547216*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.746099363930991*pi,2.82656226129214*pi,3.34483981135197*pi) q[12];\nu3(0.42722856512281*pi,3.03410295227509*pi,0.850755035326791*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.628892226717823*pi,3.02839802749625*pi,4.22946549417458*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.325330500847332*pi,0.16858042522468597*pi,0.7734099933756879*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.549512414647163*pi,0.08419512405312601*pi,1.184516705329808*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.41006630125802*pi,0.56657569456384*pi,0.5178512616364732*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.72890743117095*pi,-0.391279351927203*pi,3.8262846312984*pi) q[12];\nu3(0.363023150605574*pi,3.07397248790511*pi,1.19127158484821*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.545527405642177*pi,3.25591814081115*pi,4.17398315576332*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.769901776143673*pi,2.62333098872189*pi,3.76697514182313*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.511633290447228*pi,3.13626879240092*pi,1.77917994984955*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.625541916278481*pi,-0.4014257692807158*pi,4.233685111780559*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.789228706039607*pi,2.6568191937629*pi,3.42148503490946*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.369227443307284*pi,-0.0022773932683600173*pi,1.365332295123745*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.670470427995213*pi,3.31342315080479*pi,3.17860628227571*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.63989578219618*pi,0.12408260665345705*pi,4.33065595910009*pi) q[6];\nu3(0.578689540769142*pi,3.26417195837142*pi,0.5824614801842599*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.428006714143853*pi,2.74655042987516*pi,1.294833400964286*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.400149731547443*pi,-0.250266936465941*pi,4.14523852717811*pi) q[10];\nu3(0.662899291546858*pi,-0.289864319733215*pi,3.68430279040664*pi) q[11];\nu3(0.149173977528353*pi,-0.4760827315256214*pi,4.430113064433479*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\ncx q[2],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.533014913852937*pi,3.39873435315974*pi,4.3705446285472505*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.584386516206338*pi,0.05569398379731905*pi,1.275558396826225*pi) q[10];\nu3(0.552042509645702*pi,0.59181340283131*pi,4.2800314667549095*pi) q[11];\nu3(0.517516586230064*pi,0.076138533323443*pi,3.55873698057476*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.169595047673914*pi,3.11533424086916*pi,1.46004530384623*pi) q[1];\nu3(3.5*pi,3.42282663061258*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,1.207380686318108*pi) q[7];\ncx q[8],q[16];\nu3(0.0414962595282143*pi,2.99239238375846*pi,1.91521703713392*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5146032762721*pi,-0.2475935550014*pi,0.870555088479396*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.47077024276002*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2430213907035141*pi) q[6];\nu3(3.5*pi,3.49897996806756*pi,0.5*pi) q[8];\nu3(0.282292045157104*pi,0.6094066737133901*pi,4.34726247468083*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.329043097152727*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.26414335979037*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,0.598266501118843*pi) q[7];\ncx q[8],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.203104571231664*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[13];\nu3(3.5*pi,3.45972773310553*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4125144217231895*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.326364119343305*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.24595186862091*pi) q[16];\nu3(3.5*pi,3.4873621833964*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[14];\ncx q[5],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.4435413586599721*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48436611415752*pi) q[13];\ncx q[0],q[12];\ncx q[1],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.576294292446557*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49392893225997*pi,0.5*pi) q[1];\nu3(0.148081392147974*pi,3.06571420051692*pi,1.333951919510989*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,0.5084924860879689*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.413736512886967*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[12];\ncx q[1],q[15];\nu3(0.474301036431707*pi,-0.461231508379085*pi,1.55374230350737*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.43903662259211*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.302203729040081*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.626214920320507*pi,0.085155646035449*pi,0.844507719966915*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.261097494198237*pi,0.489508231823653*pi,0.816033370296255*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.419655865180399*pi,1.0173358963405*pi,4.28931658277153*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5712405910138324*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.607996723047705*pi,3.05237368075989*pi,3.21369092803321*pi) q[3];\nu3(0.035738332125056*pi,0.5607009037770501*pi,0.655678605665662*pi) q[4];\nu3(0.702840414260489*pi,-0.392897437527265*pi,4.361417813023889*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.551648312065808*pi,0.85580342003552*pi,4.27487872700192*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.47078235967783*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.949520031442531*pi,0.258018830335064*pi,4.3314685934743995*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.455435665325175*pi,-0.42449370000821773*pi,4.01472995553187*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.286931344387252*pi,-0.34857516952586*pi,4.49948405887204*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0663140822079505*pi,-0.09844348606982001*pi,4.42619658140222*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.891851985807758*pi,2.87051013585585*pi,3.55302130135778*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.0598695130974369*pi,0.125963955136712*pi,4.3902569831344795*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.689207103001005*pi,3.07456084289273*pi,3.91293598481125*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.486278122851705*pi,2.95054266703975*pi,1.228938015738831*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.696164698319745*pi,3.06347511154715*pi,4.48204350049669*pi) q[16];\nu3(0.615791123052183*pi,-0.215217175046086*pi,4.34553554646971*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0418481446623847*pi,3.39213979241205*pi,4.358130126622941*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.182798615570375*pi,3.49643120164828*pi,0.868918052077868*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.618882578009924*pi,-0.246118696050586*pi,0.81947274476745*pi) q[0];\nu3(0.67408997980139*pi,0.37258535363283696*pi,1.3450701521551252*pi) q[1];\ncx q[3],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0833629218159081*pi,2.95431831543198*pi,1.389184742058019*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.432866853344642*pi,0.374337010799246*pi,0.781761279298517*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.49044750386075*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1856058175635869*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.392768677982115*pi,2.79733618027379*pi,1.7219188117782*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.764243067271015*pi,3.31232228962841*pi,3.56024130939008*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41414209763352*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(1.0*pi,0.0*pi,1.36811415022284*pi) q[5];\nu3(3.5*pi,3.49672748551453*pi,0.5*pi) q[7];\nu3(0.140967336488827*pi,3.40003384906531*pi,1.62865551855153*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.517957611271551*pi,-0.4635092905816728*pi,0.99904382625347*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3420363358796021*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[7],q[16];\nu3(0.310911022237181*pi,2.86116715916495*pi,0.9203163026559951*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5592346018184877*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,4.4325515972879295*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.345523233313404*pi,0.33782400397843804*pi,3.62318313302183*pi) q[11];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,4.40803901860837*pi) q[16];\ncx q[0],q[13];\nu3(3.5*pi,3.39057517101252*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[7],q[16];\nu3(1.0*pi,0.0*pi,1.171773427715004*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.766513016018144*pi,0.7028884077022901*pi,0.820496083331694*pi) q[11];\nu3(3.5*pi,3.36431001006396*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.14392253990792*pi) q[15];\nu3(3.5*pi,3.4873375970935*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.356626902977664*pi,3.16376053910167*pi,1.51023853797875*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.561581008799954*pi,0.8119533833974399*pi,1.1476362729869*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.149337457368244*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.47859765908349*pi,0.95305810846973*pi,4.1730837089066295*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.48719044454746*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5588256802560052*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3471046448424722*pi) q[9];\nu3(0.348501590595935*pi,0.11343645339090003*pi,0.5521624774388633*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5192094503947499*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45043177023919*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.582511193041213*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.482064347234552*pi,0.64774259204632*pi,4.176715572157351*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.28515901723374*pi,-0.07483812396751*pi,4.29808384659046*pi) q[8];\nu3(3.5*pi,3.33092216600472*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3023750184592942*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.799643099979172*pi,0.5818670572778999*pi,1.079953404327704*pi) q[14];\nu3(0.276514531313195*pi,2.88034088040015*pi,0.8275988641940439*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.282666121145471*pi,-0.308906670190933*pi,1.4475187743981461*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.36690655463311*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.799384866013702*pi,0.7511452815622901*pi,0.5523087419957384*pi) q[7];\nu3(0.640456625036501*pi,3.42480696415903*pi,4.33420575305976*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.164933441365916*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.762257537949872*pi,3.35001884933712*pi,3.35436201411905*pi) q[14];\nu3(0.670942197914321*pi,3.1291469730921*pi,4.04067731271324*pi) q[15];\nu3(0.515134350225022*pi,3.42272087225808*pi,4.19859818217946*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.371324358440994*pi,0.249096514825071*pi,1.1847834667882329*pi) q[2];\ncx q[4],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.633690893433797*pi,3.26400387906989*pi,3.63457913400505*pi) q[6];\nu3(0.395506413000673*pi,3.39213241579118*pi,1.053932473620367*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.468859339459925*pi,3.45703284391338*pi,0.9400885697675321*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48561805099751*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.683537748465006*pi,0.42650995931608204*pi,4.41018152883842*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.309931397249028*pi,-0.07787108664353498*pi,3.902252587456*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.7835415443494*pi,0.51177927179305*pi,1.383208267578705*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.38059661225145*pi,3.13960583771574*pi,1.53449363136021*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.48906734857452*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.134217535825835*pi,-0.4373671365878193*pi,4.49542098299336*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[10];\nu3(0.517191192947658*pi,0.07406345342044796*pi,4.34191130796053*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.377572986808432*pi,2.68611912892164*pi,1.63456788304057*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.38042921904522*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.608203930384332*pi,0.177016861272976*pi,0.757754906538581*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.283354113871032*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[6];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.737677346729127*pi,0.74732218187946*pi,4.36271818489097*pi) q[13];\ncx q[15],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.42151205599675*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.171206805662852*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.45460276559512*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.43153033326667*pi,0.13676158203881295*pi,4.21138046953082*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.636007387381574*pi,0.5254950247888499*pi,4.12377553611143*pi) q[13];\nu3(3.5*pi,3.48147779379865*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2604563116288001*pi) q[16];\ncx q[0],q[14];\ncx q[2],q[6];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.419523983809657*pi,3.07257280196461*pi,1.186865424409027*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[15],q[16];\nu3(3.5*pi,3.49545704466438*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.42547791015655*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.615304661410721*pi,2.85123281543931*pi,4.1418490877803*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.165381724930447*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5610571215789628*pi) q[16];\ncx q[0],q[14];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.604343139912139*pi,0.75315068128156*pi,1.205060452242766*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.374841504289116*pi,0.61067758070507*pi,4.08738757473201*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.866526995885238*pi,3.06275625107566*pi,4.12449716001016*pi) q[12];\ncx q[15],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.730752392745833*pi,0.7934044904292401*pi,0.845316775178028*pi) q[4];\nu3(3.5*pi,3.43167298600641*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.305288495264827*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.343350262153327*pi,0.034685915470505035*pi,4.20404236112334*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.415760184858*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.45961428847759*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.291999907972998*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.445662191127398*pi,2.77083428496195*pi,1.2231945076988349*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5148983434013341*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.497363855562957*pi,0.26967125250497004*pi,4.15634453484851*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.891133255148778*pi,3.13000433803198*pi,3.51515927082761*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.26934644693371*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.160414346579832*pi,0.264478582368614*pi,1.0896063776249*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.419753671908195*pi,3.16853243108945*pi,1.83860699970219*pi) q[8];\ncx q[9],q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.425322673367427*pi,0.09461122091788798*pi,0.8938348057925021*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.662639990150716*pi,-0.344279333838427*pi,3.43131187732685*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.281899675510811*pi,3.03376820322853*pi,4.49574864331987*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.544641779596935*pi,-0.34101484020958*pi,3.45868081512391*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.40247788885507*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.14205323116293*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.250971289365026*pi,3.04209047761286*pi,0.687607400537806*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.066807102064789*pi,3.0511550752697*pi,1.87008751662015*pi) q[2];\nu3(0.656595189686554*pi,3.28096780042959*pi,2.84484316103345*pi) q[5];\nu3(0.643732926099209*pi,3.12472480577429*pi,3.62027709651162*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.390587803154374*pi,0.439516605931095*pi,0.677096310540689*pi) q[0];\nu3(3.5*pi,3.42767883267692*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.336492304312898*pi) q[3];\nu3(0.307605138171877*pi,0.6276900965615799*pi,3.84747178524425*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49706836496227*pi) q[13];\nu3(0.649163840655087*pi,2.87459000306765*pi,4.219918429626841*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.53734672606953*pi,0.48736168711916705*pi,1.137771057381018*pi) q[0];\ncx q[1],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.508071256007879*pi,3.18930371558988*pi,3.45422273074066*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.794866255769254*pi,2.7061192550435*pi,3.42053882545248*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5535757945389786*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.637638986311211*pi,3.20394685785059*pi,0.5355580624184769*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[3];\ncx q[4],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.411519449361968*pi,-0.18724110847429498*pi,1.2090020780855841*pi) q[9];\nu3(0.863308283241375*pi,0.09472419985311897*pi,3.69013363828693*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45915902021608*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.4070052602982899*pi) q[6];\nu3(0.670616085418693*pi,-0.163696508713909*pi,3.61067780474751*pi) q[9];\ncx q[10],q[14];\nu3(0.379674750198129*pi,-0.225790193026089*pi,1.291798417882669*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,3.3554535185152*pi,0.5*pi) q[0];\nu3(0.67135436967745*pi,-0.05952980755715398*pi,3.72744086926134*pi) q[1];\nu3(3.5*pi,3.3327368752555*pi,0.5*pi) q[2];\nu3(0.352543908323148*pi,3.07975466272157*pi,0.834752139868479*pi) q[3];\ncx q[4],q[6];\nu3(1.0*pi,0.0*pi,1.2496780323739851*pi) q[5];\nu3(1.0*pi,0.0*pi,1.160636893901287*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.44112814465886*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.273726758354059*pi) q[14];\ncx q[0],q[5];\nu3(0.514384917607852*pi,-0.418344719725115*pi,3.39947471720647*pi) q[1];\ncx q[2],q[7];\nu3(0.365135315143249*pi,0.7433665294112499*pi,4.1463849555689*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.4141072926255*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.411246201531241*pi,0.13360393831093698*pi,1.2202434529664221*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,0.5939665844835682*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.55895971934505*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.459140703834424*pi,2.43474008665606*pi,1.2779885820401211*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.34352282562587*pi) q[14];\ncx q[0],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.578176258611467*pi,2.68809962836671*pi,3.40136918908357*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.173165177214564*pi,-0.239563996176007*pi,4.08125189680581*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.4290813077803*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.080733965293782*pi) q[16];\nu3(0.199367813130881*pi,-0.20722540272711998*pi,1.104927052200229*pi) q[0];\nu3(0.650971462497064*pi,0.23792894466244696*pi,1.498511546563135*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.68530478916837*pi,2.49125449012014*pi,3.59399552225867*pi) q[0];\nu3(0.726256237130113*pi,0.35269056267336796*pi,4.4592593180197095*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.258974496152654*pi,-0.04904156309847102*pi,1.004269571791033*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.840232116772447*pi,-0.284304705680234*pi,0.762412296414115*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.45324292992686*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.388236315578541*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.45774343976189*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.67870019877015*pi,0.5546736513761801*pi,4.36239593465245*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.367517038600033*pi,-0.4225420302305132*pi,0.884554356833479*pi) q[7];\ncx q[9],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.375497321138721*pi,-0.43007175847500323*pi,1.388302555813833*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36142273089453*pi) q[12];\ncx q[13],q[15];\nu3(0.821043575505255*pi,0.7726895011614201*pi,4.311381144270181*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.502633222582519*pi,-0.104697779368215*pi,1.4197792827576121*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.812503199418459*pi,-0.003287897019232988*pi,0.9454550769743579*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.26611699462823*pi,2.76976246562366*pi,0.74935219059442*pi) q[10];\ncx q[11],q[12];\nu3(3.5*pi,3.43575285030976*pi,0.5*pi) q[13];\nu3(0.314118895988279*pi,2.54936189926551*pi,1.467172226859517*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2665113435266488*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[5];\nu3(0.00695937327682702*pi,0.31056762873951604*pi,0.5391914127704001*pi) q[4];\nu3(0.489704997927633*pi,0.01970438487928905*pi,4.14643094607133*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.49996841942977*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.259086848737125*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.6465802570703301*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[14];\nu3(0.311289250950168*pi,3.16106101618856*pi,1.62397717818806*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,4.420937029569361*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.48576149979583*pi,0.5*pi) q[8];\nu3(0.722390912128869*pi,3.39200427559155*pi,4.20096681109081*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2823185714306962*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[5];\nu3(3.5*pi,3.42407413391538*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.128217730034811*pi) q[7];\ncx q[8],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.344330858400077*pi,0.23066993788814305*pi,4.14516131471839*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.333201270129994*pi,3.28104888030165*pi,4.24774084948999*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5318139712315872*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.462521785538238*pi,2.97988369137193*pi,1.202806192012231*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5600356009593666*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.559829192379182*pi,0.097424225864431*pi,1.472619502980001*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.386252583202532*pi,-0.20794324177575801*pi,1.256615270190807*pi) q[11];\nu3(0.209898603735233*pi,2.42862775124133*pi,1.1601663273902711*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.512977342461396*pi,0.39475121645755296*pi,0.9307570854789791*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.478034858818568*pi,0.44631779095998303*pi,0.678694349133693*pi) q[11];\nu3(0.399173884176877*pi,0.6514889279162901*pi,4.43969797302884*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.479465352040636*pi,-0.350974724903961*pi,0.8988250620163041*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.35026211800818*pi,0.5*pi) q[2];\nu3(0.569817332656322*pi,1.1739140545192*pi,0.82032117019897*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.29503910647086*pi,0.232171165575225*pi,1.06696928280049*pi) q[7];\nu3(0.472907651987228*pi,0.333827767243284*pi,0.644238438046885*pi) q[8];\ncx q[10],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.260455303944255*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[12];\nu3(0.237876527106753*pi,2.73513814294909*pi,1.60664992923826*pi) q[1];\ncx q[2],q[13];\nu3(0.676458972789553*pi,-0.15979595719497403*pi,4.32220172315822*pi) q[4];\nu3(0.928195146987123*pi,-0.016434475064625975*pi,0.731985952882671*pi) q[5];\nu3(0.934302960434076*pi,0.57465056347373*pi,1.106399828296614*pi) q[7];\nu3(0.166201363718192*pi,2.93726768416157*pi,1.161409025730326*pi) q[8];\nu3(3.5*pi,3.42886910228638*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.368999686577441*pi) q[16];\nu3(3.5*pi,3.33470392663479*pi,0.5*pi) q[0];\nu3(0.803907357096125*pi,0.417342537581474*pi,1.4577478088854758*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.610191169671511*pi,0.18414055226856296*pi,3.8095238549087*pi) q[5];\ncx q[6],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[15];\ncx q[10],q[16];\nu3(1.0*pi,0.0*pi,1.1044085602103428*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.33229552914303*pi) q[13];\nu3(0.460393599417479*pi,3.08502538459584*pi,0.927280856830313*pi) q[14];\ncx q[0],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.43035787140185*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.39199699603299*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.211476114861226*pi) q[11];\nu3(0.175094594812472*pi,0.031159443487578042*pi,3.58175102137584*pi) q[14];\nu3(1.0*pi,0.0*pi,1.167554527137473*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5988858510443218*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\ncx q[9],q[15];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,4.41907847833482*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\ncx q[0],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5660890929902469*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5560669776058114*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[11];\ncx q[9],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.71035110723175*pi,0.57248242662603*pi,0.8474496710261681*pi) q[2];\nu3(3.5*pi,3.44069893311404*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.341595756747568*pi,0.054486721776792035*pi,0.7794926644199309*pi) q[9];\nu3(0.86279518875813*pi,0.6228840255921799*pi,1.331568603871869*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.4239874477771899*pi) q[14];\nu3(0.738336328152889*pi,2.70870926969584*pi,4.09007757341389*pi) q[15];\nu3(0.690938537397032*pi,3.24685440134945*pi,3.54453967630519*pi) q[16];\nu3(0.503971169792259*pi,3.13313300397437*pi,0.5961132577781468*pi) q[0];\nu3(0.182107759792987*pi,0.5679573498194299*pi,4.24363090493416*pi) q[2];\ncx q[3],q[14];\nu3(0.686847596341786*pi,3.09174811024109*pi,3.39517660096882*pi) q[6];\nu3(0.894984900847597*pi,0.6142282738331999*pi,0.865529953036135*pi) q[9];\nu3(0.342117295867565*pi,2.65016273395859*pi,1.6082257898482*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.143967093974028*pi,-0.208851315384592*pi,1.282097566389774*pi) q[13];\nu3(0.595183632152707*pi,3.0913604760359*pi,3.92621014283774*pi) q[15];\nu3(0.0715047562395856*pi,-0.31658846380751804*pi,0.9846032108381579*pi) q[16];\nu3(0.652164665073833*pi,-0.18684738168667098*pi,1.298227149803338*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.372936190190466*pi,3.06272497907343*pi,0.95559183510601*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.224150533039845*pi,2.72366725253663*pi,0.998563259926483*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.34106740211553*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.621779009501843*pi,-0.166087786914057*pi,4.00730727213966*pi) q[11];\nu3(0.105214434356798*pi,-0.4799196585005622*pi,4.17484649197144*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[16];\nu3(0.2732592946546*pi,2.9789617424049*pi,1.221313088322906*pi) q[11];\nu3(0.254106811052192*pi,0.91592254062719*pi,0.5134234880448307*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[13];\nu3(3.5*pi,3.48403931749639*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.302026009893678*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.47684009689542*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.43047861504048*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.102950051374688*pi) q[6];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.098434419666782*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[6];\nu3(3.5*pi,3.43794033091643*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\ncx q[5],q[13];\ncx q[7],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.134335548525442*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.45342981695182*pi) q[16];\nu3(3.5*pi,3.49128839579882*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.41605937540743*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.446216296504669*pi) q[6];\nu3(3.5*pi,3.44318869968653*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(1.0*pi,0.0*pi,1.1950941551455672*pi) q[10];\nu3(1.0*pi,0.0*pi,1.219985462886835*pi) q[11];\nu3(1.0*pi,0.0*pi,1.255297414632448*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.44184675317233*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[10];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\ncx q[4],q[12];\ncx q[5],q[13];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5807031788210946*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\nu3(0.85824425599351*pi,0.17428291928850004*pi,4.31300054996804*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45634382333127*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.43569286920348*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.42254082518523*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.514028947064505*pi,-0.4547569741093508*pi,3.33902365700945*pi) q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.688823736022099*pi,2.71539515647136*pi,4.10349229303631*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.149097565541939*pi,-0.10386690540814397*pi,4.173933980084239*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.86488779964462*pi,2.76531890931742*pi,4.05114539953946*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.946517057627523*pi,-0.378328692894724*pi,3.85534600446225*pi) q[1];\nu3(0.455588325091342*pi,-0.16007143835613702*pi,1.4102385302211609*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.281568563708633*pi,0.6439238654605599*pi,0.785988256677814*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.30234684371668*pi,3.38463909020904*pi,4.49433089661613*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.526747620201698*pi,3.3371403150396*pi,0.875312592786766*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.881383390174984*pi,-0.029060937412282994*pi,4.310592248394229*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.33902359016551*pi,2.89696136602587*pi,1.489521798833489*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.624942071417369*pi,0.12904501473697905*pi,0.600271179129755*pi) q[8];\nu3(0.124406248145512*pi,0.025539877906383013*pi,1.280761624214119*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.71680360835371*pi,3.18977364261086*pi,4.4380601247342*pi) q[16];\nu3(0.70334960794218*pi,3.02591835955911*pi,4.40189323173249*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.484129825875626*pi,3.34662000755281*pi,1.89111128278789*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.422342305138771*pi,-0.14673982598925*pi,3.86065584823018*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0283424215332947*pi,-0.4649233149520486*pi,1.79632472171501*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.247922618327245*pi,3.38520182473373*pi,1.61984568912989*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.138588438767989*pi,3.02484726794184*pi,1.55514359456493*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.561617444836949*pi,-0.214556960904574*pi,0.697742279253846*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.859586644998119*pi,0.258300758299313*pi,4.38154724475907*pi) q[6];\nu3(0.635007635507695*pi,-0.4870137939612374*pi,3.47726860098139*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.126575092771909*pi,0.054118382988435965*pi,3.91130416759143*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.38455717636999*pi,-0.36238568297359997*pi,1.392936214828844*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.516664907684159*pi,0.460827190816835*pi,0.924124782615068*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.598407719569231*pi,0.33076597064939295*pi,4.048316470761851*pi) q[10];\nu3(0.367574594019785*pi,2.76272169726975*pi,1.52941415705985*pi) q[11];\nu3(0.372138602157553*pi,3.24081465007647*pi,0.5517060932194874*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[15],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.318302117090337*pi,-0.221991168169354*pi,1.2265879240636979*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.884423620237178*pi,-0.35479845963312*pi,3.74083801691828*pi) q[12];\nu3(3.5*pi,3.39670763384097*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2305852988741481*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[14];\ncx q[4],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[15],q[16];\nu3(3.5*pi,3.40066698686275*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43687156913946*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(3.5*pi,3.28611205098728*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(1.0*pi,0.0*pi,1.131926414875847*pi) q[8];\nu3(1.0*pi,0.0*pi,1.295432961756358*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.375009652224216*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.6472256907569081*pi) q[16];\ncx q[1],q[9];\ncx q[2],q[14];\nu3(3.5*pi,3.40951831215373*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,3.36926774223892*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,1.208084706891988*pi) q[7];\nu3(1.0*pi,0.0*pi,1.190544818163647*pi) q[11];\ncx q[12],q[13];\ncx q[15],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(3.5*pi,3.40802229590186*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49252942649116*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5102924987623729*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1250434453075568*pi) q[10];\nu3(3.5*pi,3.28127218841969*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.18064550948569*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5563410840559997*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[9];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,4.487045747968979*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.61018254953945*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5127234635839959*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4215734696308395*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.80320602446296*pi,2.90876797801295*pi,4.03500701674802*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.8169445746943*pi,0.199144122035959*pi,3.84404518223423*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.138521233565051*pi,-0.17054459725842203*pi,4.16353745065894*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.415813885284568*pi,-0.4827130673074556*pi,4.14286039993413*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.27256759765745*pi,3.35517062870774*pi,4.41257608977702*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.337996520067605*pi,0.7856957527219599*pi,3.80157927578656*pi) q[16];\nu3(0.576287815745928*pi,3.09330590802372*pi,3.15931478350759*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.347625306711961*pi,0.296152624718243*pi,0.907093572938571*pi) q[5];\nu3(0.351502496894674*pi,2.88639757722975*pi,1.119552885177655*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.223337426691085*pi,2.80451340870886*pi,0.7446414713764871*pi) q[10];\nu3(0.405491060187574*pi,3.35233475896934*pi,0.640921774898896*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.303969107399241*pi,3.1156111575627*pi,1.1583501518467338*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.57536462542855*pi,3.47807152609579*pi,4.08089211720383*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.77444101108805*pi,2.87833456845745*pi,3.59099393983196*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.737741216194108*pi,-0.364219997718286*pi,3.9947879353475*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.452310814241255*pi,-0.048054498710541016*pi,1.24113379383492*pi) q[9];\nu3(0.567087766928554*pi,0.168495928969712*pi,0.5043036550948999*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.941714534502661*pi,0.454951115359018*pi,1.218331128816738*pi) q[2];\nu3(0.492631546057926*pi,3.32565268596109*pi,3.41349276200448*pi) q[3];\nu3(0.96957816843744*pi,0.9403194929159999*pi,1.048280560452838*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.331305536662059*pi,-0.4027935542596247*pi,3.93358170879442*pi) q[8];\nu3(0.371686641906628*pi,0.25842741179414996*pi,3.56169965645936*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.357642418419485*pi,3.00372046454192*pi,1.71669816797649*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.720438826157858*pi,0.26343065000377397*pi,4.45489777272381*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.161342726762746*pi,2.83409484775803*pi,1.472284851672868*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.663714509880767*pi,3.30581318048188*pi,0.79461665241448*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.547520665967172*pi,0.144059109338892*pi,1.163802290219569*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.589816037482595*pi,0.455413898701964*pi,1.51004240669638*pi) q[12];\nu3(0.668751589741883*pi,0.59086585604496*pi,0.637777080503547*pi) q[13];\nu3(0.477961796600879*pi,0.43079887368901704*pi,0.7518540380295571*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[15];\nu3(0.261339053108943*pi,3.36776811380115*pi,0.890887114034996*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.39002114655026*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.392193062538128*pi,-0.269379409368888*pi,0.7925975194202179*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.181954776321384*pi) q[16];\nu3(3.5*pi,3.34790376600695*pi,0.5*pi) q[0];\nu3(3.5*pi,3.38544792743814*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.37346852721936*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.237531153437169*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.189549853440861*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.22875381968266*pi) q[15];\ncx q[0],q[8];\ncx q[1],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5146884289518536*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5417429232513258*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5319849550694293*pi) q[8];\nu3(3.5*pi,3.38380147775119*pi,0.5*pi) q[9];\ncx q[10],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.310898053189304*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.30298355668714*pi) q[15];\ncx q[0],q[8];\ncx q[1],q[6];\nu3(3.5*pi,3.49929240182659*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47799511622893*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.149238444344878*pi) q[4];\ncx q[5],q[15];\nu3(1.0*pi,0.0*pi,1.3289778092742082*pi) q[7];\ncx q[9],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.198028969470176*pi,2.76025497614648*pi,0.980045348789125*pi) q[10];\nu3(3.5*pi,3.47530054421299*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.4023717617655929*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.45547712806402*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.428435232042056*pi,0.5603762231523599*pi,3.99405677618015*pi) q[16];\nu3(0.26866990244491*pi,0.6282798749659899*pi,3.84583670363936*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5811646177677665*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.45510344035145*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[14];\nu3(0.50517039473725*pi,0.06677585346465598*pi,0.698273743535185*pi) q[10];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.635964723135858*pi,0.79347859673444*pi,1.1740447686983528*pi) q[16];\nu3(0.484179697280375*pi,0.53194509335338*pi,0.897907790925234*pi) q[0];\nu3(0.522575253663197*pi,3.44198944573173*pi,3.31295364616601*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5284413840049214*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.218702230861887*pi,0.493566459876318*pi,3.58086368517375*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.453886189994035*pi,0.23001221954928797*pi,3.79380388891056*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.67940518718504*pi,3.4773004488716*pi,4.0255511164514495*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.140977739277208*pi,0.36622386715092603*pi,3.80465795759568*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.344302239602946*pi,0.67907178699278*pi,4.2125774057736*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.749544966178908*pi,2.52318689782589*pi,3.7404855777329*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.40038646289329*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.201596185902148*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.440888658305389*pi,0.16897229789854196*pi,3.89901183540205*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.243607544035352*pi,2.77757564097748*pi,1.1213139958150369*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.204448773923666*pi,-0.088782941421499*pi,1.51488446092385*pi) q[9];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.292617231476284*pi,3.10502811869138*pi,1.433675891455922*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0957166241628428*pi,0.37413887476569796*pi,4.05677527378503*pi) q[4];\nu3(0.432277937467358*pi,0.49221404606852204*pi,4.19429666925327*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.28756836053798*pi,3.07542001706224*pi,0.851160373272861*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.619365348022431*pi,-0.12745893654595197*pi,4.25513495433823*pi) q[12];\nu3(0.529643004482784*pi,3.15577111855704*pi,3.37031448853784*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.527685890410922*pi) q[16];\nu3(0.39118689014872*pi,-0.4351730979651245*pi,1.56012023100696*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.317019190197806*pi,3.46136960105911*pi,4.26596633353684*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[16];\nu3(0.687216732458707*pi,3.24207358591387*pi,2.75927476417964*pi) q[12];\nu3(0.725237304324727*pi,-0.410219465735377*pi,4.27417835034396*pi) q[13];\nu3(0.563418022628029*pi,2.80089882804673*pi,3.63225327508287*pi) q[14];\nu3(0.610313724466544*pi,0.9485694315909701*pi,0.988381290519524*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.791133260793614*pi,-0.4185951431101464*pi,3.51563363016065*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.543024850851911*pi,0.19001618190790304*pi,3.8050584942682*pi) q[14];\nu3(0.852170347748876*pi,3.23124295043259*pi,3.01918868071091*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.760608634730084*pi,0.8653345236459*pi,0.5869762655217844*pi) q[7];\nu3(0.263971177606422*pi,-0.4488527808185035*pi,0.844703377280817*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.632993790478678*pi,2.93348458964434*pi,3.52071658841362*pi) q[16];\nu3(3.5*pi,3.4876636168449*pi,0.5*pi) q[0];\ncx q[2],q[12];\ncx q[3],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3086865949747302*pi) q[9];\nu3(0.427021953692923*pi,0.363500077908802*pi,1.134828495745372*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.558665858466794*pi,2.76651761353847*pi,1.326266309826102*pi) q[16];\ncx q[0],q[9];\ncx q[1],q[14];\nu3(3.5*pi,3.47659136082205*pi,0.5*pi) q[2];\nu3(3.5*pi,3.44151196037675*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.283965358156336*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3580759617917741*pi) q[12];\ncx q[13],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43345865763372*pi,0.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[8];\nu3(3.5*pi,3.43215274898841*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.3942614612782949*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.6989350268746211*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.41660412816508*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.330036198138853*pi) q[14];\nu3(1.0*pi,0.0*pi,1.202368903937539*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\ncx q[1],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(3.5*pi,3.45828127587501*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.222034299105308*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5029412932977464*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.6595381859514979*pi) q[12];\ncx q[13],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,0.5628668203670295*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5085516803810615*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.45389086353212*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5074101977032159*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[15];\nu3(0.339257453919074*pi,0.7454100320630701*pi,4.3604556007802895*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.48807405964836*pi,0.260119319969211*pi,0.843719014686673*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.581820474346437*pi,0.14394085138622004*pi,1.55955106165182*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.178720693631093*pi,-0.289860504411024*pi,1.26969746276255*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.350005358009038*pi,0.7821829941599301*pi,4.030847258105171*pi) q[2];\nu3(0.645939673441263*pi,0.35799777179577796*pi,0.670661187719422*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.837869200817137*pi,0.13478910281789203*pi,1.050010145777727*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.507604384387092*pi,3.11961628652524*pi,4.29393572657877*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.232187404958666*pi,3.23521552124613*pi,1.76470176360558*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.454902221334059*pi,3.4728902460983*pi,4.08098754376526*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.149984819871706*pi,3.39762915852103*pi,1.90965457110289*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.210087425285124*pi,3.18388684803413*pi,1.304015604912441*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.308447968011716*pi,0.489134532910375*pi,3.57156729056073*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.144779514667092*pi,0.88128850589881*pi,4.382318783241789*pi) q[4];\nu3(0.666075671396088*pi,-0.293530116430897*pi,0.99120985676536*pi) q[5];\nu3(0.648229382694081*pi,-0.152439694514364*pi,0.768386646042192*pi) q[6];\nu3(0.339582122150503*pi,3.28188510416684*pi,1.4479866088920939*pi) q[7];\nu3(0.512728454204336*pi,3.47841481961564*pi,4.29176898078988*pi) q[8];\nu3(0.653900842144182*pi,0.121499729348156*pi,4.48238685278647*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.769168356158025*pi,0.26768133063559196*pi,0.829589346021509*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.54594905977058*pi,3.15047807184518*pi,0.5546849397779892*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.168029518966624*pi,0.8196751208742701*pi,0.5487737450847682*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.810686854188464*pi,3.10562376011447*pi,0.5530860812689012*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.522424689518873*pi,2.74043175389712*pi,1.14447314378533*pi) q[13];\nu3(0.371427078102936*pi,2.9103730823749*pi,1.423239888358568*pi) q[14];\nu3(0.353030013595767*pi,0.42235487347604495*pi,4.4318255220916996*pi) q[15];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.612624470379997*pi,0.32096434950977604*pi,1.30424044093159*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.617368414114982*pi,-0.313248035587392*pi,3.6870911803654*pi) q[15];\nu3(3.5*pi,3.44285146434899*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.167397079608679*pi) q[1];\ncx q[2],q[5];\ncx q[3],q[8];\ncx q[4],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.37644337214948*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.213819285872229*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[1];\nu3(3.5*pi,3.46102177572955*pi,0.5*pi) q[2];\nu3(3.5*pi,3.40752438516523*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46287959419672*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.402709046997423*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.161336437317213*pi) q[7];\nu3(1.0*pi,0.0*pi,1.193955033223164*pi) q[8];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.5707659316474938*pi) q[1];\ncx q[2],q[5];\ncx q[3],q[8];\ncx q[4],q[7];\ncx q[6],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.48511838351211*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.37596233287611*pi) q[5];\nu3(3.5*pi,3.40021224881497*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.606792394415412*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.35477660771144*pi) q[8];\ncx q[9],q[12];\nu3(3.5*pi,3.41242061750744*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.254345335790934*pi) q[13];\ncx q[14],q[15];\nu3(1.0*pi,0.0*pi,1.304184195711045*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\ncx q[3],q[8];\ncx q[4],q[7];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.45768746385547*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.23244131183995*pi) q[15];\nu3(0.0733957101987776*pi,3.33279520293333*pi,1.62646416143665*pi) q[0];\nu3(0.592854734737735*pi,0.19709989008485795*pi,4.41170208014399*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5007634868735114*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,4.38385431099657*pi) q[16];\nu3(0.586055533803766*pi,0.09743546304879003*pi,1.354849268557875*pi) q[0];\nu3(0.345122327445012*pi,3.15904567952422*pi,0.5544809619963399*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.411720207103989*pi,3.30935165888484*pi,1.84665554498425*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[16];\nu3(0.211977933114413*pi,3.45920432090387*pi,0.680763999806672*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.39833281780156*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.204856649668663*pi,0.54263070307764*pi,4.1548937984935*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.44744561857421*pi,0.008506142348907009*pi,0.7522671615573511*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.254425853942421*pi,3.40105645214884*pi,0.780324676032233*pi) q[9];\nu3(0.793446465777692*pi,-0.11670890048683102*pi,3.66111684102733*pi) q[11];\nu3(0.754087475657924*pi,0.10502253780668902*pi,4.450615907649469*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.558837059490698*pi,3.1796487289412*pi,4.238941539662751*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.328763818129723*pi,-0.17100099434480198*pi,4.13542560339745*pi) q[8];\nu3(0.674514408207269*pi,2.52748059063774*pi,3.77627621377344*pi) q[9];\nu3(0.721587187480707*pi,-0.32046134497567*pi,4.199363737024*pi) q[11];\nu3(0.354547546870246*pi,0.416429424320094*pi,4.40700114642705*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.566515002002038*pi,0.471276088054989*pi,4.4403163683953*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.580812909421969*pi,0.31105786612949904*pi,0.735478754383462*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.379193824430817*pi,0.347981157709779*pi,0.750441435728219*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.399089735274161*pi,3.27092653184694*pi,0.5889325932408134*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.195102920821958*pi,-0.300354874022823*pi,3.82776620334228*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.788419417952909*pi,0.448923484360389*pi,1.239257509681271*pi) q[13];\nu3(0.372372474423591*pi,2.88158381248232*pi,0.674480507049907*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[11];\ncx q[1],q[12];\nu3(0.385009551626817*pi,-0.16337689382106202*pi,1.50507757787976*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.16733473634352*pi,-0.239830882881576*pi,0.5869770805573777*pi) q[5];\nu3(0.234320397143288*pi,3.29753568840903*pi,1.81650311798653*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.227563745400235*pi,-0.08110881214015198*pi,1.5397983911712*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(3.5*pi,3.48450659708987*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46321409104191*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.692366915925805*pi,-0.01964393846033502*pi,1.006183335176803*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1918441042362*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3220905212321399*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.532332426355865*pi,0.06429150573077702*pi,3.76305450667486*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[11];\ncx q[1],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.36509239195324*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.174592210008157*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.704947676600944*pi,2.61049029941361*pi,3.66841547413698*pi) q[15];\nu3(0.392361992008751*pi,3.01343398886297*pi,1.1352045545100728*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,4.372463627552531*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39939582776356*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.529623498111752*pi,3.2980686454501*pi,4.4263556285029*pi) q[16];\ncx q[0],q[11];\ncx q[1],q[12];\ncx q[2],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.41719512795384*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.39101861807397*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.203073519735514*pi) q[10];\ncx q[13],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.30041819190873*pi,0.5*pi) q[2];\ncx q[3],q[4];\ncx q[5],q[6];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.138913967636193*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.49283458548413*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3151165442814121*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.46286679474264*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.360789172107503*pi) q[6];\ncx q[7],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.624753979156629*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(3.5*pi,3.40791706951496*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,0.604664592196151*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.47522442537974*pi) q[14];\nu3(1.0*pi,0.0*pi,1.3491096399169091*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5032844076880685*pi) q[6];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[14];\nu3(0.37910364152581*pi,0.11614553534990801*pi,1.17636894109948*pi) q[0];\nu3(0.803954683744299*pi,2.9196641077923*pi,3.38551269085866*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5880903774744252*pi) q[16];\nu3(0.196801669775526*pi,2.90292936763*pi,0.910277721995258*pi) q[0];\nu3(0.476020119941726*pi,0.179010211807211*pi,0.713142158839259*pi) q[1];\nu3(0.455719137407169*pi,3.30045925620295*pi,3.22683542815649*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(0.682510529237295*pi,3.22933664513236*pi,3.93354871580669*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0788496192039041*pi,3.02996914560928*pi,0.714007647984221*pi) q[2];\nu3(0.329814923271927*pi,0.38925104683507294*pi,3.77072458649491*pi) q[3];\nu3(0.62606713332833*pi,0.51975512128328*pi,4.44967924722164*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.187368621915108*pi,0.6948046956370599*pi,0.752016747110442*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.540598147464125*pi,0.45968867518019296*pi,4.44274054921026*pi) q[11];\nu3(0.412801340059688*pi,3.10820310946836*pi,0.5847064765983719*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.801255353422223*pi,0.18626038529256295*pi,0.993963034897031*pi) q[3];\nu3(0.899199007588505*pi,3.08811519096183*pi,3.73829151546494*pi) q[4];\nu3(0.289748816221742*pi,-0.30514018062119197*pi,0.83637506341365*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0523341005790374*pi,2.77225417133389*pi,0.90765328193262*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0853621004214833*pi,0.24713267439772602*pi,3.53658396672658*pi) q[9];\nu3(0.778766596327809*pi,-0.0010874818188689739*pi,0.694338913747311*pi) q[10];\nu3(0.315195923530303*pi,-0.470863725366156*pi,4.36854701517181*pi) q[11];\nu3(0.463645494914691*pi,0.8217589052524601*pi,4.25267151883685*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.543720671332127*pi,-0.4810020650600951*pi,3.3024318550899*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.681005504691322*pi,0.385687290913554*pi,0.636755674538397*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.514683563699919*pi,0.384486432623835*pi,4.3730027265673*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.524871885260463*pi,0.306933241085109*pi,3.84191322969578*pi) q[9];\nu3(0.297104624132119*pi,2.89031217012287*pi,1.0136667095479561*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.461869248244771*pi,0.39361758907801603*pi,1.0045099389942092*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.629052309346848*pi,-0.4968319899080116*pi,0.619202520311831*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.419106029789015*pi,2.47518651756593*pi,1.472009632957513*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.66554130834512*pi,0.44579644106542204*pi,1.120477645317066*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.728164641789475*pi,0.53593566456529*pi,0.755232301013004*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.353068302367365*pi,3.11905259943378*pi,0.897950761191102*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[7];\ncx q[2],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[15];\ncx q[11],q[13];\nu3(0.448395109499873*pi,2.72267395890092*pi,1.248498019031263*pi) q[14];\nu3(3.5*pi,3.44620551169189*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48001015615384*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.267239591507972*pi) q[3];\ncx q[4],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3034612621987058*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.45421770597258*pi,0.5*pi) q[10];\nu3(3.5*pi,3.30028392394357*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.171577043955981*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(1.0*pi,0.0*pi,1.330369269605991*pi) q[15];\ncx q[1],q[7];\ncx q[2],q[3];\nu3(3.5*pi,3.31555031010951*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(1.0*pi,0.0*pi,1.2128881289714961*pi) q[6];\ncx q[9],q[16];\ncx q[10],q[15];\ncx q[11],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5635027887192718*pi) q[3];\ncx q[4],q[6];\nu3(3.5*pi,3.43133907452915*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.33607985621766*pi) q[7];\nu3(3.5*pi,3.45409268120595*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.228030879976594*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5925162300246449*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.47937190821916*pi) q[15];\nu3(1.0*pi,0.0*pi,1.336266726110501*pi) q[16];\ncx q[0],q[14];\ncx q[1],q[7];\ncx q[2],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,4.38951108387819*pi) q[6];\ncx q[9],q[16];\ncx q[10],q[15];\ncx q[11],q[13];\nu3(3.5*pi,3.4317788545604*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.551674696764469*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.377856178038843*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.49707866321828*pi) q[16];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.146264934758685*pi,0.8600994596349201*pi,0.6115690386185*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.339309072755145*pi,-0.339683121083656*pi,0.979378225288943*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.32663758647163*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.512088409970677*pi,0.285836389935316*pi,3.5542943888997*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.532883530199627*pi,3.05778563894827*pi,4.0119483841451*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.555907960961346*pi,0.9695729580866499*pi,0.903819599987719*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.627975238141375*pi,3.38267642735356*pi,3.32031570089937*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.411869062996093*pi,2.9620698892802*pi,0.9319738109547959*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.277605268399163*pi,3.08285669870231*pi,1.144649179800417*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.191054559286734*pi,0.432240748639933*pi,4.41010731853778*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.339975990990129*pi,-0.366681658290278*pi,0.970126969996599*pi) q[3];\nu3(0.511194530053087*pi,0.404730858004711*pi,4.18535354622918*pi) q[4];\nu3(0.446700431050533*pi,0.28340774627562104*pi,0.5986019601265838*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.860767021424918*pi,0.8759835416441499*pi,0.951604016198791*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.850737801482502*pi,3.05732833335541*pi,3.66446548366054*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.8444069490256*pi,1.07541206165425*pi,0.771870312784793*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.158167313735583*pi,-0.351254907924618*pi,1.58168337469853*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.416130423641621*pi,0.060979053693220986*pi,0.760704761683776*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.287492626163836*pi,-0.16114036994931102*pi,1.0645161253501119*pi) q[6];\nu3(0.295402004505654*pi,3.07133659325181*pi,1.5171672353964*pi) q[7];\nu3(0.563557613131704*pi,-0.23863582286915302*pi,3.90887367968403*pi) q[9];\nu3(0.368436065362097*pi,0.40440403618909304*pi,0.752417365001955*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.491236601412474*pi,0.7878301867174*pi,4.401907259873759*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.52490104106786*pi,3.47353304547346*pi,3.71661405748019*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.655245515565303*pi,0.05274459598834602*pi,3.92798448631752*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.665064811706834*pi,-0.4094677732635571*pi,0.780975938059312*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.561678102223229*pi,3.24088670515378*pi,4.1839449216707*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.338701951653634*pi,3.38147440609583*pi,1.1473965821772851*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.40348466395608*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.228306355933994*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.349502261649396*pi,3.33325075079889*pi,4.212056902300651*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(3.5*pi,3.49495614621586*pi,0.5*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[5];\nu3(1.0*pi,0.0*pi,1.078720570282551*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.728034127642406*pi,0.250940080602438*pi,3.77748395832015*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.44984611574049*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.388941709668741*pi) q[5];\nu3(1.0*pi,0.0*pi,1.354145078439982*pi) q[6];\ncx q[7],q[8];\ncx q[10],q[13];\nu3(0.598643023553528*pi,0.07210696783936799*pi,3.70903466525849*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.734057788183597*pi,0.56205933465092*pi,4.15058186041983*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[6];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,0.5708933443078767*pi) q[4];\nu3(3.5*pi,3.40905602729081*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3009129602690521*pi) q[8];\nu3(3.5*pi,3.37156205461575*pi,0.5*pi) q[10];\ncx q[12],q[16];\nu3(1.0*pi,0.0*pi,1.222919357498982*pi) q[13];\nu3(0.598218898908221*pi,-0.17546105507735898*pi,0.622159794967891*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.6075518742724539*pi) q[6];\ncx q[7],q[8];\ncx q[10],q[13];\nu3(3.5*pi,3.45602869023813*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(1.0*pi,0.0*pi,1.22699228375417*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.405077178011711*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,4.39284424736032*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.475740947876619*pi,0.7624195320745*pi,0.5957774369146001*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.355068727435388*pi,0.6888171916761301*pi,0.631890410272369*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[8];\ncx q[10],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.43405345829525*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.202236121509498*pi,2.57410105328602*pi,1.484954440581616*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.835307437789606*pi,-0.17837091477004602*pi,4.06583761556466*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[14];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.298637826171825*pi,3.20384814123607*pi,0.5293941888699536*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.40399135502605*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3890588749536321*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.599635073153799*pi,0.44262465671400497*pi,4.37422015427095*pi) q[2];\nu3(0.284419832381556*pi,3.03710983510048*pi,0.5606801607265393*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.515284027472211*pi,-0.39034742382980203*pi,0.920733496183633*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.46420542024382*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.397007395770215*pi,1.1724485341564*pi,4.25943284236803*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.635969044421857*pi,2.71393886558048*pi,3.5159014982469*pi) q[5];\nu3(0.69579307265511*pi,3.1380746434496*pi,3.17188488555257*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.426724245718135*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5795562742051104*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.461325556406644*pi,2.46530686723955*pi,1.186591333208155*pi) q[6];\nu3(0.927323450484978*pi,2.58666972877316*pi,3.56501763530277*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.244487906445369*pi,-0.11593156452558201*pi,0.5914770843086675*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.40787335106453*pi,0.21000866163815202*pi,3.72470589405662*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.45118762589995*pi) q[9];\nu3(0.769208337643279*pi,0.49666697903244605*pi,4.13275992669543*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.806209926301085*pi,0.122044198017082*pi,0.5247021718645397*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.419534379521024*pi,0.404869788580586*pi,0.805357646977632*pi) q[12];\nu3(0.484380704324291*pi,2.85664929575755*pi,3.88825435350602*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.791913640064656*pi,2.58718014816333*pi,3.80446306165008*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.449471736042797*pi,0.15426555604777004*pi,4.42940680398995*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.662216449418377*pi,-0.02501008108681302*pi,4.061484771694159*pi) q[12];\nu3(0.779958185693145*pi,1.00719942935705*pi,0.77730649403088*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.827133788383246*pi,-0.4783133396554562*pi,3.86076559383562*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[7];\ncx q[3],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.41789812218037*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47492393483265*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.201989576314368*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3322234770421009*pi) q[10];\nu3(0.588790981450976*pi,3.22708918771118*pi,3.77889205858227*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[7];\ncx q[3],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.851401041835192*pi,0.443848591885703*pi,1.2835612315540241*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,4.446966281030679*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.2228999495325095*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.546366674166994*pi,3.09480537268735*pi,3.13814448365635*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\ncx q[2],q[7];\ncx q[3],q[10];\nu3(3.5*pi,3.45842116664508*pi,0.5*pi) q[4];\nu3(3.5*pi,3.43656584090359*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.38128039108249*pi) q[13];\nu3(0.691632287510791*pi,-0.231321047875641*pi,1.140986892607886*pi) q[14];\nu3(1.0*pi,0.0*pi,1.4401471970238169*pi) q[16];\nu3(0.721903768686234*pi,0.09646387867711104*pi,1.4767458147139951*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.77287053597716*pi,0.025172153824026045*pi,0.845698730988525*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.49929186242176*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2515981803096041*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.38413708842663*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.31416177636691*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[11];\nu3(0.714496049348918*pi,0.18034000474146605*pi,1.228014468035036*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.445600940177337*pi,2.91999792661929*pi,1.436453801617703*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5272312315834115*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.278571719994528*pi,0.46036152621591797*pi,4.2632112417372*pi) q[2];\nu3(0.697779005299622*pi,2.9829900501366*pi,3.09834525910053*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.657654421714664*pi,0.19109924286937097*pi,3.79258288409275*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.61773185690239*pi,-0.13989412888041503*pi,0.960805739330318*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,3.48166090291908*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.302776236017394*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[6];\nu3(0.537243458993795*pi,3.20666338839926*pi,3.31365168776193*pi) q[2];\nu3(0.424597717996496*pi,3.00036207983022*pi,1.292011046751563*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.214283738910023*pi,0.460328844026039*pi,3.60077949105531*pi) q[7];\nu3(0.519258004516963*pi,3.17177529716536*pi,1.86309484457459*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.681372369296357*pi,1.12005460974052*pi,0.787926296876237*pi) q[10];\nu3(0.313201054868247*pi,2.98633527657373*pi,1.34179852870338*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.42218189266867*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.245594301682911*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.406924927254844*pi,3.14235944461207*pi,0.737141468986012*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.633807790910043*pi,0.66727871104564*pi,1.054606617917441*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5435925449335435*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.470112669133114*pi,0.8964245378433799*pi,4.45455874216305*pi) q[4];\nu3(0.361571954935396*pi,2.93624321296751*pi,1.91993835176207*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.606446213886568*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.40777558076706*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.354758688419723*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.34104382273186*pi,0.056574231127132*pi,3.84142841114145*pi) q[4];\nu3(0.256894628203503*pi,-0.10192470735640002*pi,0.8570340306377571*pi) q[5];\ncx q[7],q[11];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[3],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47975913426434*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.168392992827496*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.31926916561019*pi) q[12];\nu3(0.480275080381915*pi,-0.368090098399239*pi,1.0925426989228582*pi) q[13];\nu3(0.588155150815825*pi,0.44165915034519*pi,4.2033416426562*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.508184191097382*pi,2.58381440619427*pi,1.408321537950786*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.39301487384827*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,0.0*pi,1.3114097115536039*pi) q[8];\ncx q[9],q[12];\nu3(0.203178594665799*pi,0.76770635859514*pi,4.20808207566761*pi) q[13];\nu3(0.777023720731459*pi,-0.097632476659063*pi,4.0281047635308695*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.776386225508555*pi,3.02556900151283*pi,3.64717389124115*pi) q[16];\nu3(0.514298966103093*pi,3.29658107917098*pi,0.671936532885978*pi) q[0];\ncx q[2],q[4];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.599005952462278*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.523185696785275*pi,3.43226506890073*pi,1.9248634965146*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.445307779867756*pi,2.89486548487917*pi,1.394300865332486*pi) q[0];\nu3(3.5*pi,3.49672204704164*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.170653392265541*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,4.4016493840367*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.418108488966611*pi,0.5453483279717699*pi,3.78356288933247*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\ncx q[2],q[4];\ncx q[3],q[8];\nu3(0.628684627861946*pi,-0.06487653320369602*pi,0.5305580771528206*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.36162354727745*pi) q[4];\nu3(0.095447431614321*pi,0.373777048152509*pi,0.8275306509015881*pi) q[6];\nu3(0.365207212834956*pi,3.28262376489386*pi,4.3508712989127005*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.627036826760915*pi,-0.15589503993236598*pi,3.90631868228231*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.384581842014971*pi,0.8139364259416799*pi,4.2926702126594805*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.269028971804009*pi,0.022755833574055973*pi,3.99886438048951*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49648459949398*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.284146354741463*pi) q[15];\nu3(3.5*pi,3.45343619050345*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.375058752409313*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.296905696452595*pi,0.028599345665784037*pi,4.0927742600189205*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.381233134703801*pi,3.18792688067305*pi,0.717880961441302*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5595318826117525*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.450477399923701*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[15];\ncx q[6],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.841537962778248*pi,0.40269883103290705*pi,0.5756403787832671*pi) q[12];\ncx q[0],q[1];\nu3(0.335566669813746*pi,3.10584123736865*pi,1.0258272743133179*pi) q[2];\nu3(0.369044517476652*pi,0.48944189009579997*pi,0.5504166039080157*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.43977798709451*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.620972335327766*pi,1.21246314664189*pi,0.715136752607079*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2907430330923448*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.734186415159607*pi,0.203892753294168*pi,1.55276080460265*pi) q[2];\nu3(0.379043285406702*pi,3.28882813449277*pi,1.7386384948635*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.248547026513575*pi,-0.283297748603643*pi,0.929032285288101*pi) q[5];\ncx q[6],q[13];\nu3(3.5*pi,3.42205618465466*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.071544985382198*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.518614769267613*pi,0.5520874508837601*pi,4.43860042218061*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.556174366606263*pi,-0.254446256880409*pi,3.50780536575622*pi) q[4];\nu3(0.482064459400126*pi,1.06196024062726*pi,4.137840972233819*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.552514452431889*pi,2.96353008073083*pi,4.3385704341148905*pi) q[8];\nu3(3.5*pi,3.38956848278212*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.706631821540716*pi) q[13];\nu3(1.0*pi,0.0*pi,1.324044464231884*pi) q[14];\nu3(0.379213907415179*pi,-0.17836401814048702*pi,3.69660800581948*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.671878002614544*pi,3.40288032108322*pi,0.651467045109228*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.770057783793674*pi,0.331309222541199*pi,4.13871902196544*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.4400968373136*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[11],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4337149499357995*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.27229709222828*pi,0.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.142615022294223*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.616300120605879*pi,3.2083585988802*pi,4.30502898264967*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[15];\nu3(3.5*pi,3.49060875328362*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.209986101641917*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.647434656050215*pi,-0.23557596135314202*pi,3.46795656063792*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.44797052857556*pi) q[15];\nu3(0.191795168477141*pi,0.03481815650037601*pi,1.153149629960856*pi) q[0];\nu3(0.753753894828941*pi,-0.36695340865874504*pi,0.8198196043603789*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.325681899010674*pi,-0.138458394601859*pi,3.68691211076148*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.54836158902171*pi) q[16];\nu3(0.368376579156674*pi,-0.393542482702447*pi,1.87728722725369*pi) q[0];\nu3(0.734539132565977*pi,0.23449603051934798*pi,1.236418855645933*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.770816859838893*pi,-0.122272010781931*pi,0.537776623764367*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[16];\nu3(0.330160050436752*pi,0.30335914328840397*pi,0.710750115317574*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nmeasure q[7] -> c[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.42634776700597*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(1.0*pi,0.0*pi,1.300368916025736*pi) q[6];\nu3(0.689335280151142*pi,3.07884382480594*pi,4.01282285106927*pi) q[9];\nu3(0.301900052163406*pi,0.033395953407026946*pi,0.921293636729709*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.332396471449778*pi,3.00877439364334*pi,1.3821061396454621*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[10] -> c[10];\nmeasure q[14] -> c[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(3.5*pi,3.34761031743774*pi,0.5*pi) q[3];\nu3(0.386463630530581*pi,-0.322325971226061*pi,4.10335757895254*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.321816543120713*pi,3.29237372360369*pi,0.943797609326605*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1198155653176252*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,0.5216266442380394*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.260852447456876*pi,-0.404974178885751*pi,1.61999868845023*pi) q[11];\nu3(0.249780655212898*pi,0.48428881840582905*pi,0.733640269697675*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[11] -> c[11];\nu3(3.5*pi,3.14905973648905*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.13879675879925*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5622981904513091*pi) q[13];\nu3(0.883911105829811*pi,-0.346692197654271*pi,3.76209345767191*pi) q[15];\nu3(0.538589320671786*pi,0.384062685836718*pi,4.376538217180229*pi) q[16];\nmeasure q[15] -> c[15];\ncx q[0],q[4];\nu3(3.5*pi,3.45611122820341*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2273159013541801*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.856275436556553*pi,0.5700289839660599*pi,4.26676015447044*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.364701352024662*pi,0.71552670116629*pi,3.8611384165518*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.4367351134046*pi) q[4];\nu3(0.305434231690127*pi,3.07010967608518*pi,4.498636584352949*pi) q[6];\ncx q[9],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[2] -> c[2];\nmeasure q[6] -> c[6];\ncx q[0],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.728064631968743*pi,0.6656847395962899*pi,0.954982253323274*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5128580768625035*pi) q[8];\nu3(3.5*pi,3.48530033653288*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.162192364459117*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[3] -> c[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[16];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.42159808531653*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.522397299817511*pi) q[12];\nu3(0.506644566403791*pi,-0.317199384700306*pi,0.908081967910772*pi) q[13];\nu3(1.0*pi,0.0*pi,1.225169544581808*pi) q[16];\nmeasure q[13] -> c[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.368771078258615*pi,0.08296566047477805*pi,0.5836532899088811*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.60710985216056*pi) q[16];\nmeasure q[1] -> c[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.387980766078026*pi,3.43172527851715*pi,1.0496465709193998*pi) q[9];\nu3(0.731987086527809*pi,0.8852859813079901*pi,4.3946388728749*pi) q[12];\nmeasure q[9] -> c[9];\nmeasure q[12] -> c[12];\nu3(0.600763223732507*pi,3.27467897384155*pi,0.640825487216498*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.370565669873973*pi,0.24486354770253804*pi,4.4523052523940905*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[8] -> c[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.44952340107204*pi,3.41234374037019*pi,4.24863169439715*pi) q[4];\nu3(0.370089604514052*pi,-0.4516222212618115*pi,1.59092547088937*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[4] -> c[4];\nmeasure q[5] -> c[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.112097589984727*pi,3.04232581939383*pi,0.84661667185376*pi) q[16];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.494621032186373*pi,0.01630037560472697*pi,4.318151599184279*pi) q[0];\nu3(0.391898938743841*pi,2.83211125634223*pi,1.56685944184852*pi) q[1];\nu3(0.559782285136232*pi,-0.17311140657135599*pi,3.92789352590658*pi) q[2];\nu3(0.652367700704993*pi,-0.207403541144706*pi,0.863198865784127*pi) q[3];\nu3(0.26491538270327*pi,-0.395191082474195*pi,0.908687846520021*pi) q[4];\nu3(0.638895813953361*pi,-0.4417616969463077*pi,0.5698133288490245*pi) q[5];\nu3(0.781418773087782*pi,0.6999120945208801*pi,4.48527226776714*pi) q[6];\nu3(0.574368197949016*pi,3.37319658950314*pi,3.37546186166396*pi) q[7];\nu3(0.509722877112065*pi,2.58712876453092*pi,3.53441798511198*pi) q[8];\nu3(0.460148230574657*pi,3.43960600000178*pi,1.1668216333083241*pi) q[9];\nu3(0.420124597817766*pi,0.392296739035185*pi,1.078837690244173*pi) q[10];\nu3(0.538615493508045*pi,0.08411232637399702*pi,1.51884757823803*pi) q[11];\nu3(0.928632393194201*pi,0.49412857781227404*pi,4.1373532308606595*pi) q[12];\nu3(0.940864884712526*pi,-0.15156702830533397*pi,4.28247499827482*pi) q[13];\nu3(0.789146058610485*pi,-0.21407601886757*pi,1.18153738409061*pi) q[14];\nu3(0.581834839660986*pi,0.6280945153881099*pi,0.690076450796926*pi) q[15];\nu3(0.575151654718109*pi,0.42923386397214003*pi,0.615350503590031*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.41457319826496*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(3.5*pi,3.46064502279664*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(3.5*pi,3.36404173492494*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.296987455165632*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.33144841698763*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.28011996082642*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2511209383612591*pi) q[12];\nu3(1.0*pi,0.0*pi,1.236004063122428*pi) q[16];\ncx q[0],q[8];\ncx q[1],q[11];\nu3(3.5*pi,3.27858994901214*pi,0.5*pi) q[2];\ncx q[3],q[16];\nu3(3.5*pi,3.33489256056466*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.155577396509921*pi) q[13];\nu3(1.0*pi,0.0*pi,1.18489432884824*pi) q[14];\nu3(3.5*pi,3.44392148406818*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.34523792545934*pi) q[6];\ncx q[7],q[15];\nu3(1.0*pi,0.0*pi,1.238479150535201*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.47363882092857*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5146889127762853*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.37399653176133*pi) q[16];\ncx q[0],q[8];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(3.5*pi,3.48455367443442*pi,0.5*pi) q[7];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,0.5894638772414598*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4134817523928405*pi) q[14];\nu3(1.0*pi,0.0*pi,1.3658443912634661*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,4.3903680785670804*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.454777836453831*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.292699157236807*pi,2.79855496126981*pi,0.9870495269684649*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.281993383391077*pi,-0.182227452511404*pi,4.06856061946001*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.190828516289651*pi,0.20648993515654301*pi,4.044472756249*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.417807383583649*pi,0.8783689006455799*pi,0.5082729216244157*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.801383536671951*pi,2.65079322327644*pi,3.80591895588558*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.475565180409101*pi,0.13177864705800002*pi,1.4376517861220162*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.523723308747807*pi,0.38986644316947205*pi,1.4286484773614259*pi) q[12];\nu3(0.32657804388114*pi,0.027713056913669987*pi,4.0848104509219*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.356472179824673*pi,0.66857898171594*pi,3.88530469337244*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.307150181285258*pi,-0.13443285579369202*pi,4.44160522970367*pi) q[3];\nu3(0.0824599021196594*pi,0.019842179792949*pi,0.662441815070584*pi) q[4];\nu3(0.633799746967531*pi,3.20932287915158*pi,4.40727940084823*pi) q[5];\nu3(0.181971047362188*pi,0.21565241035885596*pi,3.79072066822166*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.359351503209625*pi,2.74527867738466*pi,1.07986500324208*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0897398304357286*pi,0.87155281140527*pi,4.31591339762333*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.368476169062354*pi,2.85576007179651*pi,1.55680605918768*pi) q[16];\nu3(0.548429443394857*pi,0.060292730574303954*pi,4.07320654892699*pi) q[0];\nu3(0.511751318970108*pi,3.00610375998817*pi,3.47475768901674*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.776873665137444*pi,0.259603713851688*pi,0.7533486208369911*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.240900941116444*pi,0.93117744199089*pi,4.46842700897761*pi) q[5];\nu3(0.462885299816233*pi,2.94572923350404*pi,1.100874663492198*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.584989858330382*pi,0.053847712016129035*pi,1.375111168859076*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.57263470392687*pi,-0.12696951517962102*pi,4.011499685576069*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.650490361091585*pi,-0.361564692003771*pi,3.66423094348147*pi) q[16];\nu3(0.538096113574736*pi,0.34980535593554496*pi,1.17742719639848*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.278518182413309*pi,2.75139525208074*pi,1.327966915622546*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.741758097120703*pi,0.96096536549012*pi,0.772609043595167*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[16];\nu3(0.162641741058537*pi,0.29195575499152104*pi,0.69198271492959*pi) q[7];\nu3(0.76910047595103*pi,-0.27438985375811*pi,0.745767345343597*pi) q[8];\nu3(3.5*pi,3.4093791988942*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2313054373415*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[4];\nu3(3.5*pi,3.33245652494306*pi,0.5*pi) q[1];\nu3(3.5*pi,3.33558679028237*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.48273417944117*pi,0.5*pi) q[6];\nu3(0.669052753356551*pi,0.9177178770617*pi,0.86755694608924*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(1.0*pi,0.0*pi,1.154150118857936*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.130888518873907*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3605540065412849*pi) q[16];\nu3(3.5*pi,3.32345893878488*pi,0.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[14];\nu3(1.0*pi,0.0*pi,1.171155479608342*pi) q[4];\ncx q[6],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(3.5*pi,3.34756910726242*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.261661146796989*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5762929807818972*pi) q[13];\nu3(0.0628266407854623*pi,0.74141239104317*pi,4.2371986895787*pi) q[15];\ncx q[0],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,4.450087387004491*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5748483127517572*pi) q[14];\nu3(0.705530937009821*pi,3.19486011815398*pi,3.27981669483386*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.37501010045092*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\ncx q[2],q[14];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,4.45099160852718*pi) q[4];\ncx q[6],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.499394461509381*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4058560629533*pi,0.5*pi) q[3];\ncx q[5],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.146873397371568*pi) q[7];\nu3(0.6227354722213*pi,3.17136250854844*pi,2.85644632215207*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.325461982766136*pi,0.46371479594593*pi,0.818581255145624*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.627683936809127*pi,3.14104988587201*pi,4.16951244077053*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.30844314261913*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.453336275587872*pi,3.32174438884703*pi,0.971076038293158*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.496634170307578*pi,3.38503278111081*pi,1.59907276890209*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.250065637749198*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.954406804911872*pi,-0.004160033285315001*pi,4.46951241955927*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.46054099935505*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.656082020128923*pi,3.23025791902594*pi,3.79782453492977*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4921247923455*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.741187515029994*pi,0.47210728264633595*pi,4.3837007484698205*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.586528813131092*pi,-0.330378291709162*pi,3.96596568476375*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.679451645245927*pi,0.023015667596769984*pi,0.996264969341772*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.476736868903175*pi,0.89750135607641*pi,0.855143187230345*pi) q[0];\nu3(0.694167256098956*pi,0.86947779816598*pi,0.797354174930708*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.24195175042283*pi,3.45190300280132*pi,4.051152447070709*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.732040755083393*pi,3.055648491538*pi,3.40289930250822*pi) q[10];\nu3(0.939529007851627*pi,-0.28813643380349996*pi,3.96317204287108*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.684560102889734*pi,3.3433916075034*pi,3.6892678726057*pi) q[16];\nu3(0.526760029150425*pi,0.300354232411558*pi,3.96640189212924*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.224518959724746*pi,-0.285285169141549*pi,1.4082507526330041*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.531619286438656*pi,2.93509943984471*pi,3.49585085290111*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.440553419592771*pi,0.25960045180187097*pi,3.69628169085002*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.752005174599688*pi,3.47708481509147*pi,3.95725497927846*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.539184774935375*pi,-0.184581083985436*pi,1.29933500183451*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.558207006594862*pi,-0.320295355970662*pi,0.734603395180886*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.674722247590913*pi,3.44581363351306*pi,3.17103352067108*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44876445751853*pi,0.5*pi) q[2];\nu3(0.249755392108688*pi,0.15619075787509795*pi,4.432475971351019*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.186476384478315*pi,3.15112204084142*pi,1.204464861690119*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.333415852978217*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.189208021035288*pi,0.05423042733307404*pi,3.87508092267186*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.403171173169523*pi,3.41202010569923*pi,4.21511297809195*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.45484068153311*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.565445538810393*pi,3.0930284450205*pi,3.76636130865454*pi) q[7];\nu3(3.5*pi,3.48287213384738*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.127188237511864*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.44159660722115*pi) q[14];\nu3(0.563383567637812*pi,2.72968703757234*pi,4.06047397338086*pi) q[15];\nu3(1.0*pi,0.0*pi,1.26866195559448*pi) q[16];\ncx q[0],q[16];\nu3(3.5*pi,3.42103009726913*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.38745703307906*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.60097325065401*pi,3.09794962294254*pi,3.53656639079208*pi) q[7];\nu3(1.0*pi,0.0*pi,1.166872460914293*pi) q[8];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.072384620647628*pi) q[11];\nu3(0.301357675267166*pi,0.92418303920409*pi,4.49187232902057*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.493434179086361*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.638423498793225*pi) q[16];\ncx q[0],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5088738714510841*pi) q[8];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,0.5024683165908*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[11];\ncx q[5],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.368063683077845*pi,-0.37639763045408803*pi,0.7338240583487861*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.39439316326145*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49053864838717*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.256609290224622*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.302763818645696*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.473487116001215*pi,3.27941126049478*pi,0.865997432351981*pi) q[16];\nu3(0.493122770625719*pi,0.28006636111823*pi,4.02348036668538*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.855320545438386*pi,2.38216291543048*pi,3.68320813496162*pi) q[2];\ncx q[3],q[13];\nu3(0.563445934725825*pi,3.3372122237112*pi,4.38747282072218*pi) q[4];\ncx q[5],q[6];\nu3(3.5*pi,3.28113218612654*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.690216569208152*pi,0.06395997954689703*pi,1.027271557519853*pi) q[11];\nu3(1.0*pi,0.0*pi,1.173841691435715*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.800560596069911*pi,0.49650890717318297*pi,4.08528427232478*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.463639686886301*pi,2.83255347886311*pi,1.372287258094929*pi) q[1];\nu3(0.291977487336557*pi,-0.4678069966920061*pi,0.5895520207658422*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.579439059835459*pi,0.60500665251605*pi,0.5533831270324895*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5772321275220098*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.388705543280716*pi,0.103633925448252*pi,3.73019382174439*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.707898021244419*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.450249937421563*pi,2.92122197839541*pi,1.495027025560316*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5046443599841095*pi) q[12];\nu3(0.608335143593374*pi,0.93178004385957*pi,0.7517101053490489*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.550698852773326*pi,-0.11491671896892097*pi,0.9071535010804059*pi) q[8];\nu3(0.184944601227597*pi,-0.303474027211068*pi,0.5740043737224665*pi) q[9];\nu3(0.443899705883055*pi,3.073893476151*pi,1.78143155135807*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.572796336900759*pi,0.494108436714254*pi,4.10984196267421*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.352885077697906*pi,0.259706160798571*pi,3.84471362648712*pi) q[8];\nu3(0.491812133201156*pi,-0.19899626382972901*pi,3.58746571156931*pi) q[9];\nu3(0.418110018690983*pi,-0.156903397844728*pi,1.030518131140742*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.522175360610148*pi,-0.4064598692719949*pi,3.79885311065328*pi) q[3];\nu3(0.942004419816975*pi,0.41658659195172*pi,4.20912395572385*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.185475102167561*pi,-0.085647164844386*pi,0.6849569738956041*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\ncx q[2],q[11];\nu3(0.509845442687018*pi,0.35670375075399696*pi,0.676168818994314*pi) q[3];\nu3(0.326743205220927*pi,0.20394476303060605*pi,3.31405650243779*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.00833667902815846*pi,-0.4005633361694537*pi,1.4845660852625668*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[15];\nu3(3.5*pi,3.39713458817104*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.601653274263541*pi,-0.06677578910184101*pi,0.7821928579450961*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.242602171619344*pi) q[11];\nu3(0.629912939140501*pi,2.39700203205499*pi,3.68943004042325*pi) q[12];\nu3(0.672090860868216*pi,1.08891923083165*pi,0.681516839883438*pi) q[13];\nu3(3.5*pi,3.4493737885644*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.143834451329627*pi) q[15];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.568393730982139*pi,1.01106498708354*pi,0.772743385018452*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.197115423709654*pi,0.8964080450565901*pi,4.44106541900785*pi) q[12];\nu3(0.215194233923632*pi,0.7327638627442301*pi,3.74833229569801*pi) q[13];\ncx q[14],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,0.5800538136237812*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5927483740698517*pi) q[15];\ncx q[1],q[12];\ncx q[2],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.44918143094875*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.180669950850993*pi) q[7];\nu3(3.5*pi,3.47278331031064*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[15];\nu3(1.0*pi,0.0*pi,1.338393802774195*pi) q[16];\ncx q[0],q[13];\nu3(3.5*pi,3.33791187771743*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[5];\ncx q[4],q[7];\ncx q[6],q[10];\ncx q[8],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.201826747600214*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.49979413798131*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47241858041233*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.268737849114884*pi) q[5];\nu3(3.5*pi,3.39109462043707*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5213802650378025*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.098054543395462*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2759466401652682*pi) q[13];\nu3(0.731378679026645*pi,0.72486503260933*pi,1.133128475700485*pi) q[14];\nu3(0.612774562614598*pi,3.40431428438265*pi,0.5872365019742807*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.625518951809015*pi) q[16];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.546300799116567*pi,0.0013134186274670334*pi,4.273227070133769*pi) q[2];\ncx q[3],q[5];\ncx q[4],q[7];\ncx q[6],q[10];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.41112410674819*pi) q[12];\nu3(0.620713385270478*pi,0.9713034135101699*pi,0.5954996747419566*pi) q[14];\nu3(0.76787779487221*pi,-0.06213069004101801*pi,0.983210202866048*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.227193958445904*pi,3.22392817774721*pi,0.616962881494219*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.44321530545224*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5323021678349166*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.696145991531559*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(0.328004101730881*pi,3.33028370240952*pi,2.16478654640074*pi) q[4];\ncx q[6],q[10];\nu3(0.76601199414096*pi,0.7259625636262601*pi,4.49940746205559*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.290463560378417*pi,0.047367173397055984*pi,4.30423368056715*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.792833856677058*pi,3.28550757713945*pi,2.8329859480405*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.311116298565013*pi,3.09809552563289*pi,2.04159785000431*pi) q[7];\nu3(0.624567731233912*pi,0.07546039824754003*pi,1.464815735470279*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.740402284177517*pi,-0.289475161449821*pi,3.35027308238337*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.309960721632349*pi,0.161814184502999*pi,4.42295445034065*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.213542455595949*pi,2.46451313114432*pi,1.1517308679304779*pi) q[8];\nu3(0.674356153064904*pi,2.96760154225364*pi,3.08735756088076*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.590344322845998*pi,0.05698143121157695*pi,3.82674492949878*pi) q[0];\nu3(0.147822671984573*pi,3.41741581876151*pi,1.262358079744783*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.556297646639642*pi,-0.251103461373243*pi,1.0107024431527059*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.482761024892772*pi,3.4683190256835*pi,1.51436715759102*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0972497879111464*pi,-0.310456368565742*pi,4.09648896574431*pi) q[16];\nu3(0.574996739020837*pi,-0.29538842142925703*pi,3.81857468413366*pi) q[0];\nu3(0.238139693424556*pi,0.08487569618665203*pi,3.75421608772955*pi) q[1];\ncx q[2],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.630609687840901*pi,0.8319844779856*pi,0.9698302871065829*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.42813290480215*pi,0.5*pi) q[2];\nu3(0.441741286444094*pi,0.5678917505986101*pi,0.7270575877176471*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.321175132163358*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.424420018465955*pi,3.00977258698409*pi,1.62494636575008*pi) q[12];\nu3(0.89627691632601*pi,2.95629709207423*pi,3.68674914760339*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[7];\nu3(0.545866898081548*pi,3.26429479318382*pi,3.56968307244592*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[10],q[14];\nu3(0.109167073775313*pi,0.18526534690483*pi,0.680648536475015*pi) q[12];\nu3(0.517159961072768*pi,3.36635721043355*pi,4.29858111068803*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.383243595797638*pi,-0.342211148800881*pi,1.048588668085702*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.43117824234177*pi) q[7];\nu3(3.5*pi,3.36575448750609*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.267331603504736*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.257630848453652*pi,0.66845357264346*pi,3.79213034483949*pi) q[5];\ncx q[6],q[15];\ncx q[10],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49351231360438*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.4772302133862905*pi) q[14];\nu3(1.0*pi,0.0*pi,1.12736032946012*pi) q[15];\nu3(3.5*pi,3.42480573303322*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.38631929871672*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.43067613996388*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.294594519199018*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,3.43100899041969*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3480759292149909*pi) q[12];\nu3(1.0*pi,0.0*pi,1.298076176419567*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1481224818237399*pi) q[16];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[16];\ncx q[4],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.466361242423449*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.38951624112973*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2690754105193531*pi) q[5];\ncx q[6],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.32956546357971*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.7215639176954209*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.703605417094234*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.41234029221581*pi) q[16];\ncx q[0],q[9];\nu3(0.655179964230691*pi,2.98739127514163*pi,4.30599109940527*pi) q[2];\ncx q[3],q[16];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.251040748358189*pi,0.6790302032673201*pi,0.746223342183649*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.42696790843841*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.296653545530084*pi,2.92198166019853*pi,1.87996784868646*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.277635701827143*pi,3.13083674466565*pi,1.94515749445986*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.211441498521116*pi,0.50643988279226*pi,3.81294210415398*pi) q[10];\nu3(0.369599869169843*pi,0.8750713085314601*pi,4.11393200437951*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.524854739466374*pi,0.210871815720449*pi,1.400177431674709*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.866666664652118*pi,2.63801047628086*pi,3.7949417322046*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.595489978015823*pi,0.369557705627765*pi,0.5021169230157059*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.247088517952681*pi,3.25406807665455*pi,2.15336335988776*pi) q[10];\nu3(0.5708258112711*pi,0.395944698841842*pi,1.487803726559258*pi) q[11];\nu3(0.799050854482277*pi,-0.449887207977015*pi,3.13762008508608*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.208606868047342*pi,0.24652036108048303*pi,0.899943491085414*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,3.46763451206382*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.1286364252468601*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.648913777417158*pi,0.9264764059327699*pi,0.717963827144686*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.441168041592377*pi,0.376901625801086*pi,4.41640221519207*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.360199702111091*pi,-0.14775176880993102*pi,3.91322751530692*pi) q[12];\nu3(0.232716484107515*pi,-0.245983192864496*pi,4.35544025538224*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.646106685071505*pi,2.85230868384129*pi,4.1821800196145595*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.668495747897513*pi,3.40925850534199*pi,4.21715176219044*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.44566682918517*pi,0.431052813253163*pi,3.90547583585076*pi) q[15];\nu3(0.795945610696229*pi,0.9445337610300599*pi,4.45338600804107*pi) q[16];\nu3(0.570935541390615*pi,3.41352295939969*pi,3.75709386944148*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.4657981393301*pi) q[2];\nu3(0.277709925378073*pi,2.44758604753536*pi,1.097829374473259*pi) q[3];\nu3(0.205256045248666*pi,0.35012497445548596*pi,1.102194375623464*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.517094445450375*pi,2.53277121717635*pi,1.081991279110458*pi) q[15];\nu3(0.716476664821413*pi,-0.377891527904763*pi,3.63810955658177*pi) q[16];\nu3(0.318186604388101*pi,0.355557074692333*pi,3.9309837777915*pi) q[0];\ncx q[1],q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.319986422260658*pi,-0.30824739955813696*pi,0.989043701076969*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.553605924867295*pi,-0.4169950013140254*pi,3.41010234265957*pi) q[5];\nu3(3.5*pi,3.41502301449268*pi,0.5*pi) q[8];\nu3(0.805597867970343*pi,2.71957256064035*pi,3.44697155277146*pi) q[9];\nu3(1.0*pi,0.0*pi,1.209029961124584*pi) q[11];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.836275324980745*pi,3.36585050132864*pi,4.311294425031781*pi) q[5];\ncx q[8],q[11];\nu3(0.613413683907462*pi,0.472677226980748*pi,4.03615266087965*pi) q[9];\nu3(3.5*pi,3.46476316829434*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.302627080144028*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49668642743198*pi) q[11];\ncx q[13],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.47472632350001*pi,0.5*pi) q[6];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5479929869533092*pi) q[14];\nu3(1.0*pi,0.0*pi,1.430744577132981*pi) q[16];\ncx q[0],q[7];\nu3(0.421746972962179*pi,0.6399775093417299*pi,0.807538744075462*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[5];\ncx q[4],q[10];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[13],q[14];\nu3(3.5*pi,3.44115627979888*pi,0.5*pi) q[0];\nu3(0.758607688408087*pi,2.86536588723264*pi,3.59280366192372*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.41947911634887*pi,0.5*pi) q[3];\nu3(3.5*pi,3.40858594228292*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.214379649166079*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.29789062704569*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.232326253636618*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.733595371503496*pi) q[16];\ncx q[0],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.499310225658708*pi,0.7926987766662701*pi,0.8598403614219821*pi) q[2];\ncx q[3],q[5];\ncx q[4],q[10];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.324440934659708*pi,-0.4515549043958284*pi,0.7622238734187541*pi) q[13];\nu3(0.730702624124841*pi,2.76247661315441*pi,3.69123955684886*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.621824076503869*pi,0.33696810512199704*pi,0.838787336254315*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.39049412429566*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.603448030392317*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.40795279522691*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.471398146538419*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.164311923443039*pi) q[12];\nu3(0.56022627858446*pi,0.29620865815599895*pi,0.600392516640345*pi) q[13];\nu3(0.719625536017418*pi,-0.035342415480537015*pi,4.0374125288187095*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[5];\ncx q[4],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.206802336285301*pi,0.96382087244127*pi,4.14746298599799*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.535951915135258*pi,-0.021361083085748023*pi,0.792251392737821*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5782078840853471*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.514921232041739*pi,2.91980891617557*pi,4.02495034756227*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.212816363745206*pi,3.23243926210358*pi,1.54251787900505*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.819760399112588*pi,0.8099591608365899*pi,4.406700318569159*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.35334753238508*pi,3.13630679024181*pi,1.429914357375178*pi) q[16];\nu3(0.508433465607709*pi,3.33947564896149*pi,0.5650361021966155*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.617194559064915*pi,-0.16194414493263498*pi,0.647047835067898*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.176608455747819*pi,2.78571367596194*pi,0.7625461978396719*pi) q[16];\nu3(0.488343450116061*pi,-0.270949231973597*pi,3.99594067831073*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.409897369465893*pi,3.08075865744013*pi,1.98554185434445*pi) q[3];\nu3(0.473847870313494*pi,2.71566614553608*pi,1.52596001983511*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.797330976997729*pi,-0.225346476205745*pi,1.0878359859651199*pi) q[7];\nu3(0.465874396073295*pi,3.14588804266097*pi,2.07144776138332*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.425157105048438*pi,3.32007514595496*pi,1.4855927075223558*pi) q[3];\nu3(0.0903153827825615*pi,0.84883096937806*pi,4.31941699166656*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.384063933811627*pi,-0.319693958214398*pi,1.059532933238569*pi) q[7];\nu3(0.573337670621249*pi,0.45816853683624503*pi,1.368233697837165*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[15],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.554295527168265*pi,-0.249301905970558*pi,4.3431498915275*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.339374133869659*pi,0.73761603203306*pi,4.486190027508449*pi) q[10];\nu3(0.471805819021085*pi,3.30590166839337*pi,1.99438692350492*pi) q[12];\nu3(3.5*pi,3.44785657953744*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2741625523495461*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.225306147202342*pi,2.93406441738125*pi,1.92512361414929*pi) q[5];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.732284926074589*pi,-0.4351881763582873*pi,0.751999505667968*pi) q[10];\nu3(0.529196596195255*pi,0.200075349259909*pi,1.0239006051890809*pi) q[12];\ncx q[15],q[16];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.48996098509372*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.116610939415553*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4857212794646895*pi) q[16];\nu3(3.5*pi,3.465540253676*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.2693785668432849*pi) q[1];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[15],q[16];\ncx q[0],q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.31502721357487*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,4.4997632695579295*pi) q[8];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.1857095400787578*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.49015128597516*pi) q[1];\nu3(3.5*pi,3.48928039869009*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,3.48016243294988*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.131013201594568*pi) q[5];\ncx q[6],q[8];\nu3(3.5*pi,3.4977755368281*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.23092009223262*pi) q[9];\nu3(3.5*pi,3.28698355716196*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.259824247255155*pi) q[11];\nu3(1.0*pi,0.0*pi,1.104055142828716*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[1];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.45201192617722*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5456217074694995*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5216824787141601*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.6623047926846379*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4365139482290505*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.349517121232557*pi,0.281312526058237*pi,0.844011910726443*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.639272771458576*pi,2.64408153626421*pi,3.97554433776785*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.359487975273029*pi,2.99384155813064*pi,1.83463665652774*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.301888661131194*pi,3.29643091812438*pi,1.72464549436403*pi) q[5];\nu3(0.528071396218598*pi,2.60235170656618*pi,3.80069017192224*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.6782150284353*pi,-0.19640750419604502*pi,4.1326209453389495*pi) q[16];\nu3(0.339676147257612*pi,0.255066964071077*pi,3.74808418362645*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.425895206833362*pi,0.9498329149136899*pi,4.29342520806716*pi) q[2];\nu3(0.164613342412921*pi,-0.382144171933419*pi,0.633616926794756*pi) q[3];\nu3(0.761438678260149*pi,-0.4087340964195434*pi,3.62641658825023*pi) q[4];\nu3(0.726793577335247*pi,-0.019537319701667*pi,3.77164175215573*pi) q[5];\nu3(0.358293228849427*pi,3.34652951032439*pi,0.721793613028726*pi) q[6];\nu3(0.311878722495291*pi,3.35987341851078*pi,1.245174413747066*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.16684758125287*pi,0.40706436217947295*pi,4.00463386737209*pi) q[16];\nu3(0.673278655006455*pi,2.94537125937431*pi,3.23288176771884*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.729917388550383*pi,-0.209243174013172*pi,1.123182218121923*pi) q[3];\nu3(0.669361077750978*pi,0.24534626731279796*pi,4.1826474171033805*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.234624339166381*pi,2.58764205452192*pi,1.50799029161933*pi) q[7];\nu3(0.109930903030912*pi,0.94523240427696*pi,4.2084593360458005*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.34320616350437*pi,3.00711674380499*pi,0.951761060016705*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.49204253780698*pi,-0.330256915488238*pi,3.95647780217459*pi) q[8];\nu3(0.292632708641756*pi,-0.16845597837405502*pi,0.904885063028503*pi) q[9];\nu3(0.464956300200355*pi,0.8744343810533599*pi,0.710489141275123*pi) q[10];\nu3(0.359063913405251*pi,0.16675729190730804*pi,4.13452990937717*pi) q[11];\nu3(0.216750985896617*pi,3.01067220449904*pi,0.744944235825634*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.332237121342946*pi,0.5592198564384601*pi,4.0900004864421*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.510646162964796*pi,0.5548786903876199*pi,1.0108147498443851*pi) q[9];\nu3(0.801147540419647*pi,3.37313945582962*pi,3.77522613730675*pi) q[10];\nu3(0.788088989935034*pi,3.37134255956612*pi,0.5289261936148495*pi) q[11];\nu3(0.624828286700133*pi,0.68737852729269*pi,0.5437153224565094*pi) q[12];\nu3(0.913322267918753*pi,3.40641976815733*pi,0.6079815059645111*pi) q[13];\ncx q[14],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.34911605102384*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.307218341702134*pi,3.48124378153288*pi,1.54778664727735*pi) q[13];\nu3(3.5*pi,3.37869185646876*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1955208080486321*pi) q[15];\nu3(1.0*pi,0.0*pi,1.291312396751872*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[11];\ncx q[5],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[16];\ncx q[0],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(3.5*pi,3.35003172680416*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.273091759893659*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4581961205428495*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.28780881690707*pi) q[16];\nu3(3.5*pi,3.43346326874056*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.45113538949097*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,3.23968015074736*pi,0.5*pi) q[4];\ncx q[5],q[15];\nu3(1.0*pi,0.0*pi,1.127285218058538*pi) q[8];\nu3(3.5*pi,3.30427592617636*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.131520023825251*pi) q[10];\nu3(1.0*pi,0.0*pi,1.328135487316938*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1287831382116091*pi) q[13];\ncx q[14],q[16];\ncx q[0],q[8];\ncx q[1],q[6];\ncx q[2],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,0.5511585704664386*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48478696905996*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.290281454191235*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5577778528472175*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5081502963240578*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3604980625164895*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.46140057237541*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[8];\ncx q[1],q[6];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[9],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.35928135166024*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.298930446154279*pi,3.43888984381515*pi,4.26959831392468*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.869329304476205*pi,1.03293695597047*pi,0.647240604808476*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.105235396139626*pi,3.00030334506435*pi,1.75971736959125*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.237885744235726*pi,1.18813956589265*pi,4.27597489128971*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.708900953165967*pi,3.28045978275323*pi,3.72290323009847*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.784910564107039*pi,0.36729292595512897*pi,1.1294339842494279*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.306321508638569*pi,3.48047562880731*pi,1.043213742157431*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.354352491873613*pi,-0.375106517508151*pi,3.98177773671941*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.433305008553286*pi,3.47781701604588*pi,4.1263599517741305*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.448509115076157*pi,-0.23238645187720802*pi,3.93253936035826*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.809210737960439*pi,-0.23735910968691398*pi,3.42875969978308*pi) q[9];\nu3(0.514229699729629*pi,0.14490547484724803*pi,4.47949569612888*pi) q[10];\nu3(0.294896832661464*pi,2.89699129625879*pi,1.287853012119463*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.494352735239939*pi,0.83834153133031*pi,0.5865777187688437*pi) q[14];\nu3(0.483943886611496*pi,-0.354278177212752*pi,4.0841158654186*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.211041823395846*pi,2.55391560441322*pi,1.023538274608104*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.929429959691595*pi,3.15518195395465*pi,4.13908355875949*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.892228972193995*pi,-0.4920627283487463*pi,4.45913531651094*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.548085429828323*pi,3.21673227774895*pi,3.18914310817673*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.282672437074218*pi,2.91138172046672*pi,0.918841110383702*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.545358427049552*pi,3.31882861753805*pi,0.875622628223374*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.601192651582279*pi,3.118453422481*pi,0.5783093169495868*pi) q[16];\nu3(0.227449138183686*pi,-0.4547669461317577*pi,0.686021778924472*pi) q[1];\nu3(0.347496737199988*pi,0.20993909672210098*pi,3.50263249553841*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.592337825931701*pi,0.24793810311257503*pi,1.175822680350242*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.295832385824611*pi,2.9032338664951*pi,1.78305031095213*pi) q[16];\nu3(0.154785917374078*pi,-0.017820228132732985*pi,1.47385312802761*pi) q[1];\nu3(0.689610898876429*pi,-0.050061746394317985*pi,3.70192610351485*pi) q[2];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4477943875384*pi,0.5*pi) q[5];\nu3(0.233688150448743*pi,2.86422833168881*pi,1.357630467713196*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3051899878753441*pi) q[10];\ncx q[11],q[14];\nu3(0.575663299871344*pi,0.51678801656035*pi,4.244311669642681*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[16];\ncx q[5],q[10];\nu3(0.533078263420308*pi,-0.15161755406893102*pi,1.3328304794051289*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.42704904132634*pi,0.5*pi) q[11];\nu3(0.625795866419519*pi,-0.239718776453558*pi,4.22377367591694*pi) q[12];\nu3(1.0*pi,0.0*pi,1.262413471910805*pi) q[14];\ncx q[0],q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.40622368759717*pi,0.5*pi) q[3];\nu3(3.5*pi,3.48072102706036*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5074593033701719*pi) q[10];\ncx q[11],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2299363781969581*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2528371957925861*pi) q[16];\nu3(3.5*pi,3.4323050463666*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.343466594070739*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[16];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.33550786056609*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,0.536392133134326*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4889344040685994*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.41362595963359*pi) q[1];\nu3(3.5*pi,3.48847511434621*pi,0.5*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[16];\nu3(0.411423891103727*pi,3.09786923442381*pi,0.693056827110553*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.40129649691348*pi,0.5*pi) q[8];\nu3(0.557825671948739*pi,0.026647655412134985*pi,1.0958693297176119*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.167628223235184*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.257294570468066*pi) q[15];\ncx q[0],q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.812461979669485*pi,0.29094264301752004*pi,4.271608329561531*pi) q[5];\ncx q[6],q[7];\ncx q[8],q[12];\nu3(0.538486381261533*pi,3.4434330258707*pi,3.96758612090466*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.46264335499043*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3249348528444371*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49320449826191*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.48182159582689*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(0.507836497163028*pi,0.29437499892532504*pi,3.9777282389397*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[7];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.00892585151847916*pi,3.08891613749204*pi,1.0324668305088531*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.45036634578357*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.67900206822157*pi,0.07559796567103805*pi,3.85736370137735*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.446565050767908*pi,3.20956935262084*pi,0.752624216160326*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.100918854071133*pi,0.99445583112527*pi,4.21854420979742*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.389725669620461*pi,-0.10653620074891201*pi,3.79826977469105*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.296585694788175*pi,1.09448203212998*pi,4.3254756220473105*pi) q[13];\nu3(0.417735896685017*pi,2.4895228032727*pi,1.318859951894336*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.518736653392142*pi,-0.140014619326509*pi,1.259083150651072*pi) q[16];\nu3(0.556600143101293*pi,0.48557086535902805*pi,4.00666146460465*pi) q[0];\nu3(0.383871932515107*pi,3.46682705639958*pi,2.00801925500329*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.153273202257471*pi,0.63909971302531*pi,4.13565472043953*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0400541495304337*pi,2.78534239625393*pi,1.27896493968975*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.75212072759965*pi,0.044528499849057046*pi,1.005627470069225*pi) q[16];\nu3(0.698120508542368*pi,0.14222448757934003*pi,3.92493016461457*pi) q[0];\nu3(0.361198838271547*pi,0.6690229848849201*pi,4.21899836748287*pi) q[1];\nu3(0.7628727760258*pi,2.88547058643076*pi,3.96941853252315*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.66141414512557*pi,2.93796872620656*pi,4.08499740195209*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.74880129840679*pi,0.403250998503194*pi,1.388077876363989*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.725179094516527*pi,0.6312694206352201*pi,1.2390106649664299*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.800115923279441*pi,2.31005297417026*pi,3.70023237374611*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[11],q[16];\nu3(0.251503801628375*pi,3.12899495383434*pi,1.412581200503657*pi) q[12];\nu3(0.688110547454222*pi,3.45035803700365*pi,3.96366515590793*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.605503775635854*pi,-0.15201200958467798*pi,1.133746653403867*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.49869066988621*pi,0.5*pi) q[11];\nu3(0.41147744671424*pi,2.93771866174315*pi,1.253109850707234*pi) q[12];\nu3(0.43337575946945*pi,2.99856490689585*pi,1.77387626829242*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2966515171778878*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.404771228199467*pi,0.14626079667744096*pi,3.84803412323*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[11],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[10];\ncx q[1],q[4];\nu3(3.5*pi,3.49918382244848*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.198315710001725*pi,-0.4010895841429716*pi,1.4302045963716101*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.30746708937221*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.616431770580874*pi) q[16];\nu3(3.5*pi,3.37236941568247*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47362544019211*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(3.5*pi,3.34211673057484*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.17133667264097*pi) q[4];\ncx q[5],q[15];\nu3(1.0*pi,0.0*pi,1.182479361060955*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.35928582900505*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.223513577063744*pi) q[10];\ncx q[11],q[16];\nu3(1.0*pi,0.0*pi,1.1840759006360702*pi) q[12];\ncx q[0],q[10];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(3.5*pi,3.42952343953038*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.36378084552052*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2833499140715459*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5210731716315617*pi) q[4];\ncx q[5],q[15];\nu3(0.0*pi,-0.5*pi,0.5964918837218685*pi) q[6];\ncx q[7],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.6587027925815*pi) q[10];\nu3(0.689810509068024*pi,3.35154620299637*pi,3.65399422614626*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5282895514369148*pi) q[12];\nu3(0.337435671246448*pi,0.29669590529408496*pi,3.96402950805025*pi) q[16];\ncx q[0],q[10];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.44631657713308*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.407139453015884*pi,2.70813839249972*pi,1.405638599301781*pi) q[11];\nu3(1.0*pi,0.0*pi,1.274397315970703*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.46014480200289*pi) q[15];\nu3(0.844229599752762*pi,3.49409605853567*pi,0.9758877169439211*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.287851613903221*pi,2.93179720300075*pi,0.784679109486111*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.613240435633868*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.650447306489544*pi,0.36562326039038695*pi,0.5614130806171512*pi) q[0];\nu3(0.174393060641956*pi,3.21157769652563*pi,1.83422048629162*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.207626462788506*pi,-0.298927419414516*pi,1.494438829060962*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[7],q[13];\nu3(0.647534938115274*pi,-0.10158093093301701*pi,0.998035200193403*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.527406600525397*pi,2.64512107796856*pi,3.98654473068716*pi) q[0];\nu3(0.500285229902786*pi,0.01436153395779105*pi,3.51563146511481*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.224857208785893*pi,0.46168907914983504*pi,0.671056574942285*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.295755449703238*pi,3.18595383005395*pi,1.3177745119695121*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.911272336919566*pi,2.8723157285813*pi,3.13625817439305*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.569828914662659*pi,-0.375630094570796*pi,3.8390404943552*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.511201313411636*pi,0.155533381392424*pi,3.5728066660266*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.565939328037911*pi,-0.315090857199879*pi,3.59479886841701*pi) q[6];\nu3(0.631235509889246*pi,0.10343100859247001*pi,0.5801725803051724*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.9304719899612*pi,-0.10594940777001599*pi,4.05200480718918*pi) q[10];\nu3(0.486939493809714*pi,3.12176309022151*pi,3.45096362786972*pi) q[12];\nu3(0.517950249148711*pi,2.82249120729291*pi,1.2342497751745771*pi) q[13];\nu3(0.645130634452018*pi,3.39683323911374*pi,3.35776603665311*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.327006450248772*pi,0.65743764131479*pi,0.620403460098089*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.916063100645877*pi,-0.4485362299353161*pi,1.004393980399548*pi) q[4];\nu3(0.675669816309631*pi,0.49040786608005404*pi,1.098602500694906*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.539504861154794*pi,0.59433569433578*pi,4.33356740808043*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.205961877510029*pi,2.99068309437221*pi,1.69078563156651*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.566198575158908*pi,-0.33546955209462803*pi,3.28302097517498*pi) q[13];\nu3(0.411635924971604*pi,0.70458927812372*pi,0.5400198813150991*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.301254794772135*pi,3.17224012841884*pi,4.48812471689333*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49096529151385*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.223666898270285*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.261379782643984*pi,-0.10999089120419803*pi,3.91900541123752*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.335825856938216*pi,2.60811095912284*pi,1.22409603024874*pi) q[15];\ncx q[0],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.36636038566918*pi,0.5*pi) q[3];\nu3(3.5*pi,3.3782737801231*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.110014118235684*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.627116293049288*pi) q[11];\nu3(1.0*pi,0.0*pi,1.27079170259887*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.38761300842975*pi,0.5*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[10];\ncx q[3],q[14];\ncx q[4],q[9];\ncx q[5],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.372275340930375*pi) q[16];\ncx q[0],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46535167216198*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.45186556679054*pi,0.5*pi) q[5];\ncx q[7],q[13];\nu3(1.0*pi,0.0*pi,1.401274584036536*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.46052398866531*pi) q[9];\nu3(1.0*pi,0.0*pi,1.223740254650886*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,0.544093629182287*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.583360248378386*pi,0.6495137456096001*pi,0.798169608583627*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[14];\ncx q[4],q[9];\ncx q[5],q[8];\nu3(3.5*pi,3.49193151504351*pi,0.5*pi) q[7];\nu3(0.247672228454128*pi,2.63143787084943*pi,1.57868173574329*pi) q[11];\nu3(3.5*pi,3.46597789218323*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.420405649206276*pi) q[13];\nu3(1.0*pi,0.0*pi,1.351654995356772*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.669542519553812*pi) q[16];\ncx q[0],q[16];\nu3(0.583479354692486*pi,0.05698479982526705*pi,0.820486516121673*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,0.5470800969624854*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.37468061645363*pi) q[10];\nu3(0.491140113050872*pi,2.73355791508308*pi,1.156180180745348*pi) q[11];\ncx q[12],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(0.137065817969122*pi,0.38025682493797797*pi,3.51886654105575*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5283202393286714*pi) q[13];\nu3(0.476006444942413*pi,2.73709986509899*pi,1.042924360591208*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.44353579664394*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.350058775319459*pi,3.15135641445228*pi,4.37631929465942*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\ncx q[12],q[15];\nu3(0.604087711578843*pi,-0.355542263259016*pi,0.984565689749585*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.283906220485794*pi,0.497192813367903*pi,0.601471822449804*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0806845055298773*pi,0.23455229504519903*pi,4.42314750977558*pi) q[4];\nu3(0.36623942666852*pi,0.134772869749474*pi,3.67543632494113*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.566215193979244*pi,-0.20261611247738698*pi,0.676305621916811*pi) q[8];\nu3(0.383876445081207*pi,0.445105055815296*pi,0.5011376838829*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.198798216721365*pi,-0.231084878590044*pi,1.4270946127152722*pi) q[0];\nu3(0.312443858854853*pi,-0.062689996244224*pi,4.44189033347774*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.409050783005034*pi,0.9503124118245301*pi,4.445364249254*pi) q[4];\nu3(0.436458690084787*pi,0.63466195234703*pi,0.664568471182421*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.201737010846079*pi,2.74932773517631*pi,1.35911328630731*pi) q[8];\nu3(0.732106369537197*pi,3.27290332227241*pi,3.15157882024293*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.511207845924881*pi,0.043015167129847987*pi,1.410436551711578*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.559804801893382*pi,3.48136048728279*pi,3.43428458514446*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.793166991566834*pi,-0.17477494710979302*pi,4.20302721179453*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.855554179232161*pi,2.80764046638545*pi,3.70173216544378*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.817774852493655*pi,0.75636122931101*pi,1.1840277698399388*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.686557858549144*pi,0.412292356815011*pi,4.44115065191674*pi) q[10];\nu3(0.876299623362908*pi,2.86961665701609*pi,3.40181864200443*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.466858529486283*pi,2.7653625887816*pi,1.295196966790112*pi) q[16];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.606034176304092*pi,-0.4329267491907871*pi,3.75992463607304*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.588485548139926*pi,-0.23989028008944802*pi,4.30664367269625*pi) q[13];\nu3(0.616790049852295*pi,2.44502674892465*pi,3.88938513895766*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.38684070771496*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(1.0*pi,0.0*pi,1.335449051261586*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.472713097608784*pi,0.5355332139661899*pi,4.0710006877829095*pi) q[13];\nu3(0.153189017173858*pi,-0.289760592720808*pi,1.386332551705648*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.43764405635165*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.401556074896928*pi) q[5];\ncx q[7],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[16];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,0.5935528981424578*pi) q[4];\ncx q[6],q[13];\nu3(3.5*pi,3.47180602514133*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1063406830570321*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,3.4236829584793*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.141387535153999*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[1],q[4];\nu3(3.5*pi,3.44064063673821*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.646717434205048*pi) q[5];\nu3(3.5*pi,3.34850268523862*pi,0.5*pi) q[6];\ncx q[7],q[9];\ncx q[8],q[15];\nu3(3.5*pi,3.4590983496539*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.226048403716669*pi) q[13];\nu3(1.0*pi,0.0*pi,1.224577898125537*pi) q[14];\nu3(1.0*pi,0.0*pi,1.3111357314415741*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[16];\ncx q[3],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,3.41742995743602*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4406447882595295*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.526803117678456*pi) q[12];\nu3(1.0*pi,0.0*pi,1.222643398344116*pi) q[15];\nu3(0.590104405561359*pi,1.08179657287354*pi,0.786683389599412*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.59028438545432*pi,-0.280385387794141*pi,0.5429331587573168*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[9];\ncx q[8],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,4.4288519232208206*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.42683894468776*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.597080671922726*pi) q[16];\nu3(0.956805707280035*pi,-0.06277960193183901*pi,1.177858489424953*pi) q[1];\ncx q[2],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.489625301208343*pi,3.01504496416223*pi,1.189194035567261*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5688988732423781*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.833990701925247*pi,0.41584763907240596*pi,1.54015532209933*pi) q[11];\nu3(0.150265022997797*pi,0.09397297354553502*pi,4.30877703357151*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.338606902365395*pi,3.28344927599211*pi,1.318711388930856*pi) q[11];\nu3(0.786358891353527*pi,0.025592636389876966*pi,1.064290363743774*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.557742704654622*pi,-0.11611217702790899*pi,4.480062680187061*pi) q[2];\nu3(0.275069457746619*pi,0.18237100381501803*pi,4.49655390817978*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.878935767361903*pi,-0.228308440762706*pi,3.50103753132923*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.109803409424535*pi,0.33848032523689797*pi,3.94311515792244*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.24465144596977*pi,-0.4264229619530477*pi,1.1741607612590221*pi) q[2];\nu3(0.832656870734117*pi,3.40874170909251*pi,4.274069541182509*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.587538502077373*pi,-0.168205657394076*pi,0.638014199030861*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.33560403331705*pi,0.24798458919505195*pi,4.342273725324031*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.440178579787812*pi,0.24154297429350802*pi,1.290926847759146*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.70799538682697*pi,-0.17217886378623798*pi,3.99312983432952*pi) q[5];\nu3(0.861539972810583*pi,3.130645492014*pi,3.78439794676233*pi) q[6];\nu3(0.102706725345904*pi,0.01782123272388203*pi,4.34519844889139*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.84990213973287*pi,0.044706599041511974*pi,4.07470320387871*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.418796688305854*pi,2.75998047089072*pi,1.6030626946286*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.434081871562292*pi,-0.20833142594167797*pi,4.461493482282901*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.347565810812156*pi,-0.04907939274203499*pi,0.8935427685384141*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.20475574352522*pi,0.7710300238149801*pi,4.16992858115601*pi) q[9];\nu3(0.202063265419124*pi,-0.18344853663045302*pi,4.29713416693195*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.743636589188207*pi,3.49874836410467*pi,3.35150763656896*pi) q[13];\nu3(0.187518470233593*pi,3.12113740801141*pi,2.0910144787065397*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.572028367557071*pi,2.64040996774608*pi,3.98420587068255*pi) q[16];\ncx q[0],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.414489555603326*pi,0.094007954414976*pi,0.861146073198957*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.85331162536476*pi,0.10692037251568498*pi,4.27366454234633*pi) q[13];\nu3(0.374949989315271*pi,-0.4528236485707575*pi,0.981114958395966*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.44550703620428*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[4],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.46761962361078*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.296844359007963*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1704316909473391*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\ncx q[3],q[7];\nu3(3.5*pi,3.44116013425573*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.263944097330399*pi) q[6];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[13];\nu3(3.5*pi,3.44255896566664*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[9];\nu3(1.0*pi,0.0*pi,1.2051059741816*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.317322396345951*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.637593422195882*pi) q[15];\ncx q[0],q[15];\nu3(3.5*pi,3.49009042745197*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.30381469407541*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.40713298863741*pi) q[6];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.194937366825338*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.355467691093069*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,4.46458714648542*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.48868718923037*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.377312334877821*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.171865709540804*pi,3.3039492094301*pi,1.292970531114463*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5172690724647397*pi) q[9];\nu3(3.5*pi,3.37162466937735*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,0.5171039468283674*pi) q[13];\nu3(0.437373303813692*pi,-0.4551824760497527*pi,1.15419471343104*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2819274909132021*pi) q[16];\nu3(0.364118515073405*pi,1.10807772948571*pi,4.121835720676399*pi) q[0];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40459122749953*pi) q[14];\nu3(0.617308802494009*pi,-0.369034286366062*pi,0.583927183662006*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.44062543195578*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.900400068021818*pi,-0.4680851155336329*pi,3.67805786607414*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.791675604821568*pi,-0.296001916601462*pi,0.883913743370448*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.138469022226064*pi,2.92951372813645*pi,1.56816939014689*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.173058712090591*pi,0.9462508814066599*pi,0.5513889841615949*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.643714504140096*pi,0.005413738538291968*pi,0.8059289048112139*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.839384483841906*pi,0.18271702454266003*pi,3.79568116811851*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.229422417623407*pi,0.7042970803933*pi,4.49287557456414*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.349290393164401*pi,3.04183707504381*pi,0.871829496607117*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.886606967817666*pi,3.01354262894298*pi,4.45174137028615*pi) q[8];\nu3(0.66530922421877*pi,3.48827513695349*pi,3.06823213337714*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.541949691759678*pi,3.29457934571015*pi,4.16001375299206*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.509850855875148*pi,-0.16502997030202998*pi,0.823192650166524*pi) q[3];\nu3(0.307545069566041*pi,2.70810069794175*pi,1.4230878915436072*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.475562272595011*pi,3.23825617609366*pi,1.57902113597036*pi) q[6];\nu3(0.887649167108627*pi,0.24209621383606195*pi,1.60554991966923*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.929757373293668*pi,2.48192952332082*pi,3.55070744604678*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.312819655281659*pi,-0.255252710805266*pi,3.88477466615072*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.499080240034563*pi,3.18875162600971*pi,0.95346200168604*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.853937796428827*pi,-0.290223825537412*pi,3.32715811935334*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.924904369243219*pi,3.4888300676769*pi,3.8536695194158*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.395963665438652*pi,0.11698879936278805*pi,3.92676884300421*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[3];\nu3(3.5*pi,3.43862478499636*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.156794001308709*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.385858925588006*pi,-0.4744804791539454*pi,1.53618650442752*pi) q[10];\nu3(0.732938137093542*pi,0.82083320637481*pi,0.9411006062466369*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.31821546683175*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(1.0*pi,0.0*pi,1.242287049746734*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(3.5*pi,3.4671135266567*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.209924785375655*pi,0.226845236006899*pi,0.5446185816068698*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(1.0*pi,0.0*pi,1.192973120881329*pi) q[15];\nu3(0.561003520753898*pi,0.18867937127747003*pi,0.749643643341393*pi) q[16];\ncx q[0],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.41279053222113*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,0.5803530400099641*pi) q[8];\ncx q[9],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.302661889409905*pi) q[13];\nu3(0.842671679386264*pi,-0.41328148852727087*pi,3.44244080995613*pi) q[14];\nu3(0.271596378847714*pi,0.24708403354809905*pi,0.952972946135935*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,0.5872624331393994*pi) q[3];\ncx q[5],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47764989875356*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.245177102209519*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.57048461122623*pi,-0.006135992924471978*pi,3.89026487753396*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5881137830386655*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[4],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5603074503973811*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.471480038944495*pi,2.78118929492925*pi,3.76324427485599*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45020394760484*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.832208030689743*pi,2.66485179689444*pi,3.84570918034169*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.417748786262687*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42645310855816*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.683406966848916*pi,-0.186044441288921*pi,1.296749536879227*pi) q[0];\nu3(0.43058283128367*pi,0.47574001038496105*pi,4.11515794275849*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.686159644067612*pi,0.5424311264751001*pi,4.09911218722904*pi) q[6];\ncx q[7],q[14];\nu3(0.74913976354906*pi,-0.259149977546915*pi,3.45648856531762*pi) q[8];\ncx q[9],q[11];\ncx q[12],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.537341085487553*pi,2.88342290260061*pi,3.55747858127497*pi) q[15];\nu3(0.333493113139804*pi,-0.394654425189874*pi,3.99154619671294*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.634163055265544*pi,2.60684374979115*pi,3.99654114877436*pi) q[6];\nu3(3.5*pi,3.44311278258692*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.693309202537042*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.48491553087409*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.357169387950774*pi) q[14];\nu3(0.240994382838372*pi,2.89029227673872*pi,1.5346781510479*pi) q[15];\nu3(1.0*pi,0.0*pi,1.333597337877525*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.490793580593921*pi,-0.308561294369017*pi,0.5680483783458724*pi) q[3];\ncx q[4],q[10];\nu3(0.688684374830805*pi,-0.18536573098994102*pi,3.84283339941957*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.41068209377453*pi,-0.381779891025605*pi,1.2166126776205601*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.2774312674472*pi,-0.192564598360842*pi,1.5677621546241*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.646585801043425*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.39109738311361*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[16];\nu3(0.457466428030259*pi,0.48815463520854596*pi,3.72159806605215*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5737017179095*pi,-0.18773938268657198*pi,3.46869323500162*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.492249906075587*pi,2.73702443332779*pi,1.146655330443628*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.254312144521568*pi,3.22628944230722*pi,4.41631247194452*pi) q[7];\nu3(0.452185166828482*pi,0.92571435268225*pi,4.16789841828471*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.659413201536494*pi,2.60776940362012*pi,3.79244949106044*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.31315366828852*pi,0.5*pi) q[3];\nu3(0.507389499144592*pi,3.36177688468034*pi,4.15201849250044*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2534043266145471*pi) q[6];\nu3(0.806263105637804*pi,0.35976875945103204*pi,4.47743104632846*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.633326298601228*pi,-0.16785918168887698*pi,4.29247299593621*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.15605029073642*pi,2.84457147966979*pi,1.285393007854654*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[3],q[6];\nu3(0.644430707453321*pi,0.57139298937427*pi,1.344489411136378*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.461300440514646*pi,3.15895308450092*pi,0.6571698576295539*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5498231582522526*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[8],q[14];\nu3(0.237295137258914*pi,-0.388061437250307*pi,0.5908534622945646*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.665829947361834*pi,2.71813332328765*pi,3.78811719741023*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.47625352265517*pi,0.5*pi) q[0];\ncx q[3],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[7],q[13];\nu3(3.5*pi,3.35416151560151*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3213655773698472*pi) q[9];\nu3(0.346357047734029*pi,0.31774908086324105*pi,3.63641083624289*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.558295057865786*pi,3.48449783501698*pi,3.25824322324532*pi) q[12];\nu3(1.0*pi,0.0*pi,1.24947505560593*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47965914265359*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.260047370151316*pi) q[13];\nu3(0.735355847911247*pi,-0.39446056638613103*pi,4.43959774207399*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4382530286318*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.451415278067699*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.346215752813066*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.638544183306346*pi) q[14];\nu3(0.525735499707436*pi,3.05873001464642*pi,4.0066339312299*pi) q[16];\ncx q[0],q[9];\ncx q[1],q[11];\nu3(0.358017627914608*pi,-0.16096814800390802*pi,1.471913455970037*pi) q[3];\nu3(3.5*pi,3.33054759018121*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.182818152203835*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.535868783433684*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.263503723503112*pi,3.25492331146073*pi,1.207821883137112*pi) q[3];\ncx q[4],q[12];\nu3(0.296501083678404*pi,0.79405824576783*pi,4.35214629540968*pi) q[6];\ncx q[7],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4577380860621805*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[16];\nu3(0.452016689044187*pi,2.46162363369411*pi,1.403119078669011*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.830323458441034*pi,2.78194417918611*pi,3.31614524887295*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,0.630644007733847*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(3.5*pi,3.42132662476614*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.494421532800619*pi,0.27695034846850997*pi,0.5185055710901882*pi) q[7];\nu3(0.269189037162104*pi,0.03175538890516505*pi,0.820110684765772*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.47905238729751*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.87465035195748*pi,0.61134527201591*pi,0.5127430751303047*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2680297936353049*pi) q[15];\nu3(1.0*pi,0.0*pi,1.270574564220817*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.76875063318109*pi,3.43103474787167*pi,0.672056651849941*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.880165098208129*pi,0.378458158594397*pi,3.93937813091161*pi) q[13];\nu3(0.423033889864286*pi,-0.30230263504474797*pi,1.213950397948184*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.471432239867326*pi,3.43397367127587*pi,0.756143527026484*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.626675670085962*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5575440000265449*pi) q[16];\nu3(0.435738258123993*pi,0.18981402059362795*pi,0.735990759840509*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.265507019022899*pi,-0.03342319931650101*pi,3.8261220329177*pi) q[4];\ncx q[5],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.262742465244452*pi,0.20266335816928105*pi,4.19998368529701*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.403073201102471*pi,0.9056223289668499*pi,4.475356585855749*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.687675133485828*pi,2.7792697703775*pi,3.93744395259671*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.173683763989035*pi,3.19273196367177*pi,1.68806605420237*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.638730985821589*pi,-0.4680739947224588*pi,4.39621343180513*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.354704526888494*pi,-0.10822294221679202*pi,3.87550283290505*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.590002919982377*pi,3.11816244391077*pi,3.66654568071363*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.378221551825502*pi,0.47114145087367*pi,3.59285011430941*pi) q[11];\nu3(0.149236667359857*pi,2.92120131041843*pi,1.004022061601473*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.148266196997307*pi,2.8633930862354*pi,1.7288173785342*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.387737482972751*pi,-0.4815715012461407*pi,4.026049802812381*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.536935369562613*pi,3.3320909527785*pi,0.870633596060137*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.778846235288287*pi,3.37273801938993*pi,3.50321671919476*pi) q[10];\nu3(0.476576926171733*pi,3.45453321247815*pi,4.03370436171842*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.666359234811223*pi,2.47326972137389*pi,3.77933058485858*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.4747592531089*pi,3.21699587401733*pi,3.07431490948515*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.34577979709754*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.249916414143383*pi) q[12];\nu3(0.646907810937348*pi,0.92461879917904*pi,0.9190600080261311*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.47378310011385*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[5];\ncx q[3],q[12];\nu3(3.5*pi,3.3275375142164*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.395043575493978*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.155994245664885*pi) q[11];\ncx q[14],q[16];\nu3(0.645419892570412*pi,0.467205795670932*pi,0.986541578649138*pi) q[15];\ncx q[0],q[9];\nu3(3.5*pi,3.47126060099384*pi,0.5*pi) q[1];\nu3(3.5*pi,3.37623361481875*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(1.0*pi,0.0*pi,1.18466321846514*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,4.384181826678629*pi) q[12];\nu3(1.0*pi,0.0*pi,1.202158098997765*pi) q[13];\nu3(3.5*pi,3.49014037861579*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.209151499688117*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[5];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.39044712839705*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.31815586264974*pi) q[9];\nu3(1.0*pi,0.0*pi,1.35469084175935*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.41030873291617*pi) q[11];\ncx q[14],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,0.580768888498909*pi) q[5];\ncx q[6],q[10];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.526891409422949*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5464274711613029*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.47012524940127*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.73646203547432*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[16];\nu3(1.0*pi,0.0*pi,1.2698171335073098*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.568474858388196*pi,3.03723980797021*pi,3.97059805057621*pi) q[1];\nu3(0.793987020175797*pi,3.3336220474563*pi,3.83286909125778*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.453673802735042*pi,-0.0336841142041*pi,4.31330868210938*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.874664203573741*pi,2.89841447268884*pi,3.16441115221094*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.629929461261223*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[5] -> c[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.483640248678497*pi,-0.212562808534474*pi,1.52467007598036*pi) q[1];\nu3(0.542936055480676*pi,-0.42902426060341103*pi,0.639517425056119*pi) q[2];\nu3(0.272141512849844*pi,-0.4029834685770643*pi,0.801289803623774*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.582161526707928*pi,2.56241328294404*pi,3.95512969014741*pi) q[6];\ncx q[8],q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.362672245081631*pi,-0.340126314373067*pi,4.11603216945225*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.312251237410928*pi,0.443897883221836*pi,0.533322718991779*pi) q[13];\nu3(0.688095937839302*pi,-0.26321379499145603*pi,0.5933989906192207*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.217376756514702*pi,-0.289075393825093*pi,3.80757999129733*pi) q[3];\nu3(0.302129975338596*pi,-0.239884176985042*pi,0.674160193096353*pi) q[4];\nu3(0.734184537803251*pi,0.18834430943070501*pi,0.769045614908084*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.55186199367146*pi,0.67881727995931*pi,4.2908883309119705*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.583075247553974*pi,-0.074842867852848*pi,4.49808892294807*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.345016543555498*pi,0.27707436683240905*pi,4.2703528523277505*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.644119898345292*pi,0.8625394683927201*pi,0.93071392603051*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.818754156879*pi,3.27236260992066*pi,0.636358304163136*pi) q[11];\nu3(0.460332931877376*pi,0.006177304291785979*pi,3.66830279795949*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.494942430926272*pi,0.03050386763604196*pi,0.5216925330166411*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.513157730625544*pi,0.09064734730698898*pi,4.1922973803869095*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0784225597798013*pi,3.07489230169232*pi,1.9580243104426*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.669333495549233*pi,0.53333701183897*pi,1.218727983617418*pi) q[16];\nu3(0.375956863848596*pi,0.5211794501585001*pi,4.22771002766381*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[13];\nu3(0.712825719519678*pi,1.0698876627411*pi,0.5822905913307247*pi) q[8];\nu3(0.415687167664368*pi,-0.05132265515557499*pi,3.98952535194923*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.294680786265762*pi,-0.260934870868917*pi,3.81856074320852*pi) q[0];\ncx q[1],q[12];\nu3(3.5*pi,3.39513262486269*pi,0.5*pi) q[2];\nu3(3.5*pi,3.44255919306191*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.372724297173443*pi,2.84949789796718*pi,1.54679841384547*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3060427160607762*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2994542824265158*pi) q[13];\nu3(0.70170246847972*pi,0.6398849376361899*pi,0.620971971774964*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47486416700014*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[16];\ncx q[4],q[11];\ncx q[6],q[13];\nu3(3.5*pi,3.47692167987814*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.18728847687442*pi) q[12];\nu3(1.0*pi,0.0*pi,1.379047875013395*pi) q[14];\nu3(0.555239030642384*pi,-0.113865186507905*pi,3.63651901130933*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48039218105568*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43644181290597*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.551821993528323*pi) q[10];\nu3(1.0*pi,0.0*pi,1.349399899724793*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48289795530977*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.151783162189413*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[16];\ncx q[4],q[11];\ncx q[6],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.38079524688586*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.2003076598593*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\ncx q[8],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.706848099622202*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.576850793131711*pi) q[16];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.529492394510682*pi,0.53038927747228*pi,4.21522254913593*pi) q[2];\ncx q[3],q[16];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.40125103253463*pi,0.5*pi) q[8];\nu3(0.161634620929199*pi,0.13611040597110602*pi,4.24405504416203*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.170963247950466*pi) q[15];\nmeasure q[2] -> c[2];\nmeasure q[10] -> c[10];\nu3(3.5*pi,3.4661919444522*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[15];\nu3(1.0*pi,0.0*pi,1.31361146509295*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.185775318454844*pi,-0.02268082967311902*pi,3.53408000011051*pi) q[3];\nu3(0.676344193135361*pi,-0.14925025787770801*pi,0.654984374580712*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.776566637825532*pi,-0.278346119896309*pi,4.04430739679301*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.46188362499954*pi) q[15];\nu3(0.681414180074332*pi,-0.4662566400802677*pi,4.46955704337892*pi) q[16];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[11] -> c[11];\nmeasure q[16] -> c[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,0.626385920407259*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\nu3(0.514332107991239*pi,-0.4118662488039724*pi,4.02617357763231*pi) q[1];\nu3(0.830671666649151*pi,0.08203380852197495*pi,1.217738918408926*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.693254620827937*pi,-0.24161648516199602*pi,4.0961326079301*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nmeasure q[1] -> c[1];\nmeasure q[6] -> c[6];\nmeasure q[13] -> c[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.913946665006354*pi,3.01701485452637*pi,3.51418016824679*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.191260203453606*pi,-0.060048587227209016*pi,1.402029961527964*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nmeasure q[7] -> c[7];\nmeasure q[12] -> c[12];\nu3(0.782568925011442*pi,0.03901067039654005*pi,0.730676039333966*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nmeasure q[0] -> c[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.558744462788709*pi,2.75499144105541*pi,1.330650715554634*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nmeasure q[14] -> c[14];\nu3(0.39431819622569*pi,3.25006620227065*pi,1.74498615187872*pi) q[8];\nu3(0.631483883499249*pi,-0.15019542753648102*pi,3.96360179413663*pi) q[9];\nu3(0.38497923489349*pi,0.28870790745069197*pi,0.8559052778828871*pi) q[15];\nmeasure q[8] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[15] -> c[15];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.397329624358769*pi,3.45941782751649*pi,2.00070417534937*pi) q[0];\nu3(0.752840965454287*pi,0.7880446153324101*pi,0.821710240611635*pi) q[1];\nu3(0.370722792777801*pi,3.18627910706121*pi,2.07452093069217*pi) q[2];\nu3(0.232697499720695*pi,3.36866845586334*pi,1.096075739365211*pi) q[3];\nu3(0.759033197417242*pi,-0.4523875719499003*pi,3.61663531907924*pi) q[4];\nu3(0.494633528586156*pi,3.05148326826045*pi,3.46194880661226*pi) q[5];\nu3(0.224949685342015*pi,-0.23596221804727402*pi,1.464298476529232*pi) q[6];\nu3(0.477833829567241*pi,0.9436972138087001*pi,4.244994406927081*pi) q[7];\nu3(0.736729269399692*pi,-0.032546585065865*pi,4.32848811337465*pi) q[8];\nu3(0.206738779414348*pi,0.14403529835579199*pi,3.76364951804116*pi) q[9];\nu3(0.858547402625047*pi,3.2803290100805*pi,3.98320739954638*pi) q[10];\nu3(0.600071786064878*pi,3.30874045973063*pi,0.5055034064401721*pi) q[11];\nu3(0.391941072324037*pi,0.7618953986574399*pi,4.1602990325917695*pi) q[12];\nu3(0.473538021808253*pi,2.44386360546905*pi,1.287404609655793*pi) q[13];\nu3(0.632387047775685*pi,0.16023614306559697*pi,4.1677406359705405*pi) q[14];\nu3(0.378323224958564*pi,-0.219044774809931*pi,1.121943404280956*pi) q[15];\nu3(0.631946440490051*pi,-0.04178007582583798*pi,4.106367466022331*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.39222355633258*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.42842878516762*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2183118754992739*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.306577967298119*pi) q[16];\ncx q[0],q[11];\ncx q[2],q[13];\nu3(3.5*pi,3.49152509824946*pi,0.5*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[16];\nu3(3.5*pi,3.34860750786069*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.312540908868072*pi) q[9];\nu3(1.0*pi,0.0*pi,1.372446562483002*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49265301427078*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,3.45531408160398*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(3.5*pi,3.40650007927282*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.246177468991465*pi) q[8];\nu3(1.0*pi,0.0*pi,1.223230063676425*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5738106583135174*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3474223794118378*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,0.5145881351250658*pi) q[16];\ncx q[0],q[11];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,0.681042452385633*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5904449309176473*pi) q[12];\nu3(3.5*pi,3.48907169881578*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.376848468751946*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.631467298646149*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5463147567935493*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5391176416521444*pi) q[13];\ncx q[14],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.877055368962693*pi,0.54759316175843*pi,4.31247288087804*pi) q[0];\ncx q[2],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(0.556659539082605*pi,3.15259203216006*pi,0.745068657159393*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.32917164026306*pi,2.54759270606573*pi,1.05165233463316*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5240235745065522*pi) q[15];\nu3(0.222988645011825*pi,0.63884592788763*pi,3.95088349421889*pi) q[16];\nu3(0.382618380381025*pi,0.37130794046911797*pi,3.48322145460083*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.647999518367603*pi,-0.372589165333222*pi,3.86783420215902*pi) q[5];\nu3(0.372758112290763*pi,2.50485679081191*pi,1.290413661847108*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.700438470510411*pi,0.5179643233534601*pi,0.837039815674903*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[15];\nu3(0.204400537318183*pi,1.00762535743516*pi,4.3567985168843695*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.821334584453428*pi,3.06179369056627*pi,3.66036944590823*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.358486939885824*pi,2.48942153556701*pi,1.319402902758172*pi) q[2];\nu3(0.820864346426574*pi,3.14810038890136*pi,4.36302898025248*pi) q[3];\nu3(0.468755113275158*pi,0.40241734510386196*pi,0.5998404196799921*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.884545261102624*pi,0.72578659237833*pi,0.914872426890845*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0961595739178011*pi,0.357680251477146*pi,0.705341518414103*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.737895803846704*pi,3.25430767529613*pi,3.86447448060577*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.562309750822*pi,-0.334806377858069*pi,3.28826258467386*pi) q[2];\nu3(0.359385170977263*pi,-0.228412406912416*pi,1.146267304384849*pi) q[3];\nu3(0.406326407912057*pi,2.72100818207091*pi,3.78635362602107*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.256113823864207*pi,0.79298119330545*pi,0.648387376193278*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.547059799303879*pi,-0.015603215061112008*pi,0.959209003041549*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.697966625756775*pi,-0.11218097127502002*pi,4.15146188765479*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.39441605326826*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.191160083521815*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.378510420275536*pi,3.22329368185284*pi,4.3200084681024205*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.731824740139643*pi,-0.178665410745808*pi,1.1012809224293*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.66647801658835*pi,0.9239157488971801*pi,0.886247068052472*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\ncx q[1],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.338709635371629*pi,0.7191936208723*pi,4.44088969331918*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.567460649671689*pi,2.95177664770202*pi,3.67052103550351*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.317078052767579*pi,0.179610869591465*pi,3.85699513981393*pi) q[13];\nu3(0.64665104410805*pi,0.137764987350375*pi,0.834680693345706*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,0.638539465777826*pi) q[5];\ncx q[6],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.342249915554256*pi,0.10609952794438304*pi,4.40684839620749*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\ncx q[1],q[5];\nu3(3.5*pi,3.4766146783809*pi,0.5*pi) q[4];\nu3(3.5*pi,3.45542004215461*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1559924865971118*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.354418563336576*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.37298652615422*pi,-0.09717746462014498*pi,0.9544717744861511*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[4],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[7];\ncx q[8],q[9];\ncx q[10],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.199606455265377*pi,3.27193573809166*pi,1.80080636100736*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5526676404871673*pi) q[7];\nu3(3.5*pi,3.36193101687779*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.269228505117012*pi) q[9];\nu3(3.5*pi,3.47635986778763*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.618157410941296*pi) q[11];\nu3(1.0*pi,0.0*pi,1.26242744691762*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.446520673843713*pi,0.36191415278752703*pi,3.78324845878041*pi) q[1];\nu3(3.5*pi,3.42233964135278*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[7];\ncx q[8],q[9];\ncx q[10],q[12];\ncx q[13],q[16];\nu3(1.0*pi,0.0*pi,1.237129552058374*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[15];\nu3(0.892466638144705*pi,-0.11629812455292798*pi,0.544856912339799*pi) q[1];\ncx q[3],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.634515952221056*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.622758993971569*pi) q[12];\nu3(3.5*pi,3.48388240929012*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.209800731876555*pi) q[16];\nu3(3.5*pi,3.48168764372903*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.821021144837242*pi,0.65112409091365*pi,4.32994306990653*pi) q[4];\nu3(0.332003405750773*pi,0.012400616689314026*pi,4.25673637120899*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\ncx q[10],q[12];\nu3(0.444360642158344*pi,3.12223727141712*pi,1.76289276522928*pi) q[11];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,0.5039127310033361*pi) q[14];\nu3(1.0*pi,0.0*pi,1.136043132954569*pi) q[15];\ncx q[0],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[14];\nu3(0.332711896270323*pi,0.08256177219369998*pi,4.00377750201429*pi) q[4];\nu3(0.0722531667948001*pi,3.15698884445611*pi,2.1186569156842303*pi) q[5];\nu3(0.738755059090902*pi,3.36265187860808*pi,4.40574992922458*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.686775025470744*pi,-0.36813748927885803*pi,0.5988623975122183*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5094968444671095*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.438404751645806*pi,-0.234852859719913*pi,3.99734455578381*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.775847176678539*pi,-0.17903898645363497*pi,4.12677118437823*pi) q[8];\nu3(0.70916292739244*pi,-0.20437540022085798*pi,0.695059239127097*pi) q[9];\nu3(0.673642065261034*pi,-0.359318921992159*pi,0.719606643398777*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.316656001851851*pi,0.19957282609076998*pi,4.4459567358765*pi) q[12];\ncx q[13],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5547156942008145*pi) q[15];\ncx q[0],q[15];\nu3(3.5*pi,3.45464094254052*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.345240579012897*pi) q[2];\nu3(0.493373055721394*pi,0.8081987669951001*pi,0.649507396088668*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.768260987221387*pi,-0.383923147988515*pi,0.5649874110812865*pi) q[7];\nu3(0.472268866559674*pi,0.74693051927503*pi,0.876871771597175*pi) q[8];\nu3(0.641805597015029*pi,3.10132599684513*pi,3.51685201888184*pi) q[9];\nu3(0.456905351853194*pi,2.76289876584728*pi,0.944423358930774*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.225732194248836*pi,3.16320995519335*pi,4.44859843208521*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.611521778421873*pi,0.62255311997144*pi,0.672849436893134*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\nu3(0.307766938821942*pi,-0.221349580398298*pi,1.55242392712289*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.439707678123148*pi,-0.07213686617452097*pi,3.9054712161277*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.695481277157066*pi,0.420359523259041*pi,3.9446027367207*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.777332524527053*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.628279731606275*pi,1.05386484013097*pi,0.844571768865209*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.462381902413225*pi,0.05366423628830397*pi,3.87077551266204*pi) q[0];\ncx q[1],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.596270205992498*pi,-0.4749164857888551*pi,0.7442838327929759*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.720439860644394*pi,0.54856359431886*pi,4.4417854207632*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[8];\ncx q[5],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.457954448506339*pi,0.462161683262835*pi,0.72424224985412*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(3.5*pi,3.35088948331581*pi,0.5*pi) q[3];\nu3(3.5*pi,3.42974745727011*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48477687210565*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.379949243477181*pi) q[8];\nu3(1.0*pi,0.0*pi,1.231335078613387*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3841231668311789*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.230603550142882*pi,0.008320367871673007*pi,3.94197452231599*pi) q[15];\nu3(0.696931215003157*pi,0.022850674228889978*pi,4.172242490018791*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[8];\ncx q[5],q[12];\ncx q[7],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.326017726404367*pi,0.7643745401715101*pi,0.5442293576739695*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.667921290463076*pi,3.33389485549769*pi,3.60752510003656*pi) q[1];\nu3(0.061908057796701*pi,3.4852189374191*pi,4.49043008122362*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49550133892861*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.48155617546563*pi) q[8];\nu3(1.0*pi,0.0*pi,1.268363113057137*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.540367482393417*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46115163197967*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.584917585381664*pi,1.09687669060318*pi,0.794574107782724*pi) q[1];\nu3(0.513640887770736*pi,-0.17234625083010302*pi,0.5716570657044248*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[8];\ncx q[5],q[12];\ncx q[7],q[9];\ncx q[13],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.31966501611707*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.48876531266884*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.279332951315405*pi) q[14];\nu3(3.5*pi,3.4110414981307*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.45306179434659*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\nu3(1.0*pi,0.0*pi,1.10412091966854*pi) q[15];\nu3(1.0*pi,0.0*pi,1.302287060283343*pi) q[16];\ncx q[0],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.515461779347241*pi,3.06840265198561*pi,0.855418598804859*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\ncx q[11],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.22426594906187*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.725506701957749*pi,0.337747298160197*pi,3.89199290918322*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.271533540670173*pi,2.72915585435514*pi,0.810429652578715*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,0.5365993237834008*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.670474584654279*pi) q[16];\ncx q[0],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.272873315122169*pi,3.46844133531715*pi,0.506106867157638*pi) q[10];\ncx q[11],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.86471877024089*pi,0.006561394157286959*pi,1.083212256285866*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.481938694900117*pi,2.67208927848521*pi,1.224807540350625*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.426746116275464*pi,3.37241136881996*pi,0.7929636847468999*pi) q[4];\nu3(0.439770079490542*pi,2.70633304923072*pi,1.313863179845695*pi) q[5];\nu3(0.295980227392295*pi,-0.36284970489427404*pi,1.227290465033513*pi) q[7];\nu3(0.282592262822948*pi,3.05869523292745*pi,1.75820471068864*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.586396272565982*pi,3.28720414694602*pi,2.89301157681955*pi) q[11];\nu3(0.269179084374018*pi,0.15329509152263898*pi,3.97475701131581*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.557495778230271*pi,-0.011094430864674987*pi,1.190507026694347*pi) q[0];\nu3(0.343073887608862*pi,2.90641659136531*pi,1.649125719192*pi) q[4];\nu3(0.935654637528766*pi,-0.10977125592407*pi,3.90910795150933*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.888208027977992*pi,0.31774351868317696*pi,0.806240272499908*pi) q[8];\nu3(0.187349611806047*pi,2.32419334722934*pi,1.320149210497597*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.635500890912651*pi,0.13278375095426398*pi,4.06929887174904*pi) q[11];\nu3(0.609304316797778*pi,0.04680555932472297*pi,3.58414231853233*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.862464754282696*pi,-0.14923271256870901*pi,0.5242234999210645*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.566112988656021*pi,2.79541802808827*pi,1.322161497111146*pi) q[15];\nu3(0.596108709314321*pi,0.11604043217260895*pi,1.303906502879981*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.882762629192822*pi,-0.26477678846797104*pi,0.591855144956405*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.41944159754951*pi,0.324703324517167*pi,3.81504395832126*pi) q[15];\nu3(0.759756603462896*pi,0.6175710628659501*pi,0.581913316338212*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.115631955622517*pi,0.86915257316677*pi,4.49855104866969*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.4753675428945*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[4],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.3685905326593382*pi) q[7];\nu3(3.5*pi,3.37727376228858*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.289346192914803*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.917429875969737*pi,-0.07853719771722101*pi,1.051398309924104*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[1],q[7];\nu3(3.5*pi,3.46412991532083*pi,0.5*pi) q[2];\nu3(3.5*pi,3.35484066725117*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(1.0*pi,0.0*pi,1.259246202836374*pi) q[9];\ncx q[10],q[11];\ncx q[12],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.512603840274789*pi,2.90311615874462*pi,3.95214658522883*pi) q[14];\nu3(1.0*pi,0.0*pi,1.137335394097296*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[4],q[16];\nu3(3.5*pi,3.41111469707406*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,4.46567468667903*pi) q[7];\nu3(1.0*pi,0.0*pi,1.242105822728699*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.26823979485264*pi) q[11];\nu3(3.5*pi,3.38879900140112*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.26040479233955*pi) q[15];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(3.5*pi,3.39787772368003*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.2734977699783006*pi) q[9];\ncx q[10],q[11];\ncx q[12],q[15];\nu3(1.0*pi,0.0*pi,1.2065738939679789*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.44131916035066*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[14];\ncx q[4],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5368238776292453*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.606693247300481*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4543487583161*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,0.647198093535428*pi) q[13];\nu3(1.0*pi,0.0*pi,1.252378719902901*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.341267077058834*pi,-0.23115626627336*pi,0.96984188873308*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5012658379352777*pi) q[14];\nu3(0.390168401909063*pi,3.4750376888798*pi,0.978363253602886*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.638075995341222*pi,-0.196244348532429*pi,3.49132220020299*pi) q[5];\nu3(0.287738576836538*pi,2.83502461665458*pi,1.61936243713624*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.708379336793426*pi,3.4249352252618*pi,3.81819633580829*pi) q[12];\nu3(0.50979267238211*pi,2.68516354547*pi,3.56405875751202*pi) q[13];\nu3(0.1576092663204*pi,0.294556925940875*pi,0.986654958476292*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.749360028265847*pi,-0.4228548263103349*pi,4.31691135421205*pi) q[4];\nu3(0.505791385941793*pi,3.41694799430641*pi,3.54288507337099*pi) q[5];\nu3(0.246526540925232*pi,2.98333257874728*pi,0.8255428783902949*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.62623339434995*pi,0.42417559304059804*pi,0.716297824304532*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.481754408877195*pi,-0.024259290639852993*pi,0.518313174540959*pi) q[1];\nu3(0.445054344247398*pi,3.09396685083349*pi,4.44635115415341*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.411792164083294*pi,1.03672042581012*pi,4.2944466580505*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.454986781624229*pi,3.04223864125011*pi,1.190936936594177*pi) q[8];\nu3(0.344391793497841*pi,3.28682325028774*pi,1.91541687349894*pi) q[9];\nu3(0.630624516732733*pi,0.04789352454071305*pi,4.34817916306012*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.613058475021603*pi,3.36429197715943*pi,4.4931041433113705*pi) q[16];\nu3(0.173745289620919*pi,2.96754718633713*pi,0.7887340943415839*pi) q[1];\nu3(0.30251758517162*pi,-0.32885766822817797*pi,3.98925952796319*pi) q[2];\nu3(0.679225310350481*pi,3.26422423165943*pi,4.4688955785974205*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.586735831124871*pi,-0.316842842434671*pi,0.5251515696017756*pi) q[8];\nu3(0.646469895906431*pi,0.46606544978003595*pi,4.21757720640469*pi) q[9];\nu3(0.500107539178475*pi,-0.246905317823174*pi,1.054910983106042*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.632515500861077*pi,0.20615067277364796*pi,4.261974241998971*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.563857274350418*pi,0.17322232033315998*pi,4.498066148874241*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(0.65817509096603*pi,0.03399431167693201*pi,1.238235866022257*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.84049442124043*pi,2.88026169794488*pi,3.43208232020371*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39757062406927*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.234336703860001*pi) q[6];\nu3(0.256181207582752*pi,0.9949969544888*pi,4.3407528153534205*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.465885967005447*pi,-0.027972119996492018*pi,0.5359028415823976*pi) q[11];\nu3(0.664052683141055*pi,-0.342509321769756*pi,1.07663969275576*pi) q[14];\ncx q[0],q[3];\ncx q[1],q[2];\ncx q[4],q[8];\ncx q[5],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.236116693374199*pi,-0.19919802734110098*pi,0.5946164014349878*pi) q[14];\nu3(3.5*pi,3.34398837804566*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4804755881107*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.221458419397306*pi) q[2];\nu3(1.0*pi,0.0*pi,1.1546378255237*pi) q[3];\nu3(3.5*pi,3.44130171047735*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.28417290947291*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.330805886171516*pi) q[8];\nu3(3.5*pi,3.35167492250035*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.316306500825374*pi) q[15];\ncx q[0],q[3];\ncx q[1],q[2];\ncx q[4],q[8];\ncx q[5],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[15];\ncx q[10],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.43056703462221*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.47446922244335*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.532303485507356*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(3.5*pi,3.47095714142038*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.085106208649154*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,0.659009998235088*pi) q[15];\ncx q[0],q[3];\ncx q[1],q[2];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\ncx q[9],q[15];\ncx q[10],q[13];\nu3(3.5*pi,3.25397551280861*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.139191172478188*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.44138443852363*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.222461656844977*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45754456207806*pi) q[13];\ncx q[14],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.700237124780974*pi,-0.249885253679358*pi,3.84705335888478*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.386176339931606*pi,-0.383119325288948*pi,3.98272328342748*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5920891203919858*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.468730985359145*pi,0.6706756867716199*pi,4.4335143861632496*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.418378533618127*pi,0.325086002911145*pi,3.81517658682888*pi) q[8];\nu3(0.66272539925499*pi,0.08459556795009204*pi,4.03111378977022*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.47971268403404*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.42330313496629*pi,3.29454946619986*pi,1.332894478171788*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.227945109649007*pi,-0.395112307861795*pi,1.01681831578882*pi) q[5];\nu3(0.634142668920474*pi,2.65293289820937*pi,3.87494509634846*pi) q[6];\ncx q[7],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.44702065529716*pi,2.76173419479887*pi,3.84392048465638*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.868058904805723*pi,-0.09096463638964503*pi,0.683580497020994*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.603639769072954*pi,3.12202678120081*pi,4.0252993732838*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.882192133520039*pi,3.35141824613921*pi,4.36522211756037*pi) q[5];\nu3(0.537530851801134*pi,0.5111410502784699*pi,1.04659980020373*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.517526720628344*pi,3.37119260048067*pi,1.85657237033022*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.539787006360538*pi,0.5422105104891699*pi,4.19494727026863*pi) q[1];\nu3(0.580003587279372*pi,3.30557620610491*pi,4.19035593999455*pi) q[2];\nu3(0.672999975986745*pi,3.19710423148574*pi,0.5211239452356597*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.297306669722109*pi,0.7356114337643*pi,4.22834725059246*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.232872113619201*pi,0.13236160969941102*pi,4.24806887666613*pi) q[1];\nu3(0.401098814445938*pi,-0.182511152068828*pi,1.306109474189538*pi) q[2];\nu3(0.692686707412713*pi,-0.252713680760388*pi,1.0491119212825462*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.248607289744002*pi,-0.4040381470906375*pi,4.15498251978038*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.657528455547319*pi,-0.4803573933317058*pi,3.50724318787375*pi) q[14];\nu3(0.560704681968425*pi,-0.4734136670700907*pi,0.646435740796751*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[11];\ncx q[6],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.572892626667261*pi,-0.49378101382605466*pi,0.658184751200539*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.651422530522287*pi,3.44981167862982*pi,3.87858174529762*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.41968420418234*pi,0.5*pi) q[5];\nu3(3.5*pi,3.33041714071211*pi,0.5*pi) q[6];\nu3(0.097597904656695*pi,-0.07640589587497598*pi,4.33028338497213*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2204427990780071*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.519082672942638*pi,-0.4995602739006106*pi,3.94312555947444*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.239458686571772*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[5],q[11];\ncx q[6],q[15];\nu3(0.157635133121008*pi,0.224434266107989*pi,0.695117311758157*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.290404907487514*pi,-0.393880830020395*pi,4.49273026909148*pi) q[13];\nu3(3.5*pi,3.37839078863543*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.220718590394797*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,0.5926615220043507*pi) q[11];\nu3(0.275769580673562*pi,-0.302943852730687*pi,1.280073884338665*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.370147228014821*pi) q[15];\ncx q[0],q[3];\ncx q[1],q[4];\ncx q[2],q[8];\ncx q[5],q[11];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.24812095710838*pi,0.5*pi) q[10];\nu3(0.559633865423014*pi,3.16490533504798*pi,3.97458618353894*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.159263963845466*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40921730995805*pi,0.5*pi) q[1];\nu3(3.5*pi,3.36997835616966*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.35849282182553*pi) q[3];\nu3(1.0*pi,0.0*pi,1.233809748837721*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.230794387198541*pi) q[8];\ncx q[10],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[3];\ncx q[1],q[4];\ncx q[2],q[8];\nu3(0.362075608965787*pi,0.357462494513783*pi,3.53746550830102*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.567623250123388*pi,0.16251410395212895*pi,4.30132959970621*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5761631037065773*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.39611167211036*pi) q[4];\nu3(0.230948389273059*pi,-0.41895482760154257*pi,0.9615337421407171*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,4.4774030071272595*pi) q[8];\ncx q[10],q[16];\nu3(0.540347492799717*pi,0.297976815230642*pi,0.652973857565628*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[4];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,3.4789641930704*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3473429359685531*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.496644014889335*pi,0.8380832072289801*pi,4.013374107244649*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.39782709897658*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.363744524893106*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.386792144197347*pi,-0.4284997999451246*pi,1.0905721550622611*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.42289442437992*pi) q[9];\nu3(0.535230667689204*pi,-0.184771816039501*pi,0.786814695715929*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.739457945701637*pi,3.24484949862868*pi,4.47171844405595*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.187540324897012*pi,0.14207987843325898*pi,0.965933181503638*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.60938524652728*pi) q[13];\nu3(0.647816379666759*pi,0.321204270836986*pi,3.8485223235798*pi) q[15];\nu3(0.434097528923442*pi,3.25107823689233*pi,1.64015925029947*pi) q[16];\nu3(0.432578546968913*pi,0.12117270407330105*pi,3.6106105376669*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.270992598682561*pi,-0.11461181038534202*pi,4.2318702247869595*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[12],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.198851119828905*pi,-0.153651925339356*pi,4.26855993509116*pi) q[16];\nu3(0.349963559281749*pi,0.9041587476544799*pi,4.39539744075537*pi) q[0];\nu3(0.291258556183608*pi,2.71037482651871*pi,0.989551162560549*pi) q[1];\nu3(0.287560268355465*pi,-0.4661287792391086*pi,4.1786446600903595*pi) q[2];\nu3(0.395552657389897*pi,0.26520598587091104*pi,3.57825401283896*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.577596136622188*pi,2.92081936353026*pi,3.62336746396816*pi) q[1];\nu3(0.338772503304463*pi,0.65649166508647*pi,4.411369140213949*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.303300462553637*pi,3.10081968751654*pi,1.4898852758605239*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.356355542399546*pi,2.8222310508372*pi,0.690832708212384*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\ncx q[0],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.691034565648463*pi,-0.014835565342619983*pi,4.0192140298410095*pi) q[4];\nu3(0.962179428911072*pi,2.80179653776074*pi,4.04667442186792*pi) q[7];\nu3(0.0943423787292767*pi,0.9475735018115801*pi,4.4294024652950394*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.404106801586212*pi,0.65822696048999*pi,4.1224499617293*pi) q[12];\nu3(0.428157497604448*pi,2.69128087345102*pi,0.9861677106238971*pi) q[13];\ncx q[15],q[16];\nu3(3.5*pi,3.43857621829226*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.628174804220651*pi,3.41051119189765*pi,3.62333265294588*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.328112892740973*pi) q[10];\nu3(0.666593989058202*pi,2.64736082941969*pi,3.87463563722345*pi) q[12];\nu3(0.395653220541181*pi,2.91618025619645*pi,0.643063016558309*pi) q[13];\nu3(3.5*pi,3.47740111470211*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.139159972370283*pi) q[16];\ncx q[0],q[10];\nu3(3.5*pi,3.36477047129074*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.221485259869401*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.417667137565609*pi,2.78900716635958*pi,1.393608712386429*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[15],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.49514470177494*pi,0.5463998404677599*pi,4.11377403496113*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.2481229704740695*pi) q[10];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.40718930183133*pi) q[16];\ncx q[0],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5583958782403357*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(3.5*pi,3.35375179270029*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.176495025323653*pi) q[12];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\nu3(3.5*pi,3.49661194347541*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47563284266661*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.421467956384081*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.291372110569802*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[8];\nu3(3.5*pi,3.47278895419363*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.205158954563047*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5253218950363201*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.599313267009357*pi,-0.30968800288834597*pi,4.26661381542329*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.323578766227286*pi,-0.278050041957555*pi,1.63307716240909*pi) q[5];\nu3(3.5*pi,3.49231011353873*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4126608229754805*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,0.5369620246209625*pi) q[13];\nu3(1.0*pi,0.0*pi,1.304133160638133*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.288596888254129*pi,-0.18744122072526098*pi,1.319385322039289*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.383311727433939*pi,3.47943529209109*pi,1.88952514795819*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.6202641319248869*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.580245081587778*pi,0.07546414989984596*pi,1.366233036991193*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.33674668547177*pi) q[14];\nu3(0.270950308453094*pi,0.46914755379329*pi,0.5277256961078305*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.845425678184058*pi,3.40234737934982*pi,2.9420609585343*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.534330193162868*pi,0.19424394569272896*pi,3.60734251364388*pi) q[10];\nu3(0.373937752916166*pi,0.03730029021699899*pi,3.53219566422875*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.643344250132898*pi,1.04378197473747*pi,0.725468307146405*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.350677092315718*pi,0.455486043707953*pi,0.9814612250422541*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.73489263954265*pi,0.0036594830926609534*pi,4.42033737541766*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.269052781360992*pi,2.80124203168567*pi,1.4831471777830751*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.433220077236827*pi,3.24815173526888*pi,0.868106436096593*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.179328638952176*pi,0.01499210573640597*pi,4.21456710196156*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.71178660196137*pi,3.47571085905857*pi,4.45793418509469*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.338397863055618*pi,0.414232999424734*pi,3.60974274017572*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.365460076414122*pi,3.41643468937524*pi,4.48338339948115*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.356105935966547*pi,3.0377720016719*pi,1.011138812481007*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.511655418092896*pi,0.26282022073079303*pi,4.10875876382342*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.934276893615237*pi,0.56021543251737*pi,4.2555006064533405*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.299307462439817*pi,0.252928965967388*pi,0.672669929770452*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.664192420198901*pi,0.324681780111416*pi,4.35935315749889*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48787343661476*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.814174503732009*pi,3.02842298995747*pi,3.43188256357561*pi) q[6];\nu3(0.656597282822179*pi,3.27961008366165*pi,2.88310221643884*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(1.0*pi,0.0*pi,1.422713183497737*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[9];\nu3(3.5*pi,3.41351077713247*pi,0.5*pi) q[2];\nu3(0.577967806766416*pi,0.048075200990796985*pi,0.795100578937828*pi) q[3];\ncx q[4],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.297251412974838*pi,3.22355014290967*pi,1.038674509195195*pi) q[7];\nu3(0.270140025332747*pi,3.23948864082388*pi,4.420089995972059*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.257044769029142*pi) q[15];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.480166830630416*pi,2.70455164661858*pi,1.356841840040641*pi) q[3];\nu3(3.5*pi,3.34200108859492*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.118187139280574*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.800647012817248*pi,0.247740998194803*pi,3.83885563859316*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.36779502150104*pi) q[9];\nu3(0.808108965171594*pi,0.5409713817708*pi,1.1996483214837719*pi) q[14];\nu3(3.5*pi,3.46219793458794*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[5];\ncx q[6],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.4032492950770439*pi) q[12];\nu3(0.409794808755412*pi,0.016601347922658993*pi,4.11444601380056*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.41057674882292*pi) q[15];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.4052447653105595*pi) q[5];\nu3(3.5*pi,3.35081840912678*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.25758801815459*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[5];\ncx q[6],q[11];\nu3(3.5*pi,3.38255586109574*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5628582526595198*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2390103550821339*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4258476392337*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.258318890830129*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5015512513345612*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5430364720132962*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[13];\nu3(3.5*pi,3.4788592307239*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38638165692538*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.318470792328192*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.855240082531008*pi,3.14107671237038*pi,4.36873461519129*pi) q[1];\nu3(0.606266157811301*pi,2.45386911136551*pi,3.8852612862648*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.808846342127446*pi,0.34353368431826803*pi,0.5635838373260041*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.53018535553523*pi,-0.282212587067159*pi,3.84353403861499*pi) q[6];\nu3(0.733345967329526*pi,0.09191408440889204*pi,0.9904667347566041*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.151041287497808*pi,-0.016734350631707973*pi,1.10498130825853*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.685755965536037*pi) q[14];\nu3(0.627990814067181*pi,2.84409998554054*pi,3.57585858068356*pi) q[15];\nu3(0.242822855612848*pi,2.40518343427184*pi,1.282054485706214*pi) q[0];\nu3(0.685487721591813*pi,-0.19999602148531997*pi,0.9735366721500069*pi) q[1];\nu3(0.126338412341971*pi,3.07904519158077*pi,1.135220357367273*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0913605789778077*pi,2.7601371253153*pi,1.292020332970171*pi) q[4];\nu3(0.72416465728085*pi,0.13265462708307996*pi,1.447911908443795*pi) q[5];\nu3(0.378905059478561*pi,3.30490956694557*pi,0.744644689541414*pi) q[6];\nu3(0.338889544025573*pi,3.29219702915378*pi,0.5027417594378465*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.462046266256408*pi,3.27228549511465*pi,4.11155818163887*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.951316491446593*pi,0.15724916229796304*pi,0.997491400247127*pi) q[13];\nu3(0.390973298003553*pi,0.42577067287634196*pi,0.7957855773804641*pi) q[15];\nu3(0.4007217728423*pi,3.21866274634293*pi,2.05215263213183*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.484774417667554*pi,3.27933667304467*pi,4.37588098388861*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.454217589353389*pi,-0.313762486208229*pi,3.90589767480816*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.268562355197142*pi,2.97074522343957*pi,0.802655384533804*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.442974765621066*pi,2.94927419687867*pi,0.794335794668536*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.39695349665421*pi,2.97154393554715*pi,1.072679080646955*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.622179480067892*pi,0.48438400914191404*pi,0.759267344813725*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.504538184299148*pi,0.10513479205395604*pi,0.996726923777324*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.46656350406543*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.16274520500948*pi) q[2];\nu3(0.422372637378144*pi,2.40652781244927*pi,1.2241977999893279*pi) q[3];\nu3(3.5*pi,3.43763783620976*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.439703620009535*pi,0.03800459821858304*pi,1.459967704185263*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.824917602125687*pi,3.1181487116182*pi,4.29196894200604*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.310742117189387*pi) q[15];\ncx q[0],q[13];\ncx q[1],q[2];\nu3(0.669168156638066*pi,0.11328463332623195*pi,4.31607365116266*pi) q[3];\ncx q[4],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[7],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.33060744917415*pi,-0.13346767108992802*pi,0.9897724969037129*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0310119318998379*pi,3.33818325272434*pi,0.751005339361055*pi) q[14];\nu3(3.5*pi,3.49618716624797*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.516354165139173*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[6],q[12];\nu3(3.5*pi,3.37898287576926*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.4073084411006191*pi) q[13];\nu3(0.336346492325966*pi,0.23092165482738103*pi,3.29003210141566*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5542739085717249*pi) q[15];\nu3(1.0*pi,0.0*pi,1.15624346910206*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(3.5*pi,3.42264638698358*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.27967063040874*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\ncx q[6],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.3546778124263*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5020628018104429*pi) q[16];\ncx q[0],q[13];\nu3(0.586303994214268*pi,0.388028153881415*pi,4.49899183025087*pi) q[1];\nu3(0.522162654325482*pi,3.16287927618896*pi,3.15348227573156*pi) q[2];\nu3(0.40142649831556*pi,-0.356813479177218*pi,1.1370976772659*pi) q[4];\nu3(3.5*pi,3.38947106715673*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[16];\ncx q[8],q[9];\nu3(1.0*pi,0.0*pi,1.231943130289408*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,0.723439413903234*pi) q[12];\nu3(0.602179851087463*pi,0.38888507614372003*pi,4.14585327022733*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.183791448604172*pi,2.6577876775327*pi,1.2011745660114221*pi) q[1];\nu3(0.458906487197209*pi,2.6902291190058*pi,1.1081871985440022*pi) q[2];\nu3(0.243991012479551*pi,2.45797079065923*pi,1.336228889753728*pi) q[4];\ncx q[5],q[10];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.48004550714082*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.207329578935941*pi) q[9];\nu3(3.5*pi,3.48094664196134*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.305429435369736*pi) q[14];\nu3(0.646528381065784*pi,3.17492899349895*pi,3.31233699401405*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,0.5134664061171001*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0517894836991657*pi,3.48954509784619*pi,4.36476213666268*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.420741646826571*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.647854984721939*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.700844430029647*pi,2.96526795451779*pi,4.045778819904029*pi) q[6];\nu3(0.611018865182961*pi,-0.07253247712684702*pi,0.784147024079727*pi) q[7];\ncx q[8],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.37372055863721*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.193193577959504*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.294903037511498*pi,3.3992797541029*pi,0.607130953387108*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.60634298677424*pi,0.31095981382805205*pi,0.951155109300811*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.445040106114878*pi,0.14934680530913402*pi,3.46014314855496*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.641486945198983*pi,0.461267467713255*pi,1.51985855892165*pi) q[11];\nu3(0.390379870225353*pi,3.45603026361527*pi,4.49981975732024*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.579843242011778*pi,0.53040283285321*pi,1.043723922148958*pi) q[14];\nu3(0.865994501465551*pi,0.05337424126211998*pi,1.444592084905595*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.46110275298461*pi) q[3];\nu3(0.222744103082515*pi,2.60826702701792*pi,1.295853007707181*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.119803429873751*pi,-0.15915603387952598*pi,1.42625450261903*pi) q[11];\nu3(0.435417997836548*pi,0.417412536458417*pi,3.6251346847489*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.562720464972348*pi,-0.301663660249642*pi,1.127468967787902*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.14662580703234*pi,0.6891813149452599*pi,4.37981918951494*pi) q[0];\ncx q[1],q[3];\ncx q[4],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.757638241108788*pi,-0.117068139729327*pi,1.133745872177363*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.46121824975025*pi,3.13806088684225*pi,1.60510200906599*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.559590805435786*pi,-0.36715444047997803*pi,3.95367012488511*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.39640064625994*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.189083732030215*pi) q[6];\nu3(0.565368671709541*pi,3.37765009677697*pi,4.308272493130691*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.573638411954831*pi,-0.4198204010457703*pi,3.57422305556186*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.393332728994961*pi,-0.012667424011031991*pi,1.488574620999373*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.298104173173078*pi,0.42195205350417897*pi,3.91055441508802*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.469147627468439*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.410844439532551*pi,-0.4792576164442433*pi,4.09970749530944*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[11],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[14];\ncx q[7],q[8];\nu3(0.715799424685188*pi,0.23440370829355905*pi,4.3067368246889*pi) q[9];\ncx q[10],q[13];\nu3(3.5*pi,3.35117624131278*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1638736687372568*pi) q[16];\nu3(3.5*pi,3.33240238996873*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49723163752376*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.35151031414106*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.264239431301539*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.46957865675782*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(1.0*pi,0.0*pi,1.286364020229462*pi) q[12];\nu3(1.0*pi,0.0*pi,1.121219149611147*pi) q[13];\nu3(1.0*pi,0.0*pi,1.083540763966196*pi) q[14];\ncx q[0],q[12];\nu3(0.385025458707955*pi,3.48419513496787*pi,1.254260740842166*pi) q[1];\nu3(0.667192982831716*pi,3.43184586035919*pi,3.79890454281553*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.43328916078614*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.716471019499728*pi,0.282322555324109*pi,0.5573642678135169*pi) q[1];\nu3(0.692118057887298*pi,0.20874905974358005*pi,1.3212089435279268*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.529211307834911*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,4.4799742721505105*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48397506178504*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.47758952341609*pi) q[14];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.244274433960521*pi,2.88605391537212*pi,0.715458282549621*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.66680824568281*pi,3.32407493379629*pi,3.50614727737447*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.342314984117587*pi,2.52510211541194*pi,1.034404923408828*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.48768047645029*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.324266034076089*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.627090929342289*pi,-0.349157321942382*pi,3.31219468272402*pi) q[6];\nu3(0.411783248395029*pi,-0.02429750762980598*pi,4.23899247873157*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.595550292239228*pi,-0.349214796841314*pi,3.74452777739286*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.332611437933666*pi,-0.4981617495445385*pi,4.45874139446811*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.946740269636101*pi,0.07267825714124099*pi,0.9519427581861559*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.693903343204743*pi,0.232956791940661*pi,4.18947202729606*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.40305843428347*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.727450301368731*pi,0.7871912921977899*pi,0.883375951568421*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.833915180695916*pi,2.90742314638541*pi,3.43241584845368*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.663375093264307*pi,2.98696122412974*pi,3.80868581126758*pi) q[8];\ncx q[9],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.259911128096748*pi,2.77895732253602*pi,0.909947930670884*pi) q[16];\nu3(0.651749658437617*pi,0.88398982115681*pi,0.99706576982232*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.826027716564144*pi,-0.160885775502207*pi,1.277002575496583*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.323894283133831*pi,2.63146711288582*pi,1.358003214646643*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.771564514995894*pi,0.278258803960564*pi,1.66899256627458*pi) q[12];\nu3(0.849073967520586*pi,0.97309802894942*pi,0.883184387694564*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.179191442909085*pi,0.07608855216953303*pi,1.332542469010938*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.20110088214134*pi,0.234481688128647*pi,0.6076399145123*pi) q[10];\nu3(0.718098956519043*pi,-0.017514543667581983*pi,1.107033753479579*pi) q[12];\nu3(0.672787959342566*pi,2.92690462738518*pi,4.36673537456158*pi) q[13];\nu3(0.630104854176883*pi,0.6457518694925899*pi,1.264153900354542*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.53419237520675*pi,3.4256984083594*pi,4.29904859527981*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[4],q[5];\nu3(3.5*pi,3.40002308443034*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.111826547551034*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.38733470411898*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.232567684488757*pi) q[5];\ncx q[6],q[14];\ncx q[7],q[10];\ncx q[8],q[11];\nu3(0.881429857366576*pi,3.19813206541352*pi,3.61074680730355*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[2];\ncx q[1],q[13];\ncx q[4],q[5];\nu3(3.5*pi,3.3211363209534*pi,0.5*pi) q[6];\nu3(3.5*pi,3.37311953093541*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.611978866973532*pi,2.99859813487745*pi,4.21673297101159*pi) q[9];\nu3(1.0*pi,0.0*pi,1.34965089306158*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5250860934480838*pi) q[11];\nu3(1.0*pi,0.0*pi,1.24684120724545*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.47669493735729*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45982637790435*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.189741472695034*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.40593189414969*pi) q[5];\ncx q[6],q[14];\ncx q[7],q[10];\ncx q[8],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.379261934170565*pi) q[13];\nu3(0.346550940984423*pi,2.63966942419943*pi,0.945132473821721*pi) q[15];\ncx q[0],q[2];\ncx q[1],q[13];\ncx q[4],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.459259424207049*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49518693283048*pi) q[14];\nu3(0.340940648937215*pi,0.184792327381192*pi,4.01399861930782*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.48501409244945*pi) q[2];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\ncx q[7],q[10];\nu3(0.479767170018626*pi,0.47662854388949205*pi,0.638020539766773*pi) q[8];\nu3(0.634989418472035*pi,3.27737317344258*pi,3.06402113363904*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.40777778780508*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[2];\ncx q[1],q[13];\nu3(3.5*pi,3.45290301662756*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.682668746115586*pi,-0.026051544412582006*pi,3.59328797662493*pi) q[8];\nu3(1.0*pi,0.0*pi,1.163219328307112*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.625586955462687*pi,2.72161404775131*pi,3.82606407418743*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.48276885192167*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(0.35640428588548*pi,-0.131900960580625*pi,1.310781979417948*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.237886669310457*pi,-0.4279685170010973*pi,1.349492622425623*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.508078422318499*pi,0.27341521017109305*pi,1.1594859816114989*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.965911833725049*pi,2.33437838677975*pi,3.73188263097528*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.43193579662722*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.278553092297203*pi) q[16];\nu3(0.194634968131993*pi,2.68354058674965*pi,1.312720405031951*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.301313667001953*pi,0.11209732226672997*pi,4.14218414513278*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.679240000894639*pi,0.36551349326247595*pi,0.924461013679212*pi) q[14];\ncx q[15],q[16];\nu3(0.440076156909195*pi,-0.375008471827387*pi,3.98739260932435*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.245162160584983*pi,3.34335655397275*pi,4.41674383711259*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.272796236017175*pi,-0.158638032950499*pi,1.3620443578937111*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.424671640370287*pi,0.37108681014019795*pi,3.39844558635121*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.45994817963688*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.174594279421815*pi,3.32614077597114*pi,0.869943667305656*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.447341167648584*pi,3.27017577893695*pi,1.04805561915339*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.559791743066511*pi,0.0017348502228859974*pi,1.446478966133135*pi) q[1];\nu3(0.541305746190894*pi,0.7914223917898899*pi,1.058352438953619*pi) q[2];\nu3(0.811870115187511*pi,3.03682796461975*pi,3.81994387683163*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.346809568004229*pi,0.20350640489290195*pi,1.1930682302029951*pi) q[10];\nu3(0.832322918267288*pi,0.415989301177649*pi,0.601008219708582*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[4];\nu3(0.886930869893856*pi,0.55397430775596*pi,1.148304436967051*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.521014976241424*pi,2.86099847134632*pi,3.81062321313028*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.667402804789106*pi,-0.28008572159954304*pi,3.69779995590677*pi) q[10];\nu3(0.321648177311763*pi,0.063378616686525*pi,3.60625307335214*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.35032165559111*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.3009451389870321*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.646296324410794*pi,0.412346498314642*pi,4.3185179366348105*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[12];\nu3(0.681871233548772*pi,0.78719846108897*pi,0.979410316848282*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.45275610257191*pi) q[4];\nu3(3.5*pi,3.49779225897308*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.297714226436042*pi) q[12];\ncx q[13],q[14];\nu3(0.71950774035321*pi,-0.4785783638312868*pi,4.19354703023299*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[4];\nu3(3.5*pi,3.38367166314211*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.178781426855753*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.38796519747973*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.210930874259465*pi) q[14];\nu3(0.655868250604386*pi,0.144201178454193*pi,1.491413251090398*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.38199219750215*pi) q[12];\ncx q[13],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.696465396647514*pi,0.15284206388842403*pi,0.769211892975436*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5033419862448126*pi) q[2];\nu3(3.5*pi,3.36511237549924*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[12];\nu3(3.5*pi,3.36024037719276*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3206838204943359*pi) q[10];\nu3(1.0*pi,0.0*pi,1.158010822063507*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5803039382230911*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.894810543681903*pi,0.011347919999001976*pi,4.421503672386001*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[15];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.45342410515615*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.639020285741828*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5835520567895185*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.221497737858546*pi) q[15];\nu3(0.929188908270974*pi,-0.364193420826948*pi,0.5268388449826293*pi) q[0];\nu3(0.472795492716129*pi,-0.4130631530310287*pi,0.9977868270601751*pi) q[1];\nu3(0.198466516185348*pi,0.07755512774046702*pi,0.659725841257223*pi) q[2];\ncx q[3],q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[15];\nu3(3.5*pi,3.30622232503876*pi,0.5*pi) q[7];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.731536142278318*pi,0.74093400412926*pi,0.5392519906775812*pi) q[13];\nu3(0.803132732222815*pi,3.46369528747478*pi,4.4184879854154495*pi) q[14];\nu3(1.0*pi,0.0*pi,1.132147533504525*pi) q[16];\nu3(0.764646921463955*pi,3.49335380772978*pi,3.94723214225977*pi) q[0];\nu3(0.959055855086019*pi,2.83096974750108*pi,4.12441302791966*pi) q[1];\nu3(0.425837739341459*pi,3.13467094604569*pi,1.7512244342826*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.551408367590953*pi,3.43833941251953*pi,0.790231907372065*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.677043109140984*pi,1.10648457588541*pi,0.672961777641263*pi) q[13];\nu3(0.45157047161961*pi,0.43878658265440795*pi,3.8372578056181*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.37586439071865*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.544885922553758*pi,3.3179216490243*pi,4.0537794637696205*pi) q[4];\nu3(0.467179126005554*pi,-0.008672432384638995*pi,3.69898809491296*pi) q[5];\ncx q[6],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.44579658520625*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.399048061585112*pi,0.019843703439671012*pi,1.253120829681384*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.365217536590712*pi,0.30553446136990303*pi,4.0245243030175*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[16];\nu3(0.244062267554423*pi,0.5855873316382101*pi,3.60218757589223*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.778853596101769*pi,-0.17407084160451702*pi,1.013227254593805*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.577795974699158*pi,3.15727082043167*pi,2.89302079979947*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.821501115514726*pi,0.5228512513222101*pi,4.34909402121919*pi) q[11];\nu3(0.710312329289087*pi,3.40304343853773*pi,3.92492417348728*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.710705556890033*pi,-0.05880460641252*pi,4.34557785561448*pi) q[10];\nu3(0.647927068178171*pi,3.46029259441396*pi,3.86210319484839*pi) q[11];\nu3(0.631075696803599*pi,-0.229359697553983*pi,4.48851234148378*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.846438707225035*pi,2.7896515981398*pi,3.53471656670163*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.79723178679348*pi,-0.345687889223998*pi,3.84429829907343*pi) q[6];\nu3(0.0294545616670299*pi,3.00031154172361*pi,1.94952655492585*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.44938052123183*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.589696600040074*pi,3.15212109975971*pi,4.45046074705199*pi) q[6];\nu3(0.8129084811881*pi,0.36324792965414*pi,4.111719304726*pi) q[7];\nu3(1.0*pi,0.0*pi,1.29911434758489*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[9];\nu3(3.5*pi,3.4500478330933*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.16968575669071*pi) q[11];\nu3(0.494170557527053*pi,3.04025567548255*pi,2.02337041985784*pi) q[15];\nu3(0.157844338385926*pi,0.17236705414165798*pi,3.81542393753884*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(3.5*pi,3.43398791323595*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.237036284073767*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.552227620663222*pi) q[9];\nu3(3.5*pi,3.47513421763909*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.237264206131879*pi) q[13];\nu3(0.79240232917019*pi,2.83713323282052*pi,4.04809279950233*pi) q[15];\nu3(0.583727491787657*pi,3.18360834371111*pi,4.20664275013113*pi) q[16];\ncx q[1],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[4];\ncx q[6],q[14];\ncx q[7],q[12];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,4.42477526084057*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.3861094229109305*pi) q[4];\nu3(3.5*pi,3.3392111136439*pi,0.5*pi) q[6];\nu3(3.5*pi,3.48488560152254*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3317538843848111*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5422872525091097*pi) q[13];\nu3(1.0*pi,0.0*pi,1.228697684067439*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[4];\ncx q[6],q[14];\ncx q[7],q[12];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.37612838739609*pi,0.5*pi) q[0];\nu3(0.164529362746519*pi,3.47084807548388*pi,0.8815925120186561*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,3.47323925953383*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5750699529973894*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5405220558337458*pi) q[14];\nu3(1.0*pi,0.0*pi,1.289509028561643*pi) q[15];\nu3(1.0*pi,0.0*pi,1.254553178301678*pi) q[16];\ncx q[0],q[15];\nu3(0.496663818928071*pi,3.28300732845636*pi,0.611236724358773*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[14];\ncx q[7],q[12];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.703660693640901*pi,0.9726313434734299*pi,0.5113778507128979*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.818802208853419*pi,2.46675181881369*pi,3.70836303271681*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.273686831677389*pi,2.89806025199966*pi,0.6244557240297091*pi) q[9];\nu3(0.540733283908582*pi,2.91057207569791*pi,3.75794871044363*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.353616904862434*pi,0.56105735435933*pi,0.913945228948729*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.31721256341969*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.519847367202638*pi) q[16];\ncx q[0],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.487119244661186*pi,0.11450338500937596*pi,3.71594448213808*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.468796635335133*pi,3.38827875852799*pi,1.69445223300348*pi) q[7];\ncx q[8],q[16];\nu3(0.374499292720262*pi,3.22405712073707*pi,0.5894481992145237*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.395555012029921*pi,0.57758010608406*pi,4.34944255838733*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.586139046781094*pi,-0.4007689063013665*pi,1.041331846470119*pi) q[2];\nu3(0.725483960248155*pi,-0.10109472372348799*pi,1.2612996073944749*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.25683772127949*pi,-0.102152263437842*pi,4.0836892152779*pi) q[6];\nu3(0.745244598984584*pi,-0.335541644902417*pi,0.81721172010049*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.604966616450509*pi,-0.011012285908292008*pi,0.62939903219738*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.838572307254923*pi,3.3747459688503*pi,4.18802531303362*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.766532469167841*pi,3.32725844292098*pi,3.26831550628705*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.578297149659245*pi,0.5681824880020101*pi,4.49045809234656*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.669785836720932*pi,2.70164547003956*pi,3.90884471252785*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.698038808864445*pi,-0.28947153117298796*pi,4.2407864632470496*pi) q[4];\ncx q[5],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.148165881240983*pi,-0.47512966879176133*pi,1.07796118245711*pi) q[8];\nu3(0.904136305048572*pi,0.70065466227676*pi,1.175653018410772*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.861455608926273*pi,3.12984506566954*pi,4.21201093389615*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.528163304805277*pi,0.12181594267623197*pi,4.3904478471362705*pi) q[4];\nu3(3.5*pi,3.39175745639389*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.339219318994674*pi,0.477938863521697*pi,1.012051862999341*pi) q[8];\nu3(1.0*pi,0.0*pi,1.254105532912581*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[3],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.239820201753263*pi,3.35622757127252*pi,2.07721327934736*pi) q[16];\nu3(0.210667371220963*pi,-0.39856117170427197*pi,1.165252853843878*pi) q[0];\nu3(3.5*pi,3.44882264138621*pi,0.5*pi) q[1];\nu3(3.5*pi,3.33907111373466*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.3114493494593*pi) q[9];\nu3(1.0*pi,0.0*pi,1.298152801156385*pi) q[11];\nu3(1.0*pi,0.0*pi,1.382397198935392*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.756349512649152*pi,-0.061036744876724*pi,1.075452416673052*pi) q[15];\nu3(0.354574789408036*pi,3.40438317220788*pi,1.064555613974624*pi) q[16];\nu3(0.235815121338238*pi,-0.260968356377473*pi,0.5706006842163809*pi) q[0];\ncx q[1],q[12];\ncx q[3],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\ncx q[7],q[8];\nu3(0.775341887025689*pi,0.5475054854415999*pi,4.42883099398765*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.36778444475105*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.327364406164526*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.767962671967648*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4858845991388705*pi) q[12];\ncx q[14],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[12];\ncx q[3],q[11];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.33302055709174*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.280836300393495*pi) q[16];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47731416923099*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5283490174244903*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.210050806079416*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[16];\nu3(3.5*pi,3.40698435068098*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.42064223281567*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.32487090199813*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.328671134942688*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4679633223983*pi) q[16];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.378709212241695*pi,-0.018233252650557974*pi,1.090612545747673*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.6531930145659219*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.241678680526238*pi,2.57976567793014*pi,1.088059587489024*pi) q[3];\ncx q[4],q[10];\nu3(0.567384456259969*pi,2.46340802600373*pi,3.88065394312777*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.391991248081023*pi,0.25336037776056497*pi,4.25798772051665*pi) q[9];\nu3(0.811830974533094*pi,0.16454642818773701*pi,1.091687473369592*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.34197623350321*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.695298536251396*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.347954482683033*pi,3.06469286481064*pi,1.025097507938248*pi) q[5];\ncx q[6],q[15];\nu3(0.753423167582176*pi,-0.17177835882290698*pi,3.70814589209485*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.440849158623039*pi,0.176679945522921*pi,4.338328195191361*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.613777524550973*pi,3.10276264632763*pi,4.2334839193941995*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.325423426969995*pi,-0.136553127429212*pi,1.50977522860999*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.566017702629691*pi,3.20983839232679*pi,3.48269871351719*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.172407249451692*pi,3.14651217974042*pi,1.91308583176658*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.889779144259794*pi,3.01876375713163*pi,4.23100348349713*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.313318603445951*pi,-0.22655860801752498*pi,4.24512136566484*pi) q[1];\nu3(0.661835744381607*pi,2.59238850786928*pi,3.45753366470821*pi) q[4];\nu3(0.678383439625969*pi,3.15191071560898*pi,3.66645749027361*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.309628106916559*pi,2.52876119674027*pi,1.311740336520896*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.427275962575082*pi,3.30396641888473*pi,2.0131338846539997*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.633462294325188*pi,-0.331628313028249*pi,4.218022955586941*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.291828146167142*pi,2.92236615618952*pi,0.8443366256349509*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0914144339478307*pi,-0.084195937133693*pi,1.370954259335982*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.59961499511419*pi,-0.49784434405091454*pi,0.726140908273765*pi) q[10];\nu3(0.39918900417712*pi,0.49730976191949705*pi,0.743268081912656*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.492527548286371*pi,0.9771429698888201*pi,4.1912019373875395*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.107052013663115*pi,-0.223336042718282*pi,4.05060842629966*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.64635132791916*pi,0.776630553987*pi,4.47221060603726*pi) q[15];\nu3(0.488536775669099*pi,3.13522158337867*pi,1.59158624957572*pi) q[16];\nu3(0.353114691183659*pi,2.52724620562872*pi,1.291577586022588*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.369743264372246*pi,0.311195476489157*pi,3.47060581390058*pi) q[13];\nu3(0.581635213026149*pi,3.07794629913959*pi,3.28014788873457*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.447128979432504*pi,0.5383035112774399*pi,3.93902622459801*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.4873237476752*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.2104420179709159*pi) q[4];\ncx q[6],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.171842645483336*pi,3.05351937868644*pi,0.833805523074693*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(3.5*pi,3.39992837814829*pi,0.5*pi) q[6];\ncx q[10],q[16];\nu3(1.0*pi,0.0*pi,1.240357808388229*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.614434655841006*pi) q[4];\ncx q[6],q[11];\ncx q[8],q[15];\nu3(3.5*pi,3.49611839993377*pi,0.5*pi) q[10];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.211057650990476*pi) q[16];\ncx q[0],q[5];\nu3(3.5*pi,3.38099396335585*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(1.0*pi,0.0*pi,1.297082473218984*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.41249316559997*pi,0.5*pi) q[8];\ncx q[9],q[13];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,4.410945502706721*pi) q[11];\nu3(3.5*pi,3.42240838821622*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.343890759542775*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2575551197107009*pi) q[15];\nu3(3.5*pi,3.47971105230966*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2296363648990098*pi) q[5];\ncx q[6],q[11];\ncx q[8],q[15];\nu3(3.5*pi,3.47884484680167*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.292541526902794*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.6039740581408*pi) q[16];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0802787815816371*pi,-0.10869444716878501*pi,1.328551120755526*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.39969951406228*pi) q[3];\nu3(0.879590867945673*pi,3.24877746784097*pi,4.32091737967595*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[13];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.620410345165552*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.3446796695603105*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.515591592170583*pi,0.6252161453807199*pi,4.374563202395899*pi) q[2];\nu3(0.395172103249581*pi,-0.21997337086747298*pi,0.760026117153321*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.440023981589571*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,4.46058895984986*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(0.831912081554613*pi,3.24594695763486*pi,3.79217624456623*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.750342265177525*pi,-0.4867824267772884*pi,0.767302221440999*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.366697517360318*pi,0.027521114466285024*pi,0.661793709143392*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0625738972270803*pi,0.31063797261927595*pi,4.26149404084894*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.715860755019483*pi,-0.17479285840292103*pi,1.285250068762808*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.40099609397387*pi,0.84741017214343*pi,0.634418437491163*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.413810309578717*pi,3.47681196105385*pi,1.459106121200207*pi) q[11];\nu3(0.676556218584116*pi,-0.08511118930376*pi,1.061625611838634*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.4480177518504*pi,0.33305380637125903*pi,4.41682545320845*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.799883160766363*pi,3.29605686136217*pi,3.05578472925146*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0152158545388335*pi,3.31006971344696*pi,1.3416453331721399*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.39508172457182*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.485826235505025*pi,3.31857160866095*pi,1.80333695925615*pi) q[8];\nu3(0.623855452666291*pi,2.58463411343148*pi,3.75040087497092*pi) q[9];\nu3(1.0*pi,0.0*pi,1.055506679381292*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.777056946067052*pi,-0.38898170262980003*pi,0.919407045057393*pi) q[14];\nu3(0.511268159327977*pi,0.243574855402226*pi,1.51906208022854*pi) q[15];\nu3(0.47021007851923*pi,0.5452894949510401*pi,4.3467902389116*pi) q[0];\nu3(0.681251877452612*pi,0.9933524649729999*pi,0.5352602451093803*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],q[10];\nu3(0.318274742872885*pi,0.21619865966362695*pi,3.96356900484211*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.446969154252052*pi,-0.029568898575697*pi,1.073552312420184*pi) q[8];\nu3(0.683334211232972*pi,0.470056369334936*pi,4.24169733276654*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.730065745860837*pi,1.03911330102703*pi,0.700863173724689*pi) q[15];\nu3(0.412708362495798*pi,-0.196798748944628*pi,1.1916107380409842*pi) q[0];\nu3(0.245755652421528*pi,-0.49924439239660445*pi,4.19987034198488*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.765786240558949*pi,3.44241061391715*pi,3.93314972477163*pi) q[5];\ncx q[7],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.549693646576833*pi) q[10];\nu3(0.228269747641332*pi,3.30557278030214*pi,0.827834068138311*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.371142749862607*pi,0.18446116623972197*pi,0.652555378516352*pi) q[3];\ncx q[4],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.48293309614643*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.297838522148776*pi) q[11];\nu3(0.0668456216801098*pi,-0.26954515534607204*pi,4.49354951174632*pi) q[13];\ncx q[14],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.689175357455837*pi,2.90939698612093*pi,3.26951638449545*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[15];\ncx q[7],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.288948432368*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.125232431148397*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.295340100345432*pi,0.036520086882932956*pi,1.2136152560372762*pi) q[4];\nu3(3.5*pi,3.48213843422448*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.391805045086298*pi,0.029983355758161023*pi,1.2233023742346298*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49119917431183*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[16];\nu3(1.0*pi,0.0*pi,1.3555342266663541*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.43874228360932*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.288393251393837*pi,2.94939753199184*pi,0.966723642849936*pi) q[4];\ncx q[6],q[15];\ncx q[7],q[11];\ncx q[8],q[12];\nu3(1.0*pi,0.0*pi,1.30503753191074*pi) q[9];\nu3(0.140123968483252*pi,2.71997829416713*pi,1.318181336561496*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.38350848276154*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[9];\ncx q[3],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.40802557831725*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2692809883310678*pi) q[12];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,0.5699402592559617*pi) q[15];\nu3(3.5*pi,3.44808730352311*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45468608869348*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.197518655072376*pi) q[5];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,0.5377590171903183*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.348248481883189*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[9];\ncx q[3],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5281765472215678*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5699393949368301*pi) q[5];\nu3(0.187396793248488*pi,0.6694636274649299*pi,3.89067114199024*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4963864831643505*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.431761189840769*pi,0.91901747934682*pi,0.5261971047922533*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[5];\nu3(0.734637676286684*pi,0.27819860878552805*pi,1.10887414691451*pi) q[1];\ncx q[3],q[13];\nu3(0.902063421899447*pi,0.44134032729612005*pi,1.425031140391755*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.245384562497991*pi,0.041458737580562954*pi,4.21765491651181*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.641936977035821*pi,0.39508664313478603*pi,0.705307563250821*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.219070319373988*pi,-0.300707700755735*pi,1.13170352668585*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.163783806522207*pi,-0.21095500561173097*pi,0.887969150084712*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.191698795855685*pi,3.49334820098908*pi,4.27726326210903*pi) q[9];\nu3(0.221775192400155*pi,0.6632090652923699*pi,0.628445936442768*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.386699693646873*pi,2.56674943461227*pi,1.469171700458908*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.231202018050597*pi,3.41654863455063*pi,1.424655622173479*pi) q[7];\nu3(0.587568591602925*pi,-0.01860984450401798*pi,1.2697981680592458*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.95035627493834*pi,2.80310301210868*pi,3.85936233980567*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.702460323238743*pi,3.3604832814987*pi,0.672280458703203*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.349005960061744*pi,3.17581091724738*pi,1.264400726507839*pi) q[16];\nu3(0.257025673575301*pi,3.49864917310923*pi,4.4513259828546605*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.328966744832595*pi,3.25803077450225*pi,0.883087213423722*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.635430367090847*pi,0.04704243272750497*pi,4.00508902590195*pi) q[16];\nu3(0.751096404300661*pi,3.4080681918641*pi,3.87696771401547*pi) q[0];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.46489716654952*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.220929749909389*pi,0.5244668158435499*pi,0.821935962813154*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.178070566461036*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43436596729514*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.472847590759003*pi,0.03389962763231902*pi,3.81936325202629*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.28261895323361*pi) q[9];\ncx q[10],q[15];\nu3(0.604610492951874*pi,3.29243799135148*pi,4.083819647950881*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[9];\nu3(0.811610490406034*pi,0.07033191075020795*pi,3.7267664370437*pi) q[3];\ncx q[4],q[16];\nu3(0.0601380253517886*pi,2.9469414481858*pi,1.275109383840034*pi) q[5];\ncx q[6],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.857978793202461*pi,0.89568287932969*pi,0.6700455177554681*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.39282506752249*pi) q[15];\nmeasure q[3] -> c[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4660118894685*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.40154089164165*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,0.0*pi,1.3362901875880628*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5160281576070104*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.101128420534215*pi,3.29747105453459*pi,1.273297447250574*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2817293283896731*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[9];\ncx q[4],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[8];\nu3(3.5*pi,3.40039867072741*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.102476410895263*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,0.647050962547182*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5543953380609379*pi) q[16];\nu3(3.5*pi,3.38048344560537*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.1956151195142821*pi) q[1];\nu3(0.362519660173558*pi,2.64477112014356*pi,1.59909240934599*pi) q[2];\ncx q[4],q[16];\nu3(3.5*pi,3.37074985875337*pi,0.5*pi) q[5];\ncx q[6],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.886047913460338*pi,-0.15768289537205799*pi,1.232316534906528*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.14180592447537*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,0.5350965924651909*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nmeasure q[2] -> c[2];\nmeasure q[9] -> c[9];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.37821227868153*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.177434672425473*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.48818944793491*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.488779597660311*pi,0.365608326246161*pi,0.5175009901067366*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.255179519049415*pi,0.08022391149095598*pi,3.82165611976679*pi) q[8];\nu3(0.680487494699516*pi,-0.027118762994718992*pi,3.72095516310426*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5646864090595564*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[6] -> c[6];\nmeasure q[8] -> c[8];\nmeasure q[10] -> c[10];\ncx q[0],q[1];\nu3(0.412959823361202*pi,-0.49808886246370504*pi,4.33056152361283*pi) q[4];\ncx q[5],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5608759087737476*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[4] -> c[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.957687211488096*pi,0.12254382375414896*pi,3.67524863716777*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.217642977354277*pi,2.76285953230369*pi,1.5090572864228*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[7] -> c[7];\nmeasure q[15] -> c[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.171499683472986*pi,3.3643710299189*pi,1.69558623246863*pi) q[5];\nu3(0.442812896818342*pi,0.441434843105482*pi,1.042394202298683*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.145185479724152*pi,2.64573713576765*pi,1.51383249473647*pi) q[16];\nmeasure q[5] -> c[5];\nmeasure q[11] -> c[11];\nmeasure q[16] -> c[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.348135404949866*pi,0.41077559247433804*pi,3.90199068998793*pi) q[14];\nmeasure q[14] -> c[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.495864239626222*pi,-0.35407239311330396*pi,1.3225268995818928*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nmeasure q[12] -> c[12];\nu3(0.125708208860314*pi,0.06093436676236896*pi,4.29159641264105*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[0] -> c[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.664084376230385*pi,-0.430114445976977*pi,4.35115977578651*pi) q[13];\nmeasure q[13] -> c[13];\nu3(0.800933483663971*pi,0.491018835320722*pi,4.02688481989529*pi) q[1];\nmeasure q[1] -> c[1];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.699685409486588*pi,0.368707545809303*pi,3.92480034257964*pi) q[0];\nu3(0.654877389051104*pi,0.79547450842704*pi,0.790720457693567*pi) q[1];\nu3(0.319329176376077*pi,-0.29410520951143704*pi,1.68978496811923*pi) q[2];\nu3(0.950100337111458*pi,2.72602457546114*pi,4.154414032647161*pi) q[3];\nu3(0.378623067885214*pi,-0.4496883160805018*pi,4.44960598716127*pi) q[4];\nu3(0.832539876428319*pi,-0.07566520878479999*pi,0.810057846632552*pi) q[5];\nu3(0.776993275004381*pi,-0.4043934771807352*pi,3.78434613060434*pi) q[6];\nu3(0.225669352199439*pi,3.43887326438577*pi,1.96730351603216*pi) q[7];\nu3(0.255133551600225*pi,0.8719514724329*pi,4.01462709152596*pi) q[8];\nu3(0.423542613930793*pi,0.58212410676359*pi,4.2990639683913106*pi) q[9];\nu3(0.792905324634934*pi,0.9805855895646101*pi,0.849737316738172*pi) q[10];\nu3(0.671355177367347*pi,0.25588876323115395*pi,4.2506279074260895*pi) q[11];\nu3(0.284605246401583*pi,0.5851762915005501*pi,4.256402443246159*pi) q[12];\nu3(0.171980157720809*pi,-0.285188544207989*pi,0.602693312239417*pi) q[13];\nu3(0.120100260404253*pi,3.30644864756075*pi,1.98197608607922*pi) q[14];\nu3(0.391654467758126*pi,3.11378527748101*pi,4.48114368029625*pi) q[15];\nu3(0.273290269013179*pi,0.27132452006112195*pi,3.98236857707159*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[12];\ncx q[7],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.31428476475249*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(3.5*pi,3.40018045410815*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.48057664215651*pi,0.5*pi) q[5];\nu3(3.5*pi,3.36224329078697*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.104750182606874*pi) q[11];\nu3(1.0*pi,0.0*pi,1.342029081837694*pi) q[12];\nu3(1.0*pi,0.0*pi,1.265020363468421*pi) q[14];\nu3(1.0*pi,0.0*pi,1.0955225750655169*pi) q[15];\ncx q[0],q[14];\nu3(3.5*pi,3.30353894625293*pi,0.5*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[4];\ncx q[5],q[12];\nu3(1.0*pi,0.0*pi,1.270301733979049*pi) q[6];\ncx q[7],q[11];\ncx q[8],q[10];\ncx q[9],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49301302527462*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.233316557313012*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,3.47712988818333*pi,0.5*pi) q[8];\nu3(3.5*pi,3.43322769287218*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.292667994508712*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5144027401037616*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.31847409790651*pi) q[12];\nu3(1.0*pi,0.0*pi,1.278782519408125*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.36013232147795*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.47634062569832*pi) q[15];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,4.33480455037627*pi) q[6];\ncx q[7],q[11];\ncx q[8],q[10];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.31218902080324*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5400463941016147*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40279886736926*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.603584993230133*pi,3.18648739919589*pi,3.59292774057188*pi) q[7];\ncx q[8],q[10];\ncx q[9],q[13];\nu3(0.501201471491845*pi,3.40568169716129*pi,1.81029983111653*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.501585453002197*pi,0.33975662754566305*pi,3.90934572490091*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.361963031503375*pi,3.4140138256036*pi,1.94589812827866*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.361223526814803*pi,0.30668027043036405*pi,3.54194201345348*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.720820362882593*pi,0.5944071317167501*pi,1.3731923993960669*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0986850378868516*pi,0.018854590607015997*pi,4.09565634804637*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.510567395553246*pi,0.07547467965043497*pi,1.237295890137832*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.322549181608122*pi,-0.4201946833736284*pi,4.42482154117386*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.645964221430812*pi,-0.364693834928819*pi,3.23639446330469*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.277831499887461*pi,-0.16569918631728398*pi,4.24569046865905*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.803262661931166*pi,0.265673308606999*pi,0.5592880695188551*pi) q[14];\nu3(0.627031590099384*pi,3.34858913911618*pi,4.023947905221441*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.395745796126014*pi,-0.13077505236102*pi,3.66657023876897*pi) q[1];\nu3(0.398736147321622*pi,0.8725057311314*pi,0.617950535141034*pi) q[2];\nu3(0.645881860672292*pi,-0.15704992730901401*pi,0.611888096479515*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.517990166289771*pi,0.388732581072063*pi,1.54479627854443*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0995875649957115*pi,0.041361680587587046*pi,1.205870623717104*pi) q[9];\nu3(0.824985195522944*pi,0.144478267386715*pi,3.69505575161522*pi) q[10];\nu3(0.864715859892547*pi,0.39071375054061297*pi,1.4584710474455989*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.32300393802309*pi,0.42058842293452503*pi,1.025502664589645*pi) q[14];\nu3(0.40983127362562*pi,-0.444983662853081*pi,1.78466528007427*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.725546349801642*pi,-0.4834024081771889*pi,3.17939976213087*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.152745051179735*pi,-0.32642624313047897*pi,4.0636215305338705*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\ncx q[7],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.590192821893214*pi,-0.48140078423528687*pi,4.4366162546355*pi) q[9];\nu3(0.91166651559959*pi,0.20120827772290995*pi,4.2693783351469605*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.435095212013882*pi,0.296439721654589*pi,0.621863128079926*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.847576516202273*pi,0.52933794922705*pi,1.02681615524559*pi) q[6];\nu3(3.5*pi,3.48177296983922*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2569721841890131*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.601698108592171*pi,2.78930902051428*pi,3.32081948842229*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.753005578429788*pi,0.73524310288635*pi,0.969421589445424*pi) q[4];\nu3(0.361922500090812*pi,0.397665958899712*pi,4.16880062046582*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.557697364031631*pi,3.15244045449277*pi,4.20025228064992*pi) q[13];\ncx q[0],q[5];\ncx q[1],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.63245817359614*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.43362068490321*pi,0.5*pi) q[0];\nu3(3.5*pi,3.44891897150057*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.155932175268604*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.253872919401664*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\ncx q[0],q[5];\ncx q[1],q[10];\ncx q[3],q[16];\ncx q[4],q[8];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[13],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.36875043331339*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43946920161101*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.49571769928598*pi) q[5];\nu3(3.5*pi,3.44990564296288*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.1459738705533788*pi) q[8];\nu3(3.5*pi,3.40153580659986*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5113380569988988*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.13461794742747*pi) q[12];\nu3(3.5*pi,3.27064175968166*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.179375464144195*pi) q[14];\nu3(1.0*pi,0.0*pi,1.102886324575236*pi) q[15];\nu3(1.0*pi,0.0*pi,1.171215307520215*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[10];\ncx q[3],q[16];\ncx q[4],q[8];\ncx q[6],q[14];\nu3(0.780410584746267*pi,3.01340099798524*pi,3.94574748724771*pi) q[7];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[13],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.921572859422348*pi,0.97993698960592*pi,0.5358397842822374*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.39543350591217*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48616531872884*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48424150529553*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.43455484217452*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.47125894263047*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.601939939648436*pi,0.46593643052060996*pi,1.196653318269099*pi) q[1];\ncx q[3],q[16];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[12];\nu3(0.176728267228649*pi,0.38351939850655004*pi,0.987826664846155*pi) q[10];\nu3(0.104390072741826*pi,-0.28749788372360896*pi,4.20342848935944*pi) q[11];\ncx q[13],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.605961587558547*pi,0.47472981660650704*pi,0.5693998571399526*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.547284696227864*pi,-0.4349521238378063*pi,0.758096182167507*pi) q[10];\nu3(0.194129598043913*pi,-0.4894261364497416*pi,0.804437073768232*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.444277405195743*pi,3.20443616220001*pi,4.19667345174917*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.252808558373232*pi,3.29273569425346*pi,1.355531211626034*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.546825113492047*pi,-0.05196267045571101*pi,3.79365466176638*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.574650488482349*pi,-0.4690330897105904*pi,0.5818543034282598*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.611370104932669*pi,-0.15406445816393*pi,3.69333377823186*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.248728528512948*pi,2.74452734633114*pi,1.289064779502803*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.904697197773948*pi,0.5382946996728*pi,4.08425495202236*pi) q[3];\nu3(0.188021859321802*pi,0.120937764919548*pi,3.75287374980466*pi) q[4];\nu3(0.718906224844911*pi,0.35286349762229396*pi,4.004758268582259*pi) q[5];\nu3(0.712753291558433*pi,2.38923588659568*pi,3.69341033646115*pi) q[6];\nu3(0.0371174865399609*pi,3.140447945075*pi,1.162056881887475*pi) q[8];\nu3(0.338506159857737*pi,2.80425736190609*pi,0.696354862831743*pi) q[9];\nu3(3.5*pi,3.35882583929372*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1918222215075112*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.169029442118492*pi,-0.4834079744565812*pi,1.10869480210002*pi) q[13];\nu3(0.129305774690549*pi,3.0179579020068*pi,1.85766754217082*pi) q[14];\nu3(0.588921510077635*pi,3.48993215978993*pi,4.00650655788462*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.56416768696005*pi,0.41781553112398995*pi,0.760151568811136*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.806264940801446*pi,-0.017709296249899975*pi,4.48582629729873*pi) q[6];\nu3(0.388999657220557*pi,-0.145263774867263*pi,1.0423893915387121*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(0.554559946341146*pi,-0.12306626399138798*pi,4.022432596354109*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.541365869070795*pi,3.01333791734429*pi,2.99596799601817*pi) q[14];\nu3(0.195943659221079*pi,3.47438934527348*pi,1.497573537064972*pi) q[15];\nu3(0.246064595601594*pi,0.02735293341271805*pi,3.96186607920055*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3851751338188905*pi) q[11];\nu3(0.209329932357878*pi,0.30212703152445*pi,4.05606699440024*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.671621154567248*pi,3.08737230119007*pi,3.42181955762293*pi) q[16];\ncx q[0],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.42421286103479*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(1.0*pi,0.0*pi,1.3199046460738089*pi) q[3];\ncx q[4],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[7];\ncx q[9],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[3];\nu3(3.5*pi,3.33750113202621*pi,0.5*pi) q[1];\nu3(3.5*pi,3.49447699459663*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,3.37871664037421*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.082111667141953*pi) q[7];\ncx q[8],q[16];\nu3(3.5*pi,3.32050080998011*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.21780041836945*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1644871154083258*pi) q[13];\nu3(1.0*pi,0.0*pi,1.100703895689049*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,0.5922941358148132*pi) q[3];\ncx q[4],q[13];\nu3(3.5*pi,3.43161003331628*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(3.5*pi,3.39879599660329*pi,0.5*pi) q[8];\ncx q[9],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.17094768833251*pi) q[14];\nu3(1.0*pi,0.0*pi,1.356988924015077*pi) q[16];\ncx q[0],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.49746199131436*pi) q[7];\ncx q[8],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.975184483515481*pi,3.05961336151139*pi,0.5053916481153736*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5263782457673369*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.44662884571952*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5165866515450719*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[15];\nu3(0.599035834974403*pi,0.04126832605920405*pi,0.901482965966621*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4955248243521*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5922652589981297*pi) q[16];\nu3(0.614997213330686*pi,3.28435173178481*pi,4.2155532640206*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.811539612924604*pi,0.09104160613238399*pi,4.34722089122371*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.390324149119096*pi,0.8893026691161501*pi,4.15568600553724*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.16161062693016*pi,3.07688850105666*pi,1.5339110562214*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.989507098592505*pi,0.305210595285474*pi,1.2592573994097291*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.133770576112046*pi,-0.25846005154337004*pi,0.681171543974096*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.376266178843068*pi,0.31595245754883405*pi,4.0466482328015*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.510120340065188*pi,0.26599314286875697*pi,1.21851121849408*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.328239970370729*pi,0.08972837417523805*pi,1.237424017450488*pi) q[8];\nu3(0.366354403610989*pi,0.128110404327338*pi,0.748467584250741*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.777876935992364*pi,-0.4049334154931747*pi,1.072513104579762*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.501844939263091*pi,0.8441180213808199*pi,4.0127651248115*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.454561990958869*pi,3.40839785702856*pi,0.9305826327382329*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.17854550172292*pi,3.05963679395736*pi,1.1150467773702841*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.407646704146588*pi,3.34242475873987*pi,0.898118168382354*pi) q[15];\nu3(0.504641705423768*pi,3.03595432992448*pi,4.23830242295939*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.431440407376153*pi,3.13884795875558*pi,0.782733580573113*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.70634107060752*pi,0.19172703816098202*pi,0.82276345129038*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.559929246336764*pi,3.47726087476859*pi,0.750038548616227*pi) q[4];\nu3(0.973410729344207*pi,-0.262711889511631*pi,1.0777057090368038*pi) q[5];\nu3(0.675506090625159*pi,3.33903588686954*pi,0.77699700608912*pi) q[6];\nu3(0.276034198604425*pi,3.28585783262879*pi,1.4290281641134222*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.44601958324675*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2497900191477331*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.493144247836673*pi,0.6454251532605799*pi,4.08464576476766*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.3868454525791*pi,0.5*pi) q[0];\nu3(0.166314899168923*pi,0.08214001218348199*pi,0.996389160912443*pi) q[4];\nu3(0.569925875187021*pi,-0.4397673208662016*pi,0.546251236320181*pi) q[5];\nu3(0.699399443680585*pi,0.66522070032099*pi,0.9957054552644811*pi) q[6];\nu3(0.472569532520167*pi,3.35949693648899*pi,4.41981850944947*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.221330762127596*pi) q[9];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.326619345471564*pi,0.36746604183881704*pi,3.50506192252578*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\ncx q[3],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.669182591386623*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.518830975863479*pi,-0.24276389478661198*pi,1.352853599991065*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49062543820623*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5376077524795956*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.192342985011204*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.832119812571438*pi,2.57988757809164*pi,3.65132824450638*pi) q[14];\ncx q[0],q[9];\ncx q[1],q[7];\ncx q[2],q[5];\ncx q[3],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4080010251908*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41110153071583*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.187785387715122*pi) q[5];\nu3(3.5*pi,3.38807413213806*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1829266982156361*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.62232741510147*pi,3.42063034639271*pi,3.86617925615573*pi) q[10];\nu3(0.774379474489799*pi,0.239735226106231*pi,3.95366557351691*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5133741200133546*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.289637130192323*pi) q[15];\nu3(0.15835127154366*pi,0.194174901347425*pi,1.23080048584042*pi) q[0];\ncx q[1],q[7];\ncx q[2],q[5];\ncx q[3],q[12];\ncx q[4],q[13];\ncx q[6],q[15];\nu3(0.291690485267236*pi,-0.310648505103281*pi,3.92352194504911*pi) q[9];\nu3(0.436356332442159*pi,3.41986178411487*pi,0.806067622359812*pi) q[10];\nu3(0.17645235522555*pi,3.07956139603726*pi,1.198206943223732*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.280075888539829*pi,0.5152610525595*pi,0.787390735897928*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42693767388114*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5475211586118873*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5483370117755388*pi) q[7];\nu3(0.729509724915716*pi,-0.020327062882705027*pi,3.83152390579874*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1699363570326469*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,4.396754242654859*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[7];\ncx q[2],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\ncx q[6],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.40093237952143*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.388346694378817*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.827221511659079*pi,0.32297071648393805*pi,4.4918046517198*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45410614277394*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.481737293829402*pi,2.92763922957394*pi,1.1396129879862409*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.787859784199844*pi,0.346696196546444*pi,0.74266036454173*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.91797499065513*pi,0.09882655003136598*pi,3.65601113649246*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.43996216588355*pi) q[16];\ncx q[0],q[10];\nu3(0.620133601237281*pi,0.264447574214133*pi,4.10600953483025*pi) q[1];\nu3(0.692797651337456*pi,0.09414206546306503*pi,1.39303889331391*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.48187543077185*pi,0.045677008991224954*pi,1.017285650911787*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.155271198848361*pi,2.52722465034654*pi,1.04709953250355*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.36062880145579*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.331950936558865*pi,0.09307718303734802*pi,3.68502610902156*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.304833130429424*pi) q[10];\nu3(0.300463728541572*pi,0.41153413374215997*pi,0.77900033354763*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.616480993217594*pi,2.87388327181375*pi,4.20989541889889*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.524289599584809*pi,0.05163316409794905*pi,4.4044662497857*pi) q[5];\nu3(0.902587618174391*pi,-0.06938607353470999*pi,3.9480713441418*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.613197265726724*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.589859875066105*pi,0.345734780584241*pi,4.38625244347763*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.873791383436241*pi,2.73379943700524*pi,3.55829471712571*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0618200158774935*pi,2.81152502793447*pi,0.760197174979196*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.479458916108559*pi,0.6064256408789199*pi,0.8481965812308621*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.662311561963163*pi,0.38589954649744895*pi,1.3708739526487461*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.233555602018214*pi,3.15630794528355*pi,1.0722581330513319*pi) q[0];\nu3(3.5*pi,3.49216902396398*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.306546859867564*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.42306507618548*pi,2.87524675661427*pi,3.62498614747636*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.592975821426964*pi,-0.23651003395571202*pi,3.75120141479559*pi) q[0];\ncx q[1],q[7];\nu3(3.5*pi,3.47911609240165*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.336411711088819*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.33133435635127*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.52647122829808*pi,2.7519562876049*pi,3.87974683280397*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(1.0*pi,0.0*pi,1.18319104925545*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[15];\nu3(3.5*pi,3.47657036400105*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.47328020289712*pi) q[7];\nu3(0.231118797378249*pi,0.379724944657468*pi,3.47497242410121*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2981022025487658*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.454505235163762*pi,0.5839381140172399*pi,0.5705045326622276*pi) q[14];\nu3(0.627166742497345*pi,0.48554185349924195*pi,4.27945861596287*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.3252250450010905*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(0.314111520863838*pi,-0.10552045471199001*pi,1.37091261194132*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.312508528569938*pi,0.09968247199786495*pi,1.016819660775752*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5277727406938766*pi) q[15];\nu3(0.429871152547325*pi,0.010731147264674945*pi,4.335621381618401*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[3];\ncx q[5],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.361713994316959*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(3.5*pi,3.47196362101437*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1556513200272152*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.31524595118919*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.152826568531565*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.733686634948315*pi,-0.196410495416041*pi,4.223739393905809*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.41770851718807*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5134096629686318*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2271024759094948*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.825483031952384*pi,0.14971054316380905*pi,4.46131468556342*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.308943625021096*pi,2.73220439832118*pi,1.2929509667545411*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.616394508701654*pi,-0.36776412845627604*pi,4.29433125318966*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5091389538969744*pi) q[16];\nu3(0.446244083024277*pi,-0.09453617611509302*pi,0.747109647097335*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.38839813258843*pi) q[14];\nu3(0.318612916407966*pi,2.9867814795254*pi,1.371830209548989*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.954639304181526*pi,3.27141082109902*pi,4.34596705237199*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.430544356298326*pi,2.90641199138304*pi,1.382089132501465*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\ncx q[4],q[5];\nu3(0.577734701669384*pi,-0.327155368680069*pi,3.28216129765842*pi) q[6];\nu3(0.659588073242486*pi,-0.04290359086307299*pi,0.9919010775533941*pi) q[7];\nu3(0.0807401946995351*pi,-0.354518457996786*pi,4.4884070142281*pi) q[8];\nu3(0.336468428478917*pi,3.36475305144641*pi,1.3770416913471308*pi) q[9];\nu3(0.265114539214035*pi,0.25836945425258495*pi,1.207091975458186*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.918935136217457*pi,-0.19288259569196903*pi,1.2750957340121651*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.49686429245144*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.249605015325828*pi) q[5];\nu3(0.140652115535658*pi,3.46736511381709*pi,1.243957633207052*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.612431953998429*pi,2.79410456459784*pi,3.70625230571336*pi) q[8];\nu3(0.308830872098104*pi,3.0361244496713*pi,1.86363480550669*pi) q[9];\nu3(0.731155521316005*pi,-0.193344897440053*pi,0.5544028423858335*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.165054351072823*pi,2.65457087444491*pi,0.919303825868487*pi) q[3];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.212357619739408*pi,0.58251435837563*pi,3.92093613308703*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.192292187491565*pi,0.09452963627555899*pi,0.5648987059918527*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.312047173169585*pi,-0.4835332111554132*pi,1.215144451424854*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.35916460359744*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.334045746850676*pi,3.13067882572607*pi,0.846740153884017*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.904405616207638*pi,0.173585619136016*pi,4.35031078973213*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(0.757935021634303*pi,-0.355899861423041*pi,3.42486298354601*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.251427540323599*pi,0.16252080194178498*pi,0.886259500830354*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.28549068935461*pi,0.5*pi) q[6];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.1463615907755171*pi) q[10];\nu3(0.731629357978188*pi,0.39643942792091*pi,4.332067261857651*pi) q[12];\nu3(0.669878039352128*pi,2.72202952819603*pi,3.79420837047553*pi) q[14];\nu3(3.5*pi,3.37504770231999*pi,0.5*pi) q[0];\ncx q[2],q[11];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(3.5*pi,3.37527867537512*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.329021663381329*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.340938784658531*pi) q[16];\ncx q[0],q[16];\nu3(3.5*pi,3.46493640103998*pi,0.5*pi) q[2];\nu3(3.5*pi,3.32503698503154*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.195509437415752*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,4.4474600003255595*pi) q[10];\nu3(1.0*pi,0.0*pi,1.387838999477239*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[11];\ncx q[3],q[7];\nu3(0.656237944832791*pi,-0.4235538967952061*pi,1.017248504857386*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,4.41361630403253*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.472095120563679*pi) q[16];\ncx q[0],q[16];\nu3(3.5*pi,3.46689034173625*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.498786786058534*pi,0.5808505728062401*pi,0.9886314135739189*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4364966233126*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.627101641684965*pi) q[11];\nu3(3.5*pi,3.43483866658681*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.256927217607539*pi) q[14];\nu3(1.0*pi,0.0*pi,1.221424431789898*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[11];\ncx q[3],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.447001073851319*pi,3.21899454018401*pi,4.16358745106439*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.477586244026971*pi,3.40512775460406*pi,1.003472243280858*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.596766038621316*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5748710136457786*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.539078276346971*pi,3.07361507906409*pi,3.18751305535106*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(0.824379801943867*pi,2.97641287068718*pi,3.61403022418883*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.832963355472838*pi,0.7909800200447501*pi,4.46942777630168*pi) q[0];\nu3(0.386882455143928*pi,-0.31965388777494097*pi,0.5723962113508131*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.27932164309073*pi,-0.19708564973577503*pi,4.38564508826091*pi) q[3];\nu3(3.5*pi,3.27348768466878*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.118483034796855*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.811819250482331*pi,0.8829772520125301*pi,1.028023949854159*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.839652198435629*pi,2.71466830589623*pi,3.83061498878661*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.66228111734053*pi,0.488986403143302*pi,1.2141756680934481*pi) q[14];\nu3(0.246898297768379*pi,2.88385774535185*pi,0.9887657320569909*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.60200758301495*pi,0.74016916132368*pi,0.5452102439421465*pi) q[0];\nu3(0.472658940895248*pi,3.09951744467783*pi,0.5636202074456018*pi) q[1];\nu3(0.340584068414833*pi,0.6291462759644599*pi,4.03459611529207*pi) q[2];\nu3(0.414952002478018*pi,-0.19964281033855003*pi,1.125295466231288*pi) q[3];\ncx q[4],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.456054466340765*pi,3.22787501382245*pi,1.73755394528191*pi) q[8];\nu3(0.597120348452335*pi,3.27659391557065*pi,3.10287282727961*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.249898492182665*pi,0.03126453984053501*pi,0.5854242905128362*pi) q[12];\nu3(0.636334549480322*pi,3.47151559955318*pi,4.33082476252433*pi) q[13];\nu3(0.449998832181748*pi,0.8493206029103699*pi,4.10597236496226*pi) q[14];\nu3(0.429081477134242*pi,-0.211237252277372*pi,4.08173884706248*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.754343947110462*pi,3.30713446448925*pi,3.02319727082557*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.4673429915947995*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.27367149397955*pi,0.376398275585065*pi,1.1194353197222648*pi) q[7];\nu3(0.885698755368976*pi,-0.387187245358414*pi,0.863544219679521*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.836070721975309*pi,-0.29056738299495*pi,3.2784349933525*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.346263060786585*pi,3.22627848665136*pi,0.705953439387769*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(0.577694278361139*pi,0.401143700290859*pi,4.04408550534057*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.8447940376209*pi,3.20268117590596*pi,0.691106931730635*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.721510594064572*pi,0.89782372707836*pi,0.5195756550283852*pi) q[16];\ncx q[0],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.525373367872354*pi,3.00631472239035*pi,3.27898983549761*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.45058460145584*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.36594834446149*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.323205289789947*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1912463486138751*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\ncx q[1],q[8];\ncx q[2],q[9];\ncx q[3],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.39737544960493*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.238717447629412*pi) q[13];\ncx q[14],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47982958489225*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48027809804577*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.24356880672114*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2876006337502028*pi) q[8];\nu3(1.0*pi,0.0*pi,1.404128160590116*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.194545736267741*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49377142088421*pi) q[12];\nu3(3.5*pi,3.46244678247914*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.40268983440034*pi) q[15];\nu3(1.0*pi,0.0*pi,1.1220911794019202*pi) q[16];\ncx q[0],q[12];\ncx q[1],q[8];\ncx q[2],q[9];\ncx q[3],q[15];\nu3(0.548893700449687*pi,3.40689145321301*pi,1.91629959572838*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\ncx q[6],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.6460199406616101*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.527532309742526*pi,0.8787279282684399*pi,1.070672936021356*pi) q[4];\nu3(0.779251383204846*pi,0.17291094922693495*pi,1.140132059266137*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.39725193192014*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.581746571146299*pi) q[9];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.609414142078113*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5591411853163999*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.652778627327959*pi,0.209326839748054*pi,1.136825359061973*pi) q[5];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.571107963363498*pi,3.21180658726996*pi,2.94753664618526*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.390051767740826*pi,3.08425969287482*pi,1.85695507818374*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.448805460093321*pi,0.75700675066307*pi,4.41192267944011*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.424370735541521*pi,0.5643656533061401*pi,0.653011986352933*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.360507484261425*pi,0.5861417483764799*pi,0.5560101721466147*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.599017162905542*pi,-0.295537240737259*pi,3.60530762237709*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.904739133675553*pi,0.0008263767232470354*pi,0.5617958831736837*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.496068731405287*pi,3.13689601297489*pi,3.40202227240203*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.805718443732557*pi,2.93702340069574*pi,3.29218837089834*pi) q[2];\nu3(0.243130945023206*pi,0.11202760236090803*pi,3.53828133295223*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.089890571399429*pi,3.49568586223085*pi,0.642609001132617*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.700126747736231*pi,2.98154112791964*pi,4.432520773562469*pi) q[11];\nu3(0.67750133702055*pi,3.22155390480223*pi,4.4149765417035205*pi) q[12];\nu3(0.735694503453455*pi,0.8832258658894601*pi,4.45540097222987*pi) q[14];\nu3(0.38624552484102*pi,-0.4192957985880048*pi,1.010702858260176*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.261831332052518*pi,2.91914663471198*pi,0.8447157513739709*pi) q[0];\nu3(0.736590719621825*pi,-0.4719532243927823*pi,3.93132736585512*pi) q[1];\nu3(0.347478550905099*pi,0.06537446448317297*pi,0.785467570289368*pi) q[2];\nu3(0.417140648239072*pi,-0.117822075687321*pi,1.259559275480983*pi) q[3];\ncx q[5],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.525382377690573*pi,3.03122427002257*pi,4.371450907739479*pi) q[9];\nu3(0.618313135403996*pi,0.026192974102479005*pi,3.7716310979255*pi) q[11];\nu3(0.733332073699281*pi,0.7086324573815601*pi,0.5261725401476848*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.303575879492336*pi,2.38808805303197*pi,1.267807766974991*pi) q[15];\nu3(0.774233612554419*pi,0.180965596113416*pi,4.32510802208792*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.014475227191952*pi,-0.341450747379321*pi,1.54049562986548*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45236957573348*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1624265293646658*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.513927698603455*pi,3.1993236190487*pi,1.93593336331752*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[10];\ncx q[7],q[14];\nu3(0.50213108623382*pi,0.011675015411209966*pi,3.72507970485319*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.39228084504321*pi,0.5*pi) q[7];\nu3(0.643825409604617*pi,0.6387015507531799*pi,4.35089365490148*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.53772489599532*pi) q[10];\ncx q[11],q[15];\nu3(1.0*pi,0.0*pi,1.319955865970063*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.33109028075247*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.2850910298727*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.312800782812843*pi) q[4];\ncx q[5],q[10];\ncx q[7],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.40171437409525*pi,0.5*pi) q[11];\ncx q[12],q[16];\nu3(1.0*pi,0.0*pi,1.162831487863925*pi) q[13];\nu3(1.0*pi,0.0*pi,1.272956299477821*pi) q[15];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[15];\nu3(3.5*pi,3.4216973721878*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.37955091462703*pi) q[14];\nu3(1.0*pi,0.0*pi,1.164588708251624*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4579083486254305*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[14];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,4.4805146571807*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.46206549119497*pi) q[15];\ncx q[0],q[4];\nu3(3.5*pi,3.43080304053701*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(1.0*pi,0.0*pi,1.308156923091208*pi) q[3];\nu3(0.557145156162951*pi,3.05240630437447*pi,3.29627588427455*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.44080878279475*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.321492129753119*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.48888944593436*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.715137496084938*pi,2.99889489328369*pi,3.22732562776117*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5493715277763904*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5991823625946998*pi) q[9];\nu3(0.307231096224077*pi,2.54318544792722*pi,1.196263136291192*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[9];\nu3(0.55837586994139*pi,3.03103579604409*pi,3.29503798977239*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.311232553027561*pi,0.44604137209350403*pi,4.322322712023849*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.409831362391805*pi,0.23679278908419799*pi,4.46769264875071*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.237108407526965*pi,3.29283594234131*pi,4.45049259726623*pi) q[8];\nu3(0.296587216876867*pi,-0.31924114042101304*pi,4.38802749617618*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.399588993028609*pi,-0.363689237221424*pi,1.3376879824054368*pi) q[0];\nu3(0.864726199161995*pi,0.30293320267173796*pi,1.383883491591293*pi) q[1];\nu3(0.382430148697141*pi,3.3633208857091*pi,1.528369671589*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.785795291026412*pi,-0.0070611648169709995*pi,4.112406452885979*pi) q[4];\nu3(0.285063418950721*pi,-0.42805740392413727*pi,4.05176092801753*pi) q[7];\nu3(0.567149527967463*pi,3.26437941910734*pi,4.3816952529854305*pi) q[8];\nu3(0.421837672842851*pi,-0.20661311647278302*pi,4.32833166951117*pi) q[9];\nu3(0.677538025642382*pi,3.02409419965343*pi,3.97873361019106*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.929480599801554*pi,0.5488546704447601*pi,4.088061549003211*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.567201546238307*pi,0.7027710232978399*pi,0.5636974309368538*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.418466010532827*pi,3.37704616187292*pi,4.26995916714225*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.705197607008001*pi,3.05663027908487*pi,3.47728198427495*pi) q[4];\nu3(0.607722943876305*pi,2.67683575891348*pi,3.6486109278134*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.853087070327508*pi,0.72728431027021*pi,0.7132231483126941*pi) q[11];\nu3(0.653837910131182*pi,-0.0012539063336319822*pi,3.87792498238293*pi) q[12];\nu3(0.133356877764541*pi,3.49058437646558*pi,1.64137456845151*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.435797246424635*pi,0.6897972483218*pi,4.146044663008659*pi) q[15];\nu3(0.595587310034617*pi,0.38389667850502796*pi,1.2761451712000969*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.646172402307823*pi,0.39584517043243495*pi,0.569719842338734*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.239958755540123*pi,0.20916877466124395*pi,4.393718653338469*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.775103365557448*pi,-0.182883562498259*pi,3.37385476263747*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.630255402870474*pi,0.04663591537387102*pi,4.46664897854732*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.598367672975827*pi,3.09931712915512*pi,4.28506609735878*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.450256477096417*pi,-0.35476103872354203*pi,1.388023615852154*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\ncx q[6],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[14];\ncx q[2],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.46579768395325*pi,0.5*pi) q[4];\nu3(3.5*pi,3.41755502761824*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.373902750429608*pi) q[9];\nu3(1.0*pi,0.0*pi,1.213784353650901*pi) q[11];\ncx q[12],q[13];\nu3(3.5*pi,3.490195669758*pi,0.5*pi) q[0];\nu3(3.5*pi,3.334714698628*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48675202847564*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[11];\nu3(1.0*pi,0.0*pi,1.2192469711454659*pi) q[5];\ncx q[6],q[9];\ncx q[7],q[10];\nu3(3.5*pi,3.36012624056087*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.167981219140473*pi) q[13];\nu3(1.0*pi,0.0*pi,1.260249130697628*pi) q[14];\nu3(1.0*pi,0.0*pi,1.174633822409495*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[14];\ncx q[2],q[16];\nu3(3.5*pi,3.47902363735495*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.46252864112203*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2642504674797181*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4428010896952195*pi) q[9];\nu3(1.0*pi,0.0*pi,1.182443701674047*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5729356950400589*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,0.5794295044525688*pi) q[5];\ncx q[6],q[9];\ncx q[7],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.662806725382569*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5079958720454054*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.494879011517201*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[14];\ncx q[2],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5042949894865124*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.621344506945135*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[8];\nu3(0.14677529351509*pi,0.02085296432288697*pi,1.341334780515207*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.568458229644678*pi,0.47732082253517605*pi,0.600349199011131*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.106234307900197*pi,2.680444863328*pi,0.843707373379228*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.669782278617754*pi,0.20055102902143795*pi,0.805206777190822*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.179461810009048*pi,1.04856747642427*pi,4.14967007214715*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.599167796009181*pi,-0.30160071655527*pi,3.44404004890665*pi) q[0];\nu3(0.413791143527816*pi,0.31497206526645205*pi,0.658957701460714*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.474794351013683*pi,-0.18433881284674603*pi,0.63319558221242*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.247524877256237*pi,0.09376113717646395*pi,0.585106750556281*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.486634556271117*pi,2.49699582489755*pi,1.3207379790227431*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.606577996914313*pi,-0.4337917979225732*pi,0.866334147192984*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.672522478662138*pi,2.90016538899717*pi,3.84776663705656*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.712388755282553*pi,-0.113368997732402*pi,1.1051551357046479*pi) q[7];\nu3(0.333090685710598*pi,-0.068627362180325*pi,0.5536261482303662*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.528658507175438*pi,2.87538714156344*pi,3.46420889444269*pi) q[12];\nu3(0.587982017142726*pi,0.463258022766868*pi,0.719467055324715*pi) q[13];\nu3(0.922419540817923*pi,-0.385512481176425*pi,0.923325774003943*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0613582098244849*pi,2.48032688616312*pi,1.377337183617193*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.318335621407582*pi,-0.179388642208552*pi,4.0120021902535505*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.733437434946526*pi,3.1152376675014*pi,3.96486654231167*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.625214400431573*pi,-0.328549951343532*pi,3.34908721485226*pi) q[13];\nu3(0.477242946319165*pi,-0.352588026082235*pi,4.28839440850962*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.72981827758699*pi,0.6073717108852901*pi,4.24741593015941*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.345844166000121*pi,-0.019531858619091014*pi,1.335960877952541*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.666090457369479*pi,0.44335263919536805*pi,4.26344871811567*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.591721514497536*pi,2.65408878917623*pi,3.50340231306401*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.871624165807094*pi,3.11590624992605*pi,4.46816398541966*pi) q[9];\nu3(0.844155098738682*pi,-0.239727960086417*pi,3.73804071213712*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.56574395285851*pi,0.005587455745678982*pi,3.5680937429407*pi) q[16];\nu3(3.5*pi,3.4704021906591*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(1.0*pi,0.0*pi,1.212333803233661*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.861279905692531*pi,-0.270884718170165*pi,3.42999084578701*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.519463893047695*pi,-0.09325898649535902*pi,0.706016438012162*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.625061201395193*pi,2.94076267118474*pi,3.94215274828689*pi) q[16];\ncx q[0],q[4];\ncx q[1],q[2];\nu3(3.5*pi,3.35235222214352*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[13];\ncx q[8],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1681946094101479*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.36818824565628*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2449923785210308*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,0.5388556599792691*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.35732800056445*pi,0.5*pi) q[7];\nu3(3.5*pi,3.39076417869053*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.230069068328465*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.258557961941217*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[4];\ncx q[1],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[9];\ncx q[6],q[10];\ncx q[7],q[13];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,0.5203232189026208*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5762969066740253*pi) q[2];\ncx q[3],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48046615298741*pi,0.5*pi) q[5];\nu3(3.5*pi,3.48151585649119*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.106506045983046*pi) q[9];\nu3(1.0*pi,0.0*pi,1.341575478392784*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40344950317379*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,4.45691322766219*pi) q[15];\nu3(0.29615164568621*pi,-0.08683879102126402*pi,1.26710491147215*pi) q[0];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.850078538732189*pi,0.430640428896894*pi,4.09034265126005*pi) q[4];\ncx q[5],q[9];\ncx q[6],q[10];\ncx q[7],q[13];\ncx q[8],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.49439408741213*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.385881456972386*pi) q[16];\nu3(0.744992596946885*pi,0.66433005893643*pi,0.727731775887175*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.245887027041759*pi,-0.058694793196928*pi,1.144257799741214*pi) q[3];\nu3(0.768594969722408*pi,2.92003694954962*pi,3.82415636004722*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5180513742952022*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49541292730502*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.757208608638359*pi,-0.34873359517631*pi,3.53971356616726*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5994443784083829*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.240586271210203*pi,3.4385215444263*pi,1.1063720640764911*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.638540971763097*pi,0.085316701854938*pi,3.90327748922419*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[12];\nu3(0.510124508378035*pi,0.97080371319859*pi,1.026982799022075*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.612202502130534*pi,-0.243493745744484*pi,3.49749369934013*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.156752911228516*pi,0.30697737647744305*pi,4.16233291105302*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.338981528554945*pi,-0.397299761432941*pi,0.5322533903946172*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.792016840229551*pi,3.45063746207377*pi,0.678467586402972*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.3486495149682*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.855935829790996*pi,3.28042997150542*pi,4.23393573208814*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.562450239260351*pi,2.95034193505092*pi,4.17433894653903*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.56794644518716*pi,0.484971269151098*pi,0.982675665040429*pi) q[7];\nu3(0.658026567911461*pi,0.82610420690768*pi,0.719945078135013*pi) q[8];\nu3(0.0584267176025751*pi,-0.19374609386492098*pi,1.463652390122941*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(1.0*pi,0.0*pi,1.255336977106998*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.2178841426609*pi,3.24278811682039*pi,1.64583150071696*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.520519454661644*pi,3.36340667005131*pi,1.88382314488382*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.1114026834123*pi,0.167813370609873*pi,0.886738533539936*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5260068746070607*pi) q[12];\nu3(0.365585370488505*pi,2.88991891003216*pi,1.3207039665869629*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.299307114286341*pi,0.255530855601952*pi,0.931281000575119*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[11];\nu3(0.752119893212619*pi,0.14681449486091602*pi,1.61696379972195*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.907255185486121*pi,0.233398865181358*pi,0.672911178996854*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.293871722303941*pi,-0.30913098980243403*pi,1.50920549137228*pi) q[14];\nu3(0.327980881768134*pi,3.37850565030684*pi,4.21713675360511*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\nu3(3.5*pi,3.46474509015383*pi,0.5*pi) q[3];\nu3(0.738178426972447*pi,0.30739507593024495*pi,3.99309798405758*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.401253355527071*pi,0.64436038641453*pi,4.0933743010263*pi) q[10];\nu3(1.0*pi,0.0*pi,1.371302370064618*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.680651797973904*pi,3.09795634806716*pi,4.15817982355484*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,3.45210685477296*pi,0.5*pi) q[1];\ncx q[3],q[11];\nu3(1.0*pi,0.0*pi,1.152439698740636*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.455136155912101*pi,2.99133864083084*pi,1.05679353687413*pi) q[16];\nu3(0.676424259640964*pi,0.6326199303971001*pi,4.3145960347606*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40380755570384*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.528051661921297*pi,-0.214526132409609*pi,0.5245887814729232*pi) q[16];\nu3(0.106404459878255*pi,2.9871444204826*pi,1.73555526882876*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.31654958672356*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,3.44841543548879*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.44752151572182*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[9],q[10];\nu3(0.658172389966841*pi,3.05559103218189*pi,3.61499361262334*pi) q[12];\nu3(1.0*pi,0.0*pi,1.269238688497841*pi) q[14];\nu3(1.0*pi,0.0*pi,1.225533903776967*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.41731338692668*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.273165337073856*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.603611134802224*pi,0.288439239142678*pi,0.5259419332716674*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[8];\ncx q[7],q[16];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49917505414548*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5456383056224836*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.45510187931154*pi,0.5*pi) q[6];\nu3(3.5*pi,3.45080132004769*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.303310882628407*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.3584381434585495*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.330905684323442*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[8];\ncx q[7],q[16];\ncx q[9],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.343431150169031*pi,0.9890601391847*pi,4.413330633198219*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.45321348735998*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.717445362417836*pi,3.0438618060057*pi,3.6323934302977*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.48147750595758*pi) q[16];\nu3(0.278732950512825*pi,-0.4719486150975408*pi,0.977256991112379*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.297455100334704*pi,0.72266825139804*pi,0.76111608122881*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[8];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.545145853718379*pi,-0.4682365105704577*pi,4.14704491838298*pi) q[15];\nu3(0.391286249678098*pi,2.9962189269399*pi,1.3970692369798319*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.26411248978205*pi,0.6520570633204701*pi,4.02283871381535*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0741577126286105*pi,-0.4232171250567405*pi,4.21060422326148*pi) q[2];\nu3(0.724503355456906*pi,3.16275958283199*pi,4.388177056828*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0753632563976006*pi,-0.06756931087275198*pi,4.11478224008676*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.312383345631777*pi,2.9605652183452*pi,0.8867199716429031*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.498163514889929*pi,-0.21848432600172402*pi,4.23903959327734*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.519895591911054*pi,0.465525866204905*pi,1.484877745498941*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.40641485948262*pi,-0.32253169389392*pi,1.236174989300621*pi) q[11];\nu3(0.338615141036116*pi,0.12866632122270205*pi,3.73690609133271*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.448228181636464*pi,3.01314821347596*pi,1.3440716161148472*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.690853543626893*pi,0.25631400007124605*pi,0.9385228300955171*pi) q[11];\nu3(0.53874514216221*pi,0.36770598550020595*pi,3.68271972233727*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.819452429766904*pi,0.216211820277871*pi,0.6896089876061691*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.19321281561672*pi,2.8395974379727*pi,1.439039806522987*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.639427502413997*pi,0.37032591687189*pi,4.38441886071715*pi) q[6];\nu3(0.145412895157191*pi,2.53166612072721*pi,1.22794674728528*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.82092214538396*pi,2.93825833256113*pi,4.42511744189323*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.672594561954802*pi,-0.07287231477774297*pi,4.31450925726983*pi) q[16];\ncx q[0],q[14];\nu3(3.5*pi,3.364365247069*pi,0.5*pi) q[1];\ncx q[2],q[11];\ncx q[5],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.416264134490862*pi,3.26007148432751*pi,1.33920374195754*pi) q[7];\nu3(0.195610215251827*pi,0.9052254712441501*pi,3.989875541034*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.254928540699259*pi) q[15];\nu3(0.973885924904689*pi,3.01188840733955*pi,3.83190207971534*pi) q[16];\nu3(3.5*pi,3.4425967719204*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(3.5*pi,3.41087590366295*pi,0.5*pi) q[2];\nu3(3.5*pi,3.30130323547325*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.728258986062635*pi,3.11526246330184*pi,3.61593169967893*pi) q[8];\nu3(1.0*pi,0.0*pi,1.136667511213104*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.241898817642272*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1877762916885208*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[10];\ncx q[5],q[9];\ncx q[6],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4897905128868505*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.46955795968523*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.35062675037683*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.113612349943478*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5590938356576438*pi) q[9];\nu3(1.0*pi,0.0*pi,1.276862184204663*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4371710381661895*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,4.33530057938614*pi) q[14];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[10];\nu3(3.5*pi,3.26237832804639*pi,0.5*pi) q[4];\ncx q[5],q[9];\ncx q[6],q[7];\nu3(1.0*pi,0.0*pi,1.227274030650725*pi) q[8];\nu3(3.5*pi,3.49271762924241*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.339093305266531*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4758689213678*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.674838055352752*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.785106569743533*pi,3.07711610385998*pi,4.19515655513467*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,4.4563687506126595*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5888287714426549*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.740855181218059*pi,0.5395371421151101*pi,0.832334532440759*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.381384852577836*pi,0.8098653965274301*pi,4.17808536883962*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.558767675923996*pi,0.385124630375665*pi,4.3870992675780105*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.210387441485724*pi,0.6842307776068799*pi,3.91509004865095*pi) q[9];\nu3(0.391396917605517*pi,0.08377509692761398*pi,0.5224143711850616*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.602357646058985*pi,-0.387930693142852*pi,3.84970366517326*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.954618222838698*pi,2.71834094105608*pi,3.74593229280389*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.504992608180511*pi,3.39107158610114*pi,1.79639632045542*pi) q[9];\nu3(0.739504769799612*pi,0.55703054166458*pi,1.004335240317808*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.495786650690429*pi,-0.4419310933565357*pi,4.14337727154072*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.489113358847027*pi,0.48877939241037405*pi,3.49444321512985*pi) q[16];\nu3(0.643405772228809*pi,0.87907518217646*pi,0.846252660377408*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.691131304436805*pi,-0.27523155638861896*pi,3.97466447219842*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.540704866090737*pi,-0.4921622862734388*pi,3.18559626603955*pi) q[11];\nu3(0.63063610972168*pi,0.97537681021001*pi,0.72641594935741*pi) q[12];\nu3(0.605458325053285*pi,3.10039557389084*pi,3.56035339974635*pi) q[14];\nu3(0.163849741969554*pi,-0.158913600106727*pi,0.5020428980594477*pi) q[15];\nu3(0.707206061784802*pi,-0.19925068085125403*pi,3.45848529988256*pi) q[16];\nu3(0.172551316008009*pi,-0.0017547096545449947*pi,3.66928865467587*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.681257678376651*pi,0.56842359906906*pi,1.3743048992604718*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.419927481082594*pi,3.4010791625528*pi,0.753825101564001*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.493912505518972*pi,3.13477538531008*pi,3.24724333958868*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.338587814420794*pi,3.31101467355192*pi,1.97505097351601*pi) q[14];\nu3(0.68870352730336*pi,-0.4966631200460665*pi,3.98688934049526*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.961906855187553*pi,3.19380592710261*pi,3.02001099767951*pi) q[6];\nu3(0.492112830799662*pi,3.14228250823991*pi,0.631741796079407*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.884779242099868*pi,3.41462440573334*pi,3.50134458221873*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.30538612062482*pi,3.44651601666649*pi,0.769482014971608*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.42596048303258*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[10];\nu3(0.0676107893400344*pi,2.60671868009273*pi,1.53580566839815*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.141896749476979*pi) q[16];\ncx q[1],q[16];\nu3(3.5*pi,3.46242541019722*pi,0.5*pi) q[2];\nu3(3.5*pi,3.38964859789084*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.4561565383773*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.617802913605597*pi,0.7134409615701001*pi,0.754876418790828*pi) q[8];\nu3(1.0*pi,0.0*pi,1.244493039302826*pi) q[9];\nu3(1.0*pi,0.0*pi,1.169236833582925*pi) q[10];\nu3(3.5*pi,3.41291579042297*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.29143545584566*pi) q[12];\nu3(1.0*pi,0.0*pi,1.187454731186308*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.657628858969846*pi,-0.42502036993079073*pi,3.14649653775932*pi) q[8];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,4.40697359467507*pi) q[16];\ncx q[1],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47498025001201*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.44680796453693*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49262801883345*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.36138246809527*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[10];\ncx q[4],q[7];\ncx q[5],q[14];\nu3(3.5*pi,3.43348860194034*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.150103485060731*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.31397691283545*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(1.0*pi,0.0*pi,1.244656698768962*pi) q[7];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.44165512517323*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45802961047789*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.26739962530488*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,0.650505564427085*pi) q[7];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.29018040104085*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.380117597891057*pi,0.72769149782382*pi,4.1124571066415*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.82774311856027*pi,2.86351424111245*pi,3.29072785082929*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.703433078520975*pi,-0.03176621789114298*pi,1.446863413397054*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.287102369194331*pi,3.36993855305729*pi,0.819927977513096*pi) q[16];\nu3(0.310695262955148*pi,-0.377445392469954*pi,0.5342068762259208*pi) q[1];\nu3(0.637235681625646*pi,3.12711043041004*pi,0.607968213040498*pi) q[2];\nu3(0.836639749808694*pi,0.5247158865336601*pi,0.753840424927395*pi) q[3];\nu3(0.750907999745488*pi,3.32008305563503*pi,4.436278127955569*pi) q[4];\nu3(0.672715947750273*pi,0.27855790991156704*pi,4.36097723500156*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.176340488957701*pi,0.10347541751841105*pi,1.079478074845992*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.805004384588521*pi,3.07657816217047*pi,4.484807474316749*pi) q[11];\nu3(0.084055358422571*pi,0.45595879057494604*pi,3.78746559537116*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.420628558159076*pi,2.92036009330928*pi,1.67834146888474*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.460523637133429*pi,-0.4264995568293734*pi,1.088006672192567*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.637677696834562*pi,-0.39784359776244*pi,4.09597394160167*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.538786402152982*pi,-0.482249582530232*pi,3.08898994772756*pi) q[9];\nu3(0.211194720055546*pi,0.5533614145592001*pi,0.6034186352587501*pi) q[10];\nu3(0.501860972123287*pi,-0.11935065524831401*pi,1.159258841694943*pi) q[11];\nu3(0.732261709501366*pi,0.07463401889350996*pi,0.708336128512566*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.381753787908474*pi,0.391559865917245*pi,0.5583377464049272*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.724735965493001*pi,2.85726716397533*pi,3.94743211422481*pi) q[6];\nu3(0.459801351461463*pi,-0.31360062328108096*pi,3.78319012081104*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.800130386743841*pi,-0.16332585491428397*pi,3.86747895473923*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.464788005837404*pi,2.83568810198351*pi,1.280531480935366*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0988975735816264*pi,3.20897917038305*pi,2.0887155894114597*pi) q[6];\nu3(0.613588527165745*pi,2.79590247381971*pi,4.1973351632551505*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.476104165073494*pi,0.8605923714091599*pi,0.8412907795405631*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[1],q[2];\nu3(3.5*pi,3.42358043715*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.522920459199406*pi,0.305164014313693*pi,1.292700921214351*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.285200466201281*pi) q[11];\nu3(0.458152634107351*pi,3.06911308444905*pi,1.0158903719821701*pi) q[13];\nu3(0.533379958245539*pi,2.62802071560131*pi,1.148989868059054*pi) q[15];\nu3(3.5*pi,3.42097268691024*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.348751727615042*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[10];\ncx q[5],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.415022578454686*pi,0.329087328197297*pi,3.96414871284922*pi) q[8];\ncx q[9],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.863397236012006*pi,0.449207090758337*pi,4.29877007522417*pi) q[15];\ncx q[1],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.38513494379736*pi,0.5*pi) q[4];\nu3(3.5*pi,3.43318973968113*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2514270391304891*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.44396456145475*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.113609325910129*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.43402671341863*pi) q[11];\nu3(1.0*pi,0.0*pi,1.128823148804054*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.715944439252362*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[10];\ncx q[5],q[6];\ncx q[7],q[16];\ncx q[9],q[12];\ncx q[13],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.32139843204746*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.635556748894348*pi) q[6];\nu3(3.5*pi,3.4690490984185*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.194562688746454*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49567472660896*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.48730779445762*pi) q[12];\nu3(3.5*pi,3.36430294484915*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.226180311524283*pi) q[14];\nu3(1.0*pi,0.0*pi,1.118258954416878*pi) q[16];\ncx q[0],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[6];\ncx q[7],q[16];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[13],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.40099558580417*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49416972811202*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.43828820568211*pi) q[16];\ncx q[0],q[8];\nu3(0.343096774442328*pi,0.9068921453334899*pi,4.1125612604246005*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.16770480663452*pi,-0.21617276419112602*pi,1.69103796274113*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.711890036202661*pi,-0.24111913637314802*pi,3.58850746866662*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.155332658251305*pi,0.183885737627705*pi,4.02898726285117*pi) q[2];\nu3(0.736535474985693*pi,0.0016509726799539548*pi,0.5445389623626521*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.211698026264171*pi,2.9534041787826*pi,0.873596207686148*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.628642630735423*pi,3.131927693076*pi,2.87116754610687*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.433130674157309*pi,0.12437610415010503*pi,1.0027252260108122*pi) q[2];\nu3(0.319025608221276*pi,0.5325716106099601*pi,0.9257969387784579*pi) q[3];\nu3(0.940479359908128*pi,0.12151469301121598*pi,3.94479553802008*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.545433071351266*pi,0.6363290230935399*pi,4.33517344568525*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.569825603768895*pi,-0.330137695240515*pi,0.607282665765699*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.675117728538266*pi,-0.33447997041031996*pi,3.51102614875855*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.667146914752225*pi,2.96045089809195*pi,3.81983731309645*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.235781354917159*pi,0.7112526894353699*pi,3.71750665829765*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.325425344398309*pi,0.497018811156705*pi,4.2664215049668*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.234800329056413*pi,3.04445872487114*pi,1.2406516043995919*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.662067130142998*pi,-0.226432550092173*pi,0.7833613371953809*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.371771206884357*pi,0.351467267415395*pi,0.707264557371226*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.407945578957155*pi,-0.26121613773875396*pi,1.293649127525172*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.727060489715691*pi,0.6408197795944499*pi,0.822286179345544*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.334623164177746*pi,0.001753025424105048*pi,4.18751666835706*pi) q[7];\nu3(0.29987400217449*pi,-0.32381191356244*pi,4.2543188183636005*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.744859291443785*pi,0.99071358655508*pi,0.733754440335843*pi) q[10];\ncx q[11],q[15];\nu3(0.676412761042585*pi,-0.13173872428494698*pi,3.45867974877282*pi) q[12];\nu3(0.822236971495342*pi,3.1315687896529*pi,3.98489042847982*pi) q[13];\nu3(0.595859011854627*pi,3.37904202251203*pi,3.09866645905332*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.266102516672747*pi,-0.321044478012659*pi,0.5442378438133777*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.42072433961496*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.51461330799337*pi,3.32078374246875*pi,0.929103434550304*pi) q[13];\nu3(0.53197866376301*pi,0.27372867822607505*pi,1.3452724044973299*pi) q[14];\nu3(1.0*pi,0.0*pi,1.259710521774021*pi) q[15];\nu3(0.226007787895124*pi,0.045714459675720964*pi,4.3570564506694005*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[3],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.0927063070497966*pi,-0.282372115355487*pi,1.488083084755453*pi) q[16];\ncx q[0],q[2];\ncx q[1],q[7];\nu3(3.5*pi,3.38037231509109*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.3124885755017761*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[9],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5895291249176745*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.2521808303486*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49343986406216*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.085126333040213*pi) q[2];\ncx q[3],q[5];\ncx q[4],q[13];\nu3(1.0*pi,0.0*pi,1.149093753926633*pi) q[7];\ncx q[8],q[12];\nu3(3.5*pi,3.41668165102163*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.249682494295349*pi) q[10];\ncx q[11],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[2];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.4329676686997*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5555119529632013*pi) q[5];\ncx q[6],q[16];\nu3(3.5*pi,3.45305310224138*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.119999504753269*pi) q[12];\nu3(1.0*pi,0.0*pi,1.117258178927023*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.4676023251266095*pi) q[2];\ncx q[3],q[5];\ncx q[4],q[13];\nu3(3.5*pi,3.47175586651601*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5647729817823723*pi) q[7];\ncx q[8],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49401811285652*pi) q[10];\nu3(0.307039280739043*pi,-0.379736962600446*pi,4.06391995603062*pi) q[11];\nu3(0.589323134930998*pi,-0.16413749407729*pi,1.125229228502295*pi) q[15];\nu3(1.0*pi,0.0*pi,1.1573066095868119*pi) q[16];\ncx q[0],q[2];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(0.273125441486628*pi,2.77611257486412*pi,1.2930386341086408*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4242793197596395*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47207976230166*pi) q[13];\nu3(0.395320103242622*pi,2.72027276037485*pi,1.1627063121514158*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5275516713388307*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.219497053566521*pi,2.69070672308083*pi,1.455607942252057*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.507455038190682*pi,0.1334068017322*pi,3.80492393195316*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.272019417185834*pi,-0.24523720867521698*pi,0.5388050003336583*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[1] -> c[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0447659030550695*pi,-0.42989180779412817*pi,1.041015419726535*pi) q[5];\nu3(0.254279780445234*pi,0.43844542594257396*pi,1.0309465903813408*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.201859429029568*pi,-0.251622427775684*pi,0.638980408763866*pi) q[16];\nu3(0.38994798647788*pi,3.46595248614277*pi,0.938894008088648*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.152792947316026*pi,0.5439695027303699*pi,0.857386134474966*pi) q[5];\nu3(0.51291052541526*pi,-0.202905471344769*pi,3.95731201253235*pi) q[6];\nu3(0.579773677313044*pi,2.67231717234639*pi,3.76024807158889*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.319009297784369*pi,0.043215357653786035*pi,0.829355741888048*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.547572360681634*pi,3.46599170362925*pi,3.20972847063628*pi) q[16];\nu3(0.579620808127264*pi,0.20937777302612903*pi,0.95248358228232*pi) q[0];\nu3(0.881457477404621*pi,0.9477193821604899*pi,0.8729144509922679*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.380998436642836*pi,3.34737303348115*pi,1.200701446748736*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.549398252551568*pi,0.010200979225580054*pi,1.083164919018658*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.190109941038188*pi,2.43733407341479*pi,1.1062456014185251*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.314722355298417*pi,-0.289591234261769*pi,4.14623700831943*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.3194523415627*pi,0.07233651141528996*pi,3.60137484079157*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.20324131299602*pi,3.20702261668022*pi,1.419939151672984*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.731972953271183*pi,3.08806690804206*pi,3.9052866158782*pi) q[10];\nu3(0.398222032721779*pi,0.78718442621196*pi,4.34837039223265*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.259555502845118*pi,0.79696355401889*pi,0.5746645151917439*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.296819531431843*pi,3.21478609697483*pi,0.5591356413126338*pi) q[10];\ncx q[11],q[16];\nu3(0.947277462907398*pi,-0.20734406778404102*pi,3.55106208107917*pi) q[12];\nu3(0.932830776440023*pi,0.81992940093136*pi,4.4827242208118605*pi) q[13];\ncx q[0],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(3.5*pi,3.36967554766141*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.488850799711351*pi,-0.462885578407061*pi,3.96265540960913*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2614380497904412*pi) q[16];\nu3(3.5*pi,3.25239376947338*pi,0.5*pi) q[0];\ncx q[2],q[6];\ncx q[4],q[15];\nu3(1.0*pi,0.0*pi,1.164852172351385*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[5];\nu3(3.5*pi,3.49448613741388*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,3.49291651722709*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.145469107903578*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.208343643313364*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5744346928510609*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[6];\nu3(3.5*pi,3.39653905204763*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,4.45430703781801*pi) q[5];\ncx q[7],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[14];\ncx q[11],q[16];\nu3(1.0*pi,0.0*pi,1.288108502604374*pi) q[12];\ncx q[0],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5711223091439283*pi) q[6];\nu3(3.5*pi,3.42316281835927*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.4896488655923*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3134188624810341*pi) q[13];\nu3(1.0*pi,0.0*pi,1.404421558064171*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.35235179527663*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[13];\ncx q[8],q[9];\ncx q[10],q[14];\nu3(0.0952396953959933*pi,3.41761004618462*pi,0.673283163079391*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5577685668374017*pi) q[12];\nu3(0.655435892921939*pi,0.264608926317914*pi,0.798779919163653*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,3.43134620697513*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3716541893721899*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.362111199225946*pi,3.38354035018202*pi,0.5617980975402223*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.616672965831439*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5519773642325149*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.61463006780273*pi,3.21549153521313*pi,3.31132090182291*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.402172246831821*pi,-0.18562754717791602*pi,0.818392588643208*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0498435475051087*pi,-0.17112574672693098*pi,0.6344199243001141*pi) q[6];\ncx q[7],q[13];\ncx q[8],q[9];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.819691466340965*pi,2.80933924767169*pi,4.21844992962458*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.556119944397948*pi,2.68058091283898*pi,3.95886977247197*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.42818802085127*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.199765947593767*pi,0.159168206331479*pi,4.24445609793697*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.916415568113304*pi,-0.4706149583973471*pi,1.01787206474511*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.700008815209563*pi,3.0518099330216*pi,2.95560379780272*pi) q[7];\ncx q[8],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.360811082876855*pi,3.41809001152032*pi,0.992495314623631*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.883953283322988*pi,2.62670713950702*pi,3.5674337513499*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.868104228196885*pi,3.27494945484935*pi,4.03989730902574*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.352324779508831*pi,0.23425765361574902*pi,0.5086430316129864*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.664756389963793*pi,0.52278215070183*pi,4.0888216511795505*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.184372906858559*pi,-0.326865918210062*pi,0.916606362822625*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.374868058765623*pi,0.33718768305177305*pi,4.271533352556061*pi) q[4];\nu3(0.41274535765124*pi,3.19845883590901*pi,2.1544289741212497*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.550914565056389*pi,3.15557246884904*pi,2.92943261998184*pi) q[10];\nu3(0.363386715393757*pi,0.57679081078708*pi,3.91206436459098*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0296638649175279*pi,2.95651428590267*pi,0.712307002118492*pi) q[14];\nu3(0.579645274037451*pi,0.32009559962811895*pi,3.84568816671134*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.334596031495564*pi,0.7569184477505699*pi,3.95864693653763*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.468181055885752*pi,-0.444654289340715*pi,1.67652871074492*pi) q[10];\nu3(0.434134413728883*pi,2.53982691402902*pi,1.423727062568246*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0389556555170158*pi,-0.17621483928430398*pi,3.78018035594088*pi) q[14];\nu3(0.483594483799538*pi,-0.4108692363781141*pi,4.110731347370169*pi) q[15];\ncx q[0],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.46002782691824*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.44617500718802*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2610466608516009*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.196791759653866*pi) q[16];\ncx q[0],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[3],q[4];\ncx q[5],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.125674941957675*pi,0.12980569939568398*pi,3.91914871869754*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5355474467556784*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.653673955859168*pi) q[16];\ncx q[0],q[16];\nu3(3.5*pi,3.49394305496784*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.3693339444482309*pi) q[4];\nu3(3.5*pi,3.43595579902631*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(1.0*pi,0.0*pi,1.266655738428578*pi) q[7];\nu3(0.841664333764762*pi,3.44781394864195*pi,3.11950144784309*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.178083541302283*pi,0.28969072397721296*pi,0.949477082915655*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.48678041305405*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.128854197048436*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.706792583144781*pi,0.36964987197630395*pi,1.375658539691065*pi) q[0];\ncx q[2],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.391537419306291*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.40946440579919*pi) q[7];\nu3(0.526314063541667*pi,2.80824749455991*pi,4.0193123251826695*pi) q[9];\nu3(3.5*pi,3.46160992645968*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.383431678527008*pi) q[14];\nu3(0.923452058105581*pi,3.19929426093987*pi,4.3602848384085*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[16] -> c[16];\nu3(3.5*pi,3.23448281609056*pi,0.5*pi) q[2];\ncx q[3],q[4];\ncx q[5],q[7];\nu3(0.964727161541499*pi,0.8383489188739199*pi,4.474391889101*pi) q[6];\nu3(1.0*pi,0.0*pi,1.148388453314279*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5116232612662039*pi) q[13];\nmeasure q[6] -> c[6];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,0.5734462068601363*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5990560368036748*pi) q[8];\ncx q[9],q[15];\ncx q[10],q[14];\nu3(0.530327586208281*pi,3.38653937288399*pi,4.28730119443824*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[11] -> c[11];\ncx q[2],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.45164927112009*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.215431573281586*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.347501636852924*pi,0.5425009593108301*pi,4.0972091295150594*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[12] -> c[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.895064613129234*pi,0.39187768277511903*pi,0.6611297061522949*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5668603433421657*pi) q[15];\nmeasure q[5] -> c[5];\nu3(0.456618835342344*pi,-0.382126509165443*pi,1.400698875869985*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\ncx q[9],q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.91918147638297*pi,0.284250118450427*pi,0.575576947437942*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[2] -> c[2];\nmeasure q[13] -> c[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.286399855668859*pi,2.70469190748557*pi,1.147395546035457*pi) q[7];\nu3(0.747644966985845*pi,3.13817433680759*pi,2.87915966954778*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.395211189224452*pi,0.88113272720109*pi,4.05189030767589*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nmeasure q[7] -> c[7];\nmeasure q[8] -> c[8];\nmeasure q[10] -> c[10];\nu3(0.545042139521463*pi,-0.232998054905107*pi,0.872003075406451*pi) q[3];\nu3(0.721277866366426*pi,3.32286406032361*pi,0.6027605913419289*pi) q[4];\nu3(0.764418726746929*pi,3.40558413737636*pi,4.468091280915861*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.0672223668826529*pi,0.377203123596909*pi,3.53116995615126*pi) q[15];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[9] -> c[9];\nmeasure q[15] -> c[15];\nu3(0.152511306137169*pi,3.14433794500444*pi,1.263849708660222*pi) q[14];\nmeasure q[14] -> c[14];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.456047096759355*pi,0.21623177012649897*pi,4.30191106358439*pi) q[0];\nu3(0.858963998587352*pi,0.27017524883673805*pi,0.975988903734766*pi) q[1];\nu3(0.462923897332229*pi,0.33034687178658695*pi,3.42657679824512*pi) q[2];\nu3(0.124240362281027*pi,2.44542670545072*pi,1.340597995112217*pi) q[3];\nu3(0.282297390399518*pi,0.29498466160620096*pi,0.702395116439533*pi) q[4];\nu3(0.651140028741005*pi,0.6714484884007901*pi,0.990912750113741*pi) q[5];\nu3(0.537360486094256*pi,0.030696889984971*pi,3.81151742969762*pi) q[6];\nu3(0.320542570965079*pi,0.490736755074473*pi,3.81554957921279*pi) q[7];\nu3(0.410171353559781*pi,3.27488909362623*pi,1.66555631989597*pi) q[8];\nu3(0.766859405038674*pi,2.86412765389757*pi,4.1948236453879595*pi) q[9];\nu3(0.56914341444102*pi,-0.387323004189914*pi,1.126477080986158*pi) q[10];\nu3(0.378683587559083*pi,0.0053986641259540225*pi,1.342318885117348*pi) q[11];\nu3(0.438684821018921*pi,3.41446234536737*pi,4.4269426495982*pi) q[12];\nu3(0.409785028729487*pi,-0.044373902119584974*pi,1.180697543217982*pi) q[13];\nu3(0.224648704905125*pi,3.36669276665025*pi,0.648991420369722*pi) q[14];\nu3(0.658150167000417*pi,0.35882406133116795*pi,0.5130581082170762*pi) q[15];\nu3(0.273825292145166*pi,2.65619567761168*pi,1.485235655120663*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.403775756063*pi,0.5*pi) q[1];\nu3(3.5*pi,3.42801627466062*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.270230520070798*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[11],q[16];\nu3(1.0*pi,0.0*pi,1.310013913625715*pi) q[13];\ncx q[14],q[15];\ncx q[0],q[8];\ncx q[1],q[13];\ncx q[2],q[5];\nu3(3.5*pi,3.34247251813535*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[6],q[12];\nu3(1.0*pi,0.0*pi,1.19782814306752*pi) q[7];\nu3(3.5*pi,3.34525339708019*pi,0.5*pi) q[11];\nu3(3.5*pi,3.33836653508554*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.194995571630387*pi) q[15];\nu3(1.0*pi,0.0*pi,1.158011922269297*pi) q[16];\nu3(3.5*pi,3.40804016330528*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(3.5*pi,3.49590615295882*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.60635023957284*pi) q[5];\nu3(3.5*pi,3.43527685733849*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.149532530985153*pi) q[8];\nu3(1.0*pi,0.0*pi,1.232838596790431*pi) q[9];\ncx q[11],q[16];\nu3(1.0*pi,0.0*pi,1.3508470237299859*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.31029833464031*pi) q[13];\ncx q[14],q[15];\ncx q[0],q[8];\ncx q[1],q[13];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[9];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,0.677097032148975*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.36183409845642*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.63475709770269*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.41801933312063*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.37184277666743*pi) q[9];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,0.643716653946669*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[15];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.47272165949639*pi,0.12257864179540301*pi,3.8126476678227*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.449576917453495*pi,0.51611216535116*pi,0.779316290128366*pi) q[5];\ncx q[6],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.679675010051477*pi,0.7783383720185499*pi,0.515041368162642*pi) q[2];\nu3(0.890266556517501*pi,0.405863896559152*pi,0.8552361589569011*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.852942785733523*pi,0.18676719871013803*pi,4.0035367694631105*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.520702503484858*pi,2.58803421106077*pi,3.45324480676589*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.375940504125891*pi,3.01641517440657*pi,1.7569001845165*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.57332209028491*pi,3.39974837827464*pi,3.90663856896401*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.817771315170956*pi,0.15880662532495504*pi,1.65351042959303*pi) q[6];\nu3(0.0958219863063771*pi,2.99928784708761*pi,1.96487754233757*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.719648614193248*pi,3.19041557968034*pi,3.38475688499955*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.333766119468156*pi,3.42777681616644*pi,4.44833749903371*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.741829122889131*pi,-0.005787007723369986*pi,1.209294633295303*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.62013343507486*pi,3.48274656483317*pi,3.63076854195727*pi) q[6];\nu3(0.541305741865533*pi,3.21165480383072*pi,3.30805805382393*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.653802104029759*pi,3.13709260996456*pi,3.01104340276644*pi) q[13];\nu3(0.806902649714482*pi,0.273128470836126*pi,0.5941624830390108*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.329325387035015*pi,0.81109266510266*pi,0.5030487861185607*pi) q[16];\nu3(0.474241082120207*pi,0.14196930200061497*pi,4.482083093154801*pi) q[0];\nu3(0.697106931288441*pi,2.96000699351546*pi,3.42766538643278*pi) q[1];\ncx q[2],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.161456847567947*pi,2.73080877565672*pi,0.79528145490026*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0754157481977633*pi,-0.4817486598289143*pi,0.6255794111085771*pi) q[12];\nu3(0.578474189960079*pi,3.22632152852893*pi,2.89776695609375*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.322973819886878*pi,-0.26868544462767596*pi,3.95842445346681*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.343624657733971*pi,0.396777264214653*pi,3.54915271858151*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.38568608437448*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.749414519854981*pi,3.06019369346542*pi,3.03151267865705*pi) q[4];\ncx q[5],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3343379567721931*pi) q[11];\nu3(0.447985749149717*pi,3.28704651617788*pi,1.59346257586494*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.84127405146966*pi,-0.4868562570636957*pi,3.94769995324955*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.35562725698626*pi,0.5*pi) q[5];\nu3(0.873701632752913*pi,0.30570105765603695*pi,1.418446112862066*pi) q[8];\nu3(0.225940607288626*pi,0.169324633232097*pi,4.22835745665431*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.211806585326201*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[16];\ncx q[7],q[13];\nu3(0.545421858903896*pi,-0.360534423710656*pi,4.32774443651776*pi) q[8];\nu3(0.48009206409541*pi,0.134846802929385*pi,3.60009227157919*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.480424306477159*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[11];\ncx q[4],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(3.5*pi,3.42117320541109*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(1.0*pi,0.0*pi,1.193083378261979*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5206805403903401*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.43383715865733*pi,0.5*pi) q[4];\ncx q[5],q[16];\nu3(3.5*pi,3.44681950386106*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.199892029834656*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.27208418333201*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.49821414573234*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5815420321061119*pi) q[13];\nu3(1.0*pi,0.0*pi,1.144462516427747*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49495862441899*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.53589876069947*pi,0.95503180109199*pi,4.46303049133593*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(1.0*pi,0.0*pi,1.29382517913943*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47034217914472*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.638486217853288*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.42873203615869*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[10];\nu3(0.251128301063919*pi,2.69725672117608*pi,1.145312424850806*pi) q[5];\ncx q[6],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3712936964314961*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48640522483431*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[9];\ncx q[1],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.114467674813622*pi,3.09050066513968*pi,2.0671431098128403*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.670411359244454*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.11518860901056*pi,0.295386840731401*pi,3.3577691205673*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.40686744096522*pi,3.07180998665472*pi,1.80723911934238*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.105728109007316*pi,0.28142037460830205*pi,3.42558996223853*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.521005019991138*pi,0.42914182458930605*pi,0.8240868852607379*pi) q[6];\nu3(0.195459527321377*pi,2.60542910854449*pi,1.59890804694522*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5834788074494606*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.429084563266421*pi,0.496203134762636*pi,3.74013087286808*pi) q[11];\nu3(0.403212631385858*pi,3.0674226556632*pi,1.9428940951781*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.36404540600466*pi,3.0223446647603*pi,1.6674856087557*pi) q[15];\nu3(0.839934316016846*pi,0.27458231995620097*pi,1.4181439653034031*pi) q[16];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.505569755011391*pi,-0.36979174483864097*pi,4.48458817467831*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.301812722498704*pi,0.9028032843484599*pi,4.06373097216988*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.856403305819258*pi,2.89325417832483*pi,3.76398873116322*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.604587388606371*pi,0.048489913729058975*pi,4.27850020262469*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.107985815219494*pi,0.355679588558078*pi,0.5793255750961879*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.552719873561364*pi,2.87269599022159*pi,3.62377293725156*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.313466580637508*pi,0.47972597088829205*pi,3.4886789195533*pi) q[3];\nu3(0.659205660565752*pi,2.96006118145935*pi,3.15702816163189*pi) q[4];\nu3(3.5*pi,3.43521008819034*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.256428374908231*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.129861051460248*pi,2.99670827672757*pi,0.807362240143115*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.270451718157061*pi,3.46605880049066*pi,0.635507713779208*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.769598644662367*pi,0.9499645461338799*pi,0.954502593818763*pi) q[4];\ncx q[5],q[7];\nu3(0.860218463197632*pi,0.18253297970181903*pi,0.886956384038698*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.203519457098336*pi,-0.11206310943498698*pi,0.9179544577990679*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.735744924160053*pi,-0.217955846689107*pi,4.46623036821244*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.3549940869876504*pi) q[7];\nu3(0.847719416098409*pi,-0.4085160921072181*pi,4.35623066876294*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.481726317960975*pi,3.01015551590102*pi,1.397088725866326*pi) q[14];\nu3(0.703694589379339*pi,0.059572211626681026*pi,4.160073208716501*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.48570750251951*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.213011012223177*pi) q[11];\nu3(0.539771100389587*pi,0.06412958945413005*pi,0.655782774642384*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.496332984767576*pi,0.15207386158486402*pi,1.23048115138982*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[16];\nu3(3.5*pi,3.37430157097204*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2119724304822341*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.568761671338603*pi,0.457860727129646*pi,4.47910816782403*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42857500739693*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[15];\ncx q[2],q[11];\nu3(3.5*pi,3.47253727641465*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.136476885600508*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.47984724025048*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.643812935855796*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.4964127375908*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.252029307567941*pi) q[14];\nu3(1.0*pi,0.0*pi,1.121891751778354*pi) q[15];\ncx q[0],q[13];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0781453822732283*pi,2.67429157440191*pi,1.1231659164230798*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.46675834676497*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.267613258162634*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.0*pi,-0.5*pi,0.5861567104886571*pi) q[16];\nu3(3.5*pi,3.37093787212167*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.655566346140433*pi,3.16785861611904*pi,3.36798795391545*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.153889098378956*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.43477944863565*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4448551043376305*pi) q[15];\ncx q[0],q[13];\ncx q[1],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.203379327580894*pi,-0.4006451550620944*pi,1.480084157960994*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.446394217022703*pi,0.72713807620414*pi,4.1923224460757*pi) q[6];\nu3(0.107953979258963*pi,-0.439810758846713*pi,4.04160430467883*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4618072415816705*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.808403286466483*pi,0.5950868185729701*pi,0.83639463867206*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.314202177031726*pi,0.47803792092170905*pi,4.43612404756783*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.451946037446475*pi,0.24404688857740398*pi,0.6979262073575789*pi) q[6];\nu3(0.206115897216125*pi,-0.4433839920429067*pi,0.6909491460207839*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.36914442484096*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.758687075118576*pi,0.7068029414327499*pi,0.7304261366728559*pi) q[2];\nu3(0.295927978068889*pi,0.7648350967655799*pi,4.44549163934091*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.293206844684015*pi,0.5603072657435999*pi,4.2052919439751495*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.415183056079218*pi,2.85363361764311*pi,1.170973930285642*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.527702004014026*pi,2.84325971832228*pi,3.51869256344226*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.497309809543387*pi,3.3023241287857*pi,1.63806230682678*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.438988379336712*pi,3.3532371664422*pi,0.986605020052327*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.31051955895194*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.210344317393286*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.195333391844144*pi,3.04571237020339*pi,1.70550229954852*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.540995430955913*pi,0.361390441643312*pi,1.247046727140793*pi) q[1];\ncx q[2],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[6],q[7];\nu3(0.192366367337759*pi,3.06376727153547*pi,2.0574973196128*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.428352393865143*pi,3.0929144476788*pi,0.694576023762357*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.268647707636454*pi,-0.045269295875612015*pi,0.5867546420163863*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.705924830344584*pi,-0.201496884936945*pi,4.34450173077391*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.24298980689947*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4528726917933295*pi) q[7];\nu3(0.848361350485879*pi,0.253648617623515*pi,3.91746641242103*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.100059092541935*pi) q[11];\nu3(0.748351228000902*pi,-0.020089843260556017*pi,3.92430957808708*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.258525864225784*pi,-0.39090818945316397*pi,4.11129821469032*pi) q[14];\nu3(0.752012888451539*pi,0.14045875590364*pi,3.99487777309949*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.950548424811815*pi,-0.005952482655085023*pi,0.874024325203395*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[11];\ncx q[6],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[16];\nu3(0.519081305550146*pi,0.12150887185843195*pi,0.7077496096142439*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.627736816684015*pi,0.08996570334411602*pi,0.5661015866097451*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.42134036502772*pi,0.5*pi) q[9];\nu3(0.635243452381737*pi,3.26275853907621*pi,3.22931976523604*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.560562094186551*pi) q[11];\nu3(0.352017091787064*pi,3.12201942904773*pi,0.876633498753143*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.308424946467982*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.3355568818639*pi,0.5*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.231466993709648*pi) q[12];\nu3(0.336632706876865*pi,2.81198145271726*pi,0.771304831726348*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.40537255064921*pi,0.5*pi) q[3];\ncx q[5],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.168571800000593*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.44377400056859*pi) q[16];\ncx q[0],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.299932699719461*pi,0.261964181517672*pi,3.60683298399927*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[13];\nu3(3.5*pi,3.46390013693299*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5944308891248604*pi) q[12];\nu3(1.0*pi,0.0*pi,1.324726973655435*pi) q[15];\nu3(3.5*pi,3.35167800320272*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.870514856177417*pi,2.89155531666482*pi,3.39896683317695*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.35009591129623*pi,0.5*pi) q[4];\ncx q[5],q[15];\nu3(0.181048431010774*pi,0.8593061985244499*pi,3.89469728084712*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5170122482469548*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.313314719966677*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1211173157133079*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.581159084210491*pi,-0.241372266502357*pi,4.29528298582416*pi) q[6];\nu3(0.646940511058316*pi,2.77500342533645*pi,3.89626570800028*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.445179857861983*pi,-0.351155325803289*pi,0.683600745654396*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.37908175553605*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.476126228289103*pi,0.269123163963612*pi,3.75316955637916*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.7390609334474549*pi) q[10];\nu3(0.806340872414019*pi,3.48942420999629*pi,3.57259793149709*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.546529097097598*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[10];\nu3(0.199628684661013*pi,3.17050144998658*pi,1.73738456034239*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.615448852194249*pi,-0.07242114828200602*pi,0.736841959476244*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.476066339848318*pi,3.38646065458608*pi,3.15754963582653*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.327353348243026*pi,3.2244319930289*pi,2.0620940107305*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.178832467883352*pi,2.39714393693462*pi,1.324765211038704*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.725391614819964*pi,0.255395188203576*pi,4.26394001299585*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.210284028003789*pi,-0.30748003521913503*pi,0.979489725388027*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0257049861228223*pi,0.21034394045035099*pi,0.835956866307096*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.282228266958396*pi,0.07627784455966802*pi,4.40385618736775*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.369039211080725*pi,-0.333495964312459*pi,0.5136287049321397*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.48783377390147*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.920661607288778*pi,0.28285653826440205*pi,4.13066575581158*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.906986217086004*pi,2.57273881005838*pi,3.66218921201279*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.317105143225408*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.215425745896282*pi,-0.08020149773243601*pi,1.48485879141863*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.748397417171856*pi,3.02023624637877*pi,4.19274127309317*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.302307675290298*pi,0.5987124283399401*pi,0.5159311236128579*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.55186389399249*pi,0.139772985858573*pi,0.5769957866710492*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.284528288971637*pi,3.43758398393303*pi,0.793746049322487*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.147773830602566*pi,0.93364196402636*pi,4.29333218673447*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.16950698787534*pi,0.267664003214408*pi,4.36439240046724*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.241644012484171*pi,-0.4264686579323048*pi,1.0192222875912371*pi) q[10];\nu3(0.577439700951865*pi,2.65955648427103*pi,3.3507267247077*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5289941768162918*pi) q[14];\nu3(0.328038289742793*pi,0.495806131051131*pi,3.89905184816036*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.406378683777172*pi,0.6297847583226699*pi,0.747041750569957*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.589457828349799*pi,2.64160529010675*pi,3.80548391618581*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.31532190626643*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.197942986526942*pi) q[3];\nu3(3.5*pi,3.3722075438439*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[15];\nu3(1.0*pi,0.0*pi,1.075876791580846*pi) q[8];\nu3(3.5*pi,3.48038669622979*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.264042205736427*pi) q[16];\ncx q[0],q[3];\nu3(3.5*pi,3.47035171309626*pi,0.5*pi) q[1];\nu3(0.274504115736946*pi,2.97626810476042*pi,0.9482251471381979*pi) q[2];\ncx q[4],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,3.31309726887896*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2412141726740629*pi) q[10];\ncx q[11],q[16];\nu3(3.5*pi,3.38238497615453*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.342269680861812*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.291495367206832*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.275779306048357*pi,0.04474648542994197*pi,0.5191003083613868*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.335005872769511*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,4.46365661365967*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.64732580910097*pi) q[16];\ncx q[0],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[8];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5842583805107049*pi) q[10];\ncx q[11],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4867953699043*pi) q[13];\nu3(0.429489711875133*pi,-0.349434633502796*pi,4.00940433284199*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5099591027520107*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.36898608165025*pi,0.5*pi) q[5];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.209282159179337*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.226949867138537*pi,2.41651744716702*pi,1.147348354949619*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.296708180098151*pi,0.100330432032536*pi,3.59081103892594*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.666391079887771*pi,-0.230916147258255*pi,4.04737803812279*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.6428927824616519*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.73475435447116*pi,-0.4211025090237813*pi,4.1747089608807*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.603414173393744*pi,-0.418383251637809*pi,0.7837497631868819*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.615336987633902*pi,3.43365358305209*pi,4.02293570199846*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[9];\ncx q[6],q[14];\nu3(0.582648016653677*pi,2.53789750256089*pi,3.76982126325719*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.542780747967496*pi,-0.4922634894580541*pi,0.688821419314627*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.44535968671964*pi,0.5*pi) q[6];\nu3(0.245515667046271*pi,2.4277161721461*pi,1.115283236889782*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.316424916382011*pi) q[14];\nu3(0.287544401029541*pi,0.10545709524080005*pi,0.890483306467091*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.374431969452349*pi,0.38117180554698105*pi,3.97880887592445*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.35957026984951*pi,3.18425659940423*pi,4.4667176546495995*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.566961078151443*pi,0.81351434791523*pi,0.5841289484814065*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.610778161226889*pi,0.9864808495817501*pi,0.927993222945391*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.479400721907892*pi,-0.07553924781374899*pi,1.0236350948401292*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.309778042101021*pi,0.01903536106371495*pi,1.113892754069832*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.507515003385988*pi,0.49145912619117704*pi,0.874544756675531*pi) q[4];\nu3(0.686465567171358*pi,2.53891453004959*pi,3.98021629763038*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.232416631480698*pi,0.7366056820732501*pi,3.82420377876424*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.850922201205045*pi,3.11394375178136*pi,3.91332126627489*pi) q[10];\nu3(0.838231941930354*pi,-0.23879644927647298*pi,3.70287895839287*pi) q[12];\nu3(0.228210912891472*pi,1.05539313307753*pi,4.30958390974463*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.604363250885849*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[7];\nu3(0.628974623870675*pi,-0.09356309485888697*pi,1.0475424190586131*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.534661584918499*pi,2.86649963263381*pi,3.58293736590615*pi) q[5];\ncx q[6],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.250355153227509*pi,0.419033020154589*pi,3.90045555160167*pi) q[12];\nu3(0.620638912896751*pi,-0.31908236676936197*pi,0.854528258095546*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.47894500689236*pi,0.5*pi) q[2];\nu3(0.534103730130053*pi,0.381454442325744*pi,3.8703152480071*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2176977295671971*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0557001434525095*pi,2.49385965172165*pi,1.4149926554045749*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\ncx q[2],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.540998092034349*pi,-0.394393591071595*pi,4.36797110749866*pi) q[9];\ncx q[10],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.4804098164711*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42598847754509*pi,0.5*pi) q[4];\nu3(0.494008693834626*pi,-0.11112764248402701*pi,0.655135460837759*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5075408626178313*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2429088984723982*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(3.5*pi,3.38273460183492*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.330677141273727*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.09450734379624*pi) q[15];\ncx q[0],q[8];\nu3(3.5*pi,3.39596240735099*pi,0.5*pi) q[1];\ncx q[2],q[7];\ncx q[3],q[12];\ncx q[4],q[11];\nu3(1.0*pi,0.0*pi,1.3438098504679021*pi) q[5];\nu3(0.386108566027097*pi,3.18820911088495*pi,0.5521499791516399*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.42897752466105*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.38868483417561*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3931728157161505*pi) q[11];\nu3(1.0*pi,0.0*pi,1.116081129670772*pi) q[12];\nu3(0.730618178217952*pi,2.59856312026403*pi,3.59507565061408*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5522459884280931*pi) q[15];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.65664282615958*pi,0.6230399068488*pi,1.0021852159720441*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,0.606779986345243*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.252064358753974*pi,2.86085365534963*pi,0.698524909708364*pi) q[7];\ncx q[9],q[16];\ncx q[10],q[15];\nu3(0.411805095871887*pi,0.51393761645119*pi,0.857681663173253*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\nu3(0.55244294786582*pi,-0.479634149851733*pi,0.97472060082477*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.566021350259144*pi,3.06290591440105*pi,4.19691405799283*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.42837536804089*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5507716787770475*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3615298155944981*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[16];\nu3(0.53047332000407*pi,0.8611658043158701*pi,1.077762604061797*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.826512388128143*pi,3.27737319648013*pi,3.68106468066941*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.364339817124184*pi,-0.372284350428765*pi,4.322187535570579*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.455375862596777*pi,3.13371076283297*pi,4.22662908020645*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.660645168751263*pi,-0.36866480867401497*pi,0.961269337491529*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.646537508293098*pi,2.72921982640779*pi,3.6988589753873*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5055160701720879*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.224196021433157*pi,-0.318676008576512*pi,4.38541316398735*pi) q[1];\nu3(0.548842249320181*pi,1.02865781693883*pi,0.7769230596678081*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.381200740993151*pi,-0.14274161439975902*pi,0.642298387575052*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0957481117136442*pi,0.472236763060329*pi,4.4877997172735*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.703151261486893*pi,-0.037634952990798*pi,0.67039836796019*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.560660677515001*pi,3.27335290325903*pi,3.19383815140958*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.644605684070526*pi,2.76007707997381*pi,3.60089454819608*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.272831455217263*pi,-0.31387810204758804*pi,4.09001362426904*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.480455101928278*pi,3.46715501712134*pi,4.03998502047492*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.396598104902457*pi,2.87574388234157*pi,1.65449388683485*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.515202484616295*pi,0.04107481319779205*pi,1.008468808602594*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(0.324672942450318*pi,2.93496253801239*pi,1.05540920676317*pi) q[4];\ncx q[7],q[10];\nu3(0.538986929388997*pi,0.7245133345600501*pi,4.2286307366067195*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.453406821273613*pi,-0.16953558395698098*pi,4.2301563950088195*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.29784756233942*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.1281901864982729*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.37784608182001*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.266709894775342*pi,2.68564649664602*pi,1.123571685560036*pi) q[9];\nu3(1.0*pi,0.0*pi,1.373942684085859*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.357240340356778*pi,3.40790190789267*pi,1.101046436734203*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.713797267856202*pi,-0.197411689645014*pi,0.776915691249928*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.884727258320186*pi,3.04081336116488*pi,3.62295770020989*pi) q[16];\ncx q[0],q[14];\nu3(3.5*pi,3.47116377387811*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5561423114640252*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.203369214294228*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.57501926790956*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.4586469529252*pi,0.5*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[3];\ncx q[4],q[9];\ncx q[7],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[11],q[15];\nu3(1.0*pi,0.0*pi,1.28748866344589*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.33116345780072*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.43939682653155*pi) q[5];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.165982671649004*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.34850348508556*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.1056728898542891*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[9];\nu3(3.5*pi,3.45430987334478*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.4571543300032*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[15];\nu3(1.0*pi,0.0*pi,1.343705116598177*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.635295753019667*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2194294381454749*pi) q[16];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.589539073804283*pi,-0.339938926182544*pi,4.14959033582903*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,4.432276233854219*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5552775311537554*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.399456004229397*pi,0.63572483582251*pi,4.18124442087351*pi) q[2];\nu3(0.143863180280092*pi,2.76513752967157*pi,1.091611111845244*pi) q[3];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[15];\nu3(0.0*pi,-0.5*pi,4.48382471951812*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.604362292141355*pi) q[16];\nu3(0.272601433393959*pi,3.37794822156569*pi,1.1625458581165788*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.532023662001957*pi,0.375487287076279*pi,0.744966632279908*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[16];\nu3(0.663317489797359*pi,3.12924438675928*pi,0.5928101930438463*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.123670607115606*pi,0.226178746100004*pi,3.91026968755658*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.550550234096354*pi,0.498374025484855*pi,0.5771791697056856*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.286775908147915*pi,0.09522113162305601*pi,0.5202138344714162*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.451473647523908*pi,3.0965720115577*pi,1.052049477118124*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.850421667410446*pi,1.10552022561458*pi,0.814774873757294*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.885503371432537*pi,-0.03930647612724403*pi,0.677426446886018*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.744390874746809*pi,-0.4029160516418228*pi,0.5125552550397915*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.805680147567433*pi,2.66777097504068*pi,3.40481955524211*pi) q[10];\nu3(0.854668572606527*pi,2.69284989537147*pi,3.39449828342374*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.578362640131665*pi,0.6430323238873801*pi,4.3452422160649*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.750498025162935*pi,2.93101250186497*pi,4.154626594088651*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.701760722625444*pi,0.038287156901661956*pi,3.63502012504909*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.493192444022647*pi,3.23053698043878*pi,1.008431383292756*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.605779789747534*pi,2.86374051445802*pi,3.94572726401567*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.340311104000263*pi,3.41597912430287*pi,4.24413771810441*pi) q[15];\nu3(0.303965163586483*pi,3.27744361346566*pi,0.704777870360821*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.344973171848313*pi,1.19201934260452*pi,4.20331435325784*pi) q[4];\nu3(0.51293436682542*pi,0.87850199465898*pi,0.5918801248512227*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.152922106893635*pi,-0.383605624613059*pi,0.924713456677634*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.612566808582152*pi,3.29789356898812*pi,4.121329737815341*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.20024596266559*pi,0.13397379995316405*pi,0.855972395958523*pi) q[8];\nu3(0.68480219859463*pi,1.14766656291758*pi,0.734690431238709*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(0.405280497261672*pi,0.33777524719531504*pi,3.4136979484879*pi) q[8];\nu3(0.530876813672627*pi,3.35700439632377*pi,0.634344535836187*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.40598406913077*pi,0.5*pi) q[0];\ncx q[1],q[16];\ncx q[2],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.46242079590931*pi,0.5*pi) q[6];\ncx q[7],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.43043852207365*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.142815573873655*pi) q[11];\nu3(1.0*pi,0.0*pi,1.180561511195529*pi) q[12];\nu3(0.403632342709343*pi,0.55234694720859*pi,0.608238261027883*pi) q[13];\nu3(1.0*pi,0.0*pi,1.258656086142258*pi) q[14];\ncx q[0],q[12];\nu3(3.5*pi,3.34624620265355*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41566456813318*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.2011937565953241*pi) q[4];\ncx q[6],q[11];\nu3(3.5*pi,3.46215607566826*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(0.811042654529164*pi,3.10000701415487*pi,3.01375897473332*pi) q[13];\nu3(1.0*pi,0.0*pi,1.263006694474498*pi) q[15];\nu3(1.0*pi,0.0*pi,1.133060611116857*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[16];\ncx q[2],q[4];\ncx q[3],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5980193095355376*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4812653593342*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.523905996490694*pi) q[14];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.39877373562444*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.498125791963719*pi) q[4];\ncx q[5],q[13];\ncx q[6],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.160963972256564*pi) q[9];\ncx q[10],q[14];\nu3(0.0*pi,-0.5*pi,4.48885755720646*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.499576085937759*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[16];\ncx q[2],q[4];\ncx q[3],q[9];\nu3(3.5*pi,3.29622926578458*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1490486410165381*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(0.682686650446666*pi,0.07071843550401002*pi,1.449933034970454*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.631748349435858*pi) q[9];\nu3(0.56728269625872*pi,-0.262296651857983*pi,1.211813009374524*pi) q[10];\nu3(0.9769070153998*pi,2.53453146955404*pi,3.95399171558396*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.354555605706771*pi,3.35023871925405*pi,4.413944526685929*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.270146471766122*pi,0.8206821610222801*pi,3.92624170627627*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0749342386345452*pi,0.5180355125267699*pi,3.91724846295303*pi) q[10];\nu3(0.551601303879711*pi,3.32677524131811*pi,4.41800698488919*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48632709337197*pi) q[13];\nu3(0.549940588133168*pi,3.20838010026114*pi,4.47567238250089*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.173242692365901*pi,2.3397453984681*pi,1.269573370890142*pi) q[0];\nu3(0.671739803117464*pi,2.77706304744513*pi,3.45516566910543*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.943312464376837*pi,-0.148190900881786*pi,3.67235601397229*pi) q[0];\nu3(0.353148858629213*pi,0.25404818074980395*pi,3.57144754701397*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.602730809079026*pi,-0.380373649020609*pi,0.940653783418262*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.497991828782963*pi,3.37753600471208*pi,0.824201689602913*pi) q[2];\nu3(0.564932687986409*pi,0.20123506258822899*pi,0.8790208996554281*pi) q[3];\nu3(0.245062457086143*pi,0.52459516354383*pi,4.430117092868651*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.533443942304337*pi,0.66311661739536*pi,4.20050995480365*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.16831235952184*pi,2.86314344935809*pi,1.51969648649182*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.283552724942815*pi,3.10815505212371*pi,0.9300798052984001*pi) q[15];\nu3(0.462785371552133*pi,0.22959922341376904*pi,3.59445604259368*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.48043006109502*pi,-0.10135691053575802*pi,1.51654070807947*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.784429372154426*pi,3.2095315110246*pi,3.71676250305524*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.507583905306296*pi,2.83103498025513*pi,3.74711974705661*pi) q[7];\nu3(0.411285160076421*pi,3.32042181152732*pi,1.474457726697594*pi) q[9];\ncx q[10],q[14];\nu3(0.534050626752234*pi,2.8707004337638*pi,3.7859226613806*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.203576285976114*pi,-0.4854300605362402*pi,0.980629949214904*pi) q[15];\nu3(0.546994882401754*pi,0.6093173862558099*pi,0.5445080226851824*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.581503734228293*pi,-0.4131277342921299*pi,3.77530559704259*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.598211344462941*pi,1.04234932261099*pi,0.911018648675607*pi) q[9];\nu3(3.5*pi,3.46632709021259*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(1.0*pi,0.0*pi,1.14513376357812*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.692794046656724*pi,3.39853050908761*pi,3.05069270984142*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(0.155109837430574*pi,-0.09370658599146597*pi,4.2357999613445*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.30424891302128*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[9];\ncx q[4],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.104590289128065*pi) q[12];\nu3(0.0823727335154477*pi,3.21301153004806*pi,1.418203552969262*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41411600729489*pi) q[14];\ncx q[15],q[16];\ncx q[0],q[12];\nu3(3.5*pi,3.40968095538185*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.26387832614602*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39670330285773*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.297974375697865*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1721046431656341*pi) q[9];\ncx q[10],q[14];\nu3(1.0*pi,0.0*pi,1.125870821391685*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.4386686542515*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.1730928003927739*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[7];\ncx q[3],q[9];\ncx q[4],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4452417838095695*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[15],q[16];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45444468008792*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.206208832055206*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.766177858908462*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.489731726844941*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.43483090902431*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5842428351394483*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[8];\ncx q[2],q[7];\ncx q[3],q[9];\ncx q[4],q[11];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49429614269847*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4500521468685506*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.354154308681595*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.227876241677825*pi,0.262508688765426*pi,1.140634570046473*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.329423159615321*pi,0.464859975495336*pi,4.31171877695835*pi) q[15];\nu3(0.617761526555717*pi,2.94287061295814*pi,3.6386658937268*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.696114358870662*pi,-0.10207108769244*pi,3.63384466591816*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.251276294395289*pi,3.16003175855333*pi,1.79566476775773*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.635013372477902*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.563131753509126*pi,-0.4845318521071226*pi,3.9535286187097*pi) q[15];\nu3(0.896151053577969*pi,0.20865352945236504*pi,4.16431025358568*pi) q[16];\nu3(0.769157560559575*pi,-0.414696835765061*pi,0.5269420547803041*pi) q[0];\nu3(0.350694086000671*pi,2.79900611018736*pi,1.54385103457801*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.102525151650235*pi,-0.009657350214360982*pi,4.37429504785834*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.685289341037145*pi,3.0909619215052*pi,4.026180607590939*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.457343411742501*pi,0.90591917236836*pi,4.0153554072907305*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.558664533252149*pi,0.279641973398307*pi,0.753017079383866*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.503289190060205*pi,-0.267076791235101*pi,1.1908892116756649*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0786914330770768*pi,1.01878501432265*pi,4.14882402533092*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.765852501249844*pi,0.49825230923861996*pi,0.5612574137770691*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.245626523711596*pi,3.36664337457094*pi,1.60585910952121*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.889047767225366*pi,0.40217453556238103*pi,0.5908609802287346*pi) q[8];\nu3(0.554534172297556*pi,-0.284541719082831*pi,4.01400761661188*pi) q[9];\nu3(0.24288453692015*pi,0.46103981953999096*pi,0.911534521467006*pi) q[11];\nu3(0.215415158379209*pi,2.98286002633354*pi,1.79197388945716*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.808628788787105*pi,3.49835213082299*pi,3.3742691056313*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.505822146129496*pi,2.99362223051251*pi,3.14888621077306*pi) q[4];\nu3(0.561129192866372*pi,-0.11944982052498498*pi,4.2714190440213695*pi) q[5];\nu3(3.5*pi,3.40237670110172*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.731522895557171*pi,0.25351972404330003*pi,3.88169315629614*pi) q[9];\nu3(0.429081512815584*pi,3.12500024808316*pi,2.00860507360514*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2400292060045919*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.20821613645749*pi,0.08680722307878896*pi,3.70662595762919*pi) q[2];\ncx q[3],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.604607565614611*pi,3.03102690426893*pi,3.16850044451152*pi) q[5];\ncx q[6],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[1],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.39136140520597*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.24103189088071*pi,0.8762106654627*pi,4.0416754921879*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.094503691664954*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.697121366331939*pi,-0.21215092715399803*pi,3.64418387913935*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.653339004302932*pi) q[16];\nu3(3.5*pi,3.39921114332454*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[16];\nu3(0.832948523440291*pi,3.0326477163198*pi,3.95021381640001*pi) q[7];\ncx q[9],q[15];\nu3(0.520594219331725*pi,3.26598941934304*pi,0.707487473414051*pi) q[13];\nu3(1.0*pi,0.0*pi,1.19088251122012*pi) q[14];\ncx q[1],q[14];\ncx q[2],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.41560178770524*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.22111435458374*pi) q[8];\nu3(3.5*pi,3.48943471986313*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5266600814334788*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.245220779277908*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44194349233827*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.280030840218046*pi,0.64841542042298*pi,0.753616711927671*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[15];\nu3(1.0*pi,0.0*pi,1.279095889742384*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.49025545567989*pi) q[14];\nu3(0.825934221390304*pi,3.10822052547471*pi,4.1336506925680006*pi) q[16];\nu3(3.5*pi,3.32390600480934*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.351014277471059*pi,0.19470603789586405*pi,1.0179369405044119*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44970541335429*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2478781608771459*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.42075780177833*pi) q[15];\nu3(0.63067391418148*pi,0.57824424002371*pi,0.929813397503078*pi) q[16];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.630680838800594*pi,-0.409742452856187*pi,0.8081381896578099*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,3.38574727702772*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[9],q[15];\nu3(0.676436259122446*pi,-0.120191396016671*pi,4.0218273136423495*pi) q[10];\nu3(1.0*pi,0.0*pi,1.273761611449372*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.64567823031753*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\nu3(0.556848086561465*pi,-0.4613083002764938*pi,3.34347055478026*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.687171475609185*pi,3.25864084673258*pi,3.60388681250516*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5996016366877872*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.44731859011614*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.771257418639994*pi,-0.295812331378061*pi,4.20643496163278*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(3.5*pi,3.36719942778598*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.283704713163141*pi,2.91196830482141*pi,0.898160608679735*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.20395673132409*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.32284267060457*pi,-0.47095766123913707*pi,4.34993220846342*pi) q[1];\nu3(0.406275322489942*pi,-0.288243033201588*pi,1.2733600073778288*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.453799861812304*pi,3.32422046986124*pi,0.5822916935375524*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.155450231076264*pi,0.210225116061853*pi,1.0787940710360089*pi) q[0];\nu3(0.560306026115671*pi,3.00241900415167*pi,4.00181142756493*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.44137249683015*pi) q[16];\nu3(0.706511228766534*pi,0.39825297356734*pi,4.425002765511509*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.67066805678578*pi,0.499839695248003*pi,1.304312901080218*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[16];\nu3(0.457773581274622*pi,3.38914663251051*pi,2.03868367065472*pi) q[8];\nu3(0.829459771633702*pi,0.479366765464327*pi,4.00667014265168*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.103151265368903*pi,0.048658392190613964*pi,1.006020875467493*pi) q[13];\nu3(0.415139775168385*pi,0.8731271355265999*pi,3.9199685099387*pi) q[14];\nu3(0.719369471403434*pi,3.32752398938115*pi,3.94529168699124*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.252280591331714*pi,-0.4067011691080519*pi,1.0728125885931439*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.717462122663227*pi,-0.05989226717167301*pi,4.20535195929357*pi) q[8];\nu3(0.723926042998665*pi,0.14846076584040302*pi,3.98887642399574*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.442277510717695*pi,-0.327123717961716*pi,1.59744955392181*pi) q[13];\nu3(0.847225398317297*pi,0.97185061947597*pi,0.666509205107298*pi) q[14];\nu3(0.389968948937642*pi,0.20660913788893798*pi,3.71647183821648*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.817229990068941*pi,-0.12279573950872202*pi,4.15912818222095*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.493396335635744*pi,3.08464587294645*pi,1.5984391979604*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[2],q[9];\ncx q[4],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[10],q[13];\nu3(0.0541213918212839*pi,0.201366275128687*pi,4.12187994605082*pi) q[11];\ncx q[12],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[14];\nu3(3.5*pi,3.46640292609938*pi,0.5*pi) q[2];\nu3(3.5*pi,3.42589849106883*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.3524267042910258*pi) q[8];\nu3(1.0*pi,0.0*pi,1.138912295574648*pi) q[9];\nu3(3.5*pi,3.40344304903246*pi,0.5*pi) q[10];\nu3(0.611864871828554*pi,-0.15795942322059903*pi,3.81834209652328*pi) q[11];\nu3(3.5*pi,3.48378033343375*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.26343659446568*pi) q[13];\nu3(1.0*pi,0.0*pi,1.21203932693425*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.44601161291579*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[4],q[8];\ncx q[5],q[7];\nu3(0.703627428673531*pi,2.82090467824544*pi,4.09222350975609*pi) q[6];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[15];\nu3(1.0*pi,0.0*pi,1.408392191797255*pi) q[14];\nu3(0.243456508735905*pi,2.90207256894727*pi,1.291671346655002*pi) q[16];\ncx q[1],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.43380953568931*pi,0.5*pi) q[5];\nu3(0.177477279978112*pi,3.29167960040158*pi,0.752066784943267*pi) q[6];\nu3(1.0*pi,0.0*pi,1.189509843710706*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.670335161492245*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5679397413697733*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.43650337708769*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48505208651044*pi) q[15];\nu3(0.563704018074643*pi,0.29853867003284895*pi,1.0278453366308389*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[3],q[11];\ncx q[4],q[8];\ncx q[5],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[10],q[13];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,0.5210450551242287*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48734764913535*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.614952246000337*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.17809747302858*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.934384504022955*pi,0.26551120820653096*pi,1.61418528558039*pi) q[2];\ncx q[3],q[11];\nu3(0.457672302025446*pi,2.9127520074295*pi,0.879877271959871*pi) q[4];\ncx q[5],q[7];\nu3(0.588593092579328*pi,2.37738236974868*pi,3.80012017512592*pi) q[8];\nu3(0.426553285731079*pi,2.76968773196049*pi,1.62662473890998*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.36759758791722*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.415918081804856*pi,0.431739115006064*pi,3.75301010732963*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.40122126281452*pi,0.13331563770703003*pi,1.077574127938058*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.325204125022258*pi,0.440760419980223*pi,4.44128438218024*pi) q[8];\nu3(0.470212375432516*pi,-0.225714959321145*pi,4.0136829370877*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5069154696434279*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.326264466012642*pi) q[16];\ncx q[0],q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.629277051680886*pi,0.80207685794295*pi,4.47307203221256*pi) q[5];\nu3(0.572985340669734*pi,2.94155906135207*pi,4.30600653388157*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.23584006493759*pi,0.6075103338261101*pi,0.641138674180017*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.423993785377275*pi,-0.09949965961766499*pi,0.627298907886221*pi) q[5];\nu3(0.706230010844403*pi,-0.30690305061023504*pi,0.5325244733765631*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.25176553910492*pi,3.07106211744039*pi,1.081144589748762*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.358124799159857*pi,-0.49184906352754826*pi,4.45244895080729*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.410561160156282*pi,-0.07222076033996899*pi,4.40268816216179*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.48246216130657*pi) q[16];\ncx q[0],q[16];\nu3(0.938183962560056*pi,0.45525868872267805*pi,1.159275463004597*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.433241690446786*pi,0.61808433218332*pi,3.65664209014493*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.928672829268753*pi,0.04515244287945497*pi,3.60151891410731*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.797292889958503*pi,0.275191319804023*pi,3.81059913292707*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.767908852404509*pi,3.38084703645283*pi,4.3533831193760495*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.372121514770018*pi,2.68026569130602*pi,1.0865682510424919*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.424722400393294*pi,0.7413119635021499*pi,4.3691596867389*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.153620299228411*pi,3.34115314398621*pi,4.3076530735369705*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.461441623965528*pi,0.76955090808894*pi,4.42426223375479*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.48234850226318*pi,-0.4178771099546545*pi,0.860643396185027*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45704360131476*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46192563795359*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.205260171093026*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.195641151326516*pi) q[8];\ncx q[9],q[14];\nu3(0.547981357375115*pi,-0.340636094500658*pi,3.77984983109509*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[15];\nu3(3.5*pi,3.49680737795984*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[8];\nu3(3.5*pi,3.47624136097607*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.285943920753914*pi) q[10];\nu3(0.6859008646185*pi,3.17533710583257*pi,4.14427849597126*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.3028404244286929*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.3145303141541*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.606855536379348*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.48919892373321*pi) q[8];\ncx q[9],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.156257986130282*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.499869069601495*pi,-0.29199928822952903*pi,4.26682157176637*pi) q[0];\ncx q[1],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.26121596127927*pi,0.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.49120687914006*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.239685807882117*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.301034218446571*pi) q[14];\nu3(0.113576896921993*pi,3.38415583152756*pi,1.86615119384005*pi) q[16];\nu3(0.807459471344416*pi,3.43220388473222*pi,0.863216768574278*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,0.5941505788476755*pi) q[15];\nu3(0.137783796570767*pi,-0.067164973201439*pi,4.37832597397472*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.48852871300439*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.315406953699982*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.46820066033059*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(0.340531995203825*pi,0.7087565284041699*pi,4.1881499062284*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.49337848680433*pi,3.18302424617714*pi,3.29103828198207*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.6914985952032631*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.434810307057839*pi,0.69920479824538*pi,4.25773612417509*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.806138954753306*pi,0.25956854559243003*pi,3.87078465105489*pi) q[6];\ncx q[7],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.596342475766267*pi,0.5418123700019799*pi,0.646291486335094*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.630478774872591*pi,-0.4972299281216561*pi,3.95893982922616*pi) q[5];\nu3(0.768270115404867*pi,-0.310941713715846*pi,3.37056705180238*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.921195741618049*pi,-0.4400608231225364*pi,0.694035157568095*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.65329620359291*pi,0.476753213979048*pi,4.45938321142423*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.322472133290142*pi,3.347349547432*pi,1.88631042741779*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.603042711082632*pi,0.13973718565731696*pi,0.827994403353145*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.822012971289578*pi,2.45772301981983*pi,3.69008963631729*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.238044394384627*pi,0.14452361858671703*pi,0.695230847951283*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.331421787976179*pi,1.16912743259385*pi,4.24191815738522*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.60944418313329*pi,-0.078158544689587*pi,1.3969717099899182*pi) q[2];\nu3(0.710593413754147*pi,-0.49563228054926667*pi,0.739068487403828*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.529095228011533*pi,3.09975240615285*pi,1.66731585325886*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.542765670272188*pi,0.48401446615200905*pi,1.0913275977691579*pi) q[9];\nu3(0.468309966516396*pi,0.26763595776206195*pi,0.643205780663809*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[1],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.398971260815408*pi,-0.4510271374323326*pi,1.59569438363449*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.422239479292623*pi,-0.4581755239726372*pi,4.43873624934939*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.579803960817742*pi,-0.234075174828068*pi,1.0961293347851169*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.734062235463038*pi,2.67909801012301*pi,3.36172626857837*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.30423982275565*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0802978946973698*pi,0.5752297723392901*pi,3.8015425663928*pi) q[11];\nu3(0.439641208895592*pi,3.34422725752888*pi,1.9320396651809*pi) q[12];\nu3(0.545785626754596*pi,3.42772321212956*pi,3.10144099642931*pi) q[14];\nu3(1.0*pi,0.0*pi,1.174041177611661*pi) q[15];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.32810117166094*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.861431265939445*pi,2.73223486927396*pi,3.90056897674495*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.191042147334578*pi,-0.4462887741766831*pi,4.33206591000063*pi) q[14];\nu3(1.0*pi,0.0*pi,1.125702554097093*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47512956935859*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(1.0*pi,0.0*pi,1.276713985472963*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5136252987281784*pi) q[15];\ncx q[1],q[15];\ncx q[2],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.47716153492104*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.37728799060256*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[6],q[14];\ncx q[7],q[9];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,4.4684151495709*pi) q[10];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.160701861446996*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[12];\nu3(3.5*pi,3.42808890546622*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(1.0*pi,0.0*pi,1.270546151428006*pi) q[5];\nu3(3.5*pi,3.46128431219003*pi,0.5*pi) q[6];\nu3(3.5*pi,3.45626695106643*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.332362049573393*pi) q[9];\nu3(3.5*pi,3.48206573568986*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.308922516515716*pi) q[13];\nu3(1.0*pi,0.0*pi,1.273851337884027*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.541027247265156*pi,-0.19587677041200702*pi,0.747932167409356*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[14];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,0.5223221223259987*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.591154932231971*pi,0.6858336337803499*pi,4.4574862114604095*pi) q[1];\ncx q[2],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.47629949566507*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.69624584825724*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45548772270295*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4987036538385805*pi) q[14];\nu3(0.369778450733473*pi,3.27300571315472*pi,2.12706377453021*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[14];\ncx q[7],q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.658451663581991*pi,-0.35887013209979*pi,0.8323387965681011*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.737544916407196*pi,0.15958043329168703*pi,1.229548771983871*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.189827739687194*pi,0.354728886463905*pi,0.948305874714046*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.794049001030149*pi,-0.20009467050729401*pi,3.70005600745731*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.481357433110508*pi,3.01089030307639*pi,1.84767760936446*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.395247207192969*pi,-0.16368964021495502*pi,4.47854573680095*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.645542826107218*pi,3.13628929608388*pi,3.64311131992824*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.865797033251979*pi,-0.15883688354255*pi,1.029726031529252*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.750567535130855*pi,0.40374144412053303*pi,0.9206154160800291*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.606412007777437*pi,3.46202244972829*pi,3.05934054099708*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.427439967636036*pi,0.24095482524439205*pi,3.35746096304144*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.547371700213994*pi,-0.25703765078434704*pi,1.203453882677177*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.339410155150201*pi,3.37088147453563*pi,0.5974381784202007*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.808894794584546*pi,0.44754716463059896*pi,4.08346815405839*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0906882290663554*pi,2.28607041124304*pi,1.264460164688709*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[2],q[15];\nu3(0.527611084514111*pi,-0.332560056259742*pi,1.309977878723706*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.341080255183915*pi,0.08598543137521197*pi,1.293956530067787*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.831801222756299*pi,-0.191081659278658*pi,3.32547511536277*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.3028474085821*pi,0.5*pi) q[2];\nu3(0.4435723633918*pi,3.48903497524633*pi,4.16591686813393*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0525126606584218*pi,-0.179961336600862*pi,1.083637580557689*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.716442456938736*pi,2.85228290883996*pi,4.146186933817161*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.717053718793666*pi,-0.361211098006552*pi,3.82151714275511*pi) q[11];\nu3(0.480963333212519*pi,0.409633377671593*pi,3.82890152032853*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.287854765446226*pi) q[15];\ncx q[2],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.113510255029869*pi,2.64864814259183*pi,1.59541759919087*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.30524086305607*pi,0.37733492798819*pi,0.821638429280537*pi) q[11];\nu3(0.54722762229347*pi,0.51329039806544*pi,1.1925539260610991*pi) q[13];\nu3(0.723332675954097*pi,-0.388092924673701*pi,3.76989768368529*pi) q[14];\ncx q[1],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.81242778142315*pi,3.41466314188274*pi,0.747117161999274*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.632631466474322*pi,3.20597697467507*pi,3.80093588784177*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.721185004859918*pi) q[15];\ncx q[0],q[6];\nu3(3.5*pi,3.47771404081403*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[8],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.387022656592431*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.47379856602637*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47203372144192*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.357993406802741*pi) q[6];\nu3(3.5*pi,3.34688852608202*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.184861992199528*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3287960682601478*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[8],q[11];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.47674486042106*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.218589473960026*pi,-0.25279636587016796*pi,1.364352804662281*pi) q[2];\nu3(3.5*pi,3.49572341026497*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.46103513846742*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,3.47579706001072*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.648987313324229*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4686421467999295*pi) q[12];\nu3(1.0*pi,0.0*pi,1.241988186442446*pi) q[13];\nu3(1.0*pi,0.0*pi,1.168253833951727*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\ncx q[0],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0556834860166243*pi,2.70500136776438*pi,0.984520750494697*pi) q[2];\ncx q[3],q[13];\ncx q[4],q[12];\ncx q[5],q[7];\ncx q[8],q[11];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.589436602003766*pi,3.2191146517119*pi,3.35529298686544*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.47331192528877*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2690588640647809*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.640262108213115*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.46165546721584*pi) q[14];\nu3(0.65988664231613*pi,-0.12584877763360203*pi,0.5473690315994091*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.31858566771337*pi) q[7];\nu3(0.785278862398855*pi,3.3101712959251*pi,3.18382811764109*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.411757817592862*pi,0.329403561720664*pi,1.074048811103413*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5344801848801*pi,2.69894725536635*pi,3.48081324607981*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.970978928178028*pi,-0.05254566808747402*pi,1.1551999668543749*pi) q[3];\nu3(0.542250145116524*pi,0.014728177633224981*pi,3.80100050508533*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.52631296301932*pi,2.95836735887258*pi,3.86330760487501*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.702847108690134*pi,0.69235606106407*pi,0.5275770140633507*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.189231599592744*pi,-0.380196011020749*pi,4.35760027292356*pi) q[3];\nu3(0.69599962878543*pi,3.15139078708707*pi,3.46663718240354*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.721354748037072*pi,3.31147031675037*pi,3.86863260515724*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.400843783709371*pi,-0.04354808218607997*pi,3.84096255756197*pi) q[0];\nu3(0.517262124896386*pi,-0.141370564075589*pi,1.021718121389988*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.790580362885619*pi,0.14947698505197304*pi,1.54742726427866*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.554435922675831*pi,3.17765036111361*pi,3.52383572025201*pi) q[9];\nu3(0.877467678609111*pi,0.7577105915606901*pi,1.01038183256789*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.393698433710304*pi,2.53476259196036*pi,1.4632186708423909*pi) q[12];\nu3(0.480025044537997*pi,-0.030598579172528007*pi,0.5817923943338839*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.446055375614609*pi,0.90067258422706*pi,0.649747524658336*pi) q[1];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.188608077473883*pi,2.78078819941553*pi,0.9537316105524201*pi) q[9];\nu3(0.487110941962326*pi,-0.07381650373153698*pi,4.06217728180377*pi) q[10];\nu3(0.467982721590554*pi,3.49066648524327*pi,0.647452426510448*pi) q[12];\nu3(0.151433305065207*pi,2.99328184081083*pi,0.653673030464382*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.25953368832175*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.1456294555785709*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.466540050456357*pi,3.44977046196411*pi,1.437613825016785*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.44420422941154*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.323233575566938*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.70136977012397*pi,3.20901283755445*pi,3.74236013600578*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.102732395744065*pi,0.40031647009417104*pi,3.59057260409419*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.424286777999865*pi,3.28211111988829*pi,1.378380970366075*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.44447362326707*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.646905907441989*pi,0.148003445407079*pi,1.232390747506426*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,0.775197635499422*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[12];\nu3(0.716218404307516*pi,2.76851971234526*pi,3.47762430016393*pi) q[7];\ncx q[8],q[11];\nu3(3.5*pi,3.4261470517427*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.319855497751977*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(3.5*pi,3.4228911180362*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.2753461333442049*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[9];\nu3(3.5*pi,3.44424345969523*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.324678260491691*pi) q[12];\ncx q[14],q[15];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.4181689545858*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(1.0*pi,0.0*pi,1.203395307595645*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.376369846913899*pi) q[13];\nu3(3.5*pi,3.43688682946122*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.28421374330501*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.5477209450029545*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.619718560542653*pi) q[12];\ncx q[14],q[15];\ncx q[0],q[1];\nu3(0.642672389670952*pi,0.78603534982739*pi,0.5359979518352603*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(3.5*pi,3.49666502927017*pi,0.5*pi) q[7];\nu3(0.457854067360011*pi,0.29297942963439205*pi,4.22341011194403*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5958928765215578*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.177518750650036*pi,3.48061954713475*pi,1.021891716130588*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.39067484299036*pi) q[15];\nu3(1.0*pi,0.0*pi,1.229411002497345*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.670105232796038*pi,3.48657698406009*pi,0.665752713687321*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(0.145800077966958*pi,2.9515094550243*pi,0.996099403647561*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.481851024266511*pi,-0.4953642037131202*pi,1.2546628068922239*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.517237357802421*pi,0.7299022824563399*pi,0.814992409365592*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.29973557544907*pi) q[16];\nu3(0.66220730499978*pi,-0.2061881920173*pi,3.41439127384073*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.861912110201575*pi,3.48063778918789*pi,4.22973321948901*pi) q[3];\nu3(0.518812467288291*pi,0.12277923142956904*pi,4.0728603625489495*pi) q[5];\nu3(0.460585089256305*pi,3.43817293081213*pi,1.029885322835218*pi) q[6];\ncx q[7],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.689027982920398*pi,0.46944120608002604*pi,4.48650927367117*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.176874148157326*pi,-0.35460109494707004*pi,3.87609311471751*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.191066511286958*pi,-0.13888002148707201*pi,1.53848979338127*pi) q[5];\nu3(0.922616418883962*pi,-0.224757656014127*pi,1.10159172742612*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.165737971578746*pi,3.01431808462414*pi,1.58962322948037*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.406071730254487*pi,0.44930538453374*pi,0.5763123389493501*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.650726728732254*pi,2.56502282251338*pi,3.9418938448041*pi) q[10];\nu3(0.849159698232192*pi,0.27269595584999895*pi,1.70271817279974*pi) q[12];\nu3(0.206850945942033*pi,2.63337937674795*pi,1.281519597011157*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.490395499435954*pi,0.67348779633205*pi,0.817326317611633*pi) q[1];\ncx q[3],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.671852349637439*pi,-0.33394781191991796*pi,0.5109830161603826*pi) q[10];\nu3(0.674073050776407*pi,0.14085634829781102*pi,0.7802276345989889*pi) q[12];\nu3(0.35309419251631*pi,3.45961772531624*pi,4.39811949743509*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44120817762221*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.264659271210588*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.218568963626544*pi,0.444433100302956*pi,0.5002782972914283*pi) q[14];\nu3(0.317276078807363*pi,-0.242844713115059*pi,1.68080307279751*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.598543194759366*pi,3.26928953344757*pi,4.40776546922201*pi) q[14];\nu3(0.656441689987045*pi,2.82186729627508*pi,4.2689052671193295*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.22727934439585*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[6],q[13];\nu3(0.510871376673931*pi,3.18952693339947*pi,3.28933956921159*pi) q[7];\ncx q[8],q[12];\nu3(1.0*pi,0.0*pi,1.149486802026808*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.36530128288444*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.603978949167549*pi,0.48831511331322897*pi,4.430428497414519*pi) q[16];\ncx q[0],q[9];\ncx q[3],q[11];\nu3(3.5*pi,3.39238180428454*pi,0.5*pi) q[6];\nu3(0.452995927959592*pi,2.39519556757106*pi,1.2441054982401831*pi) q[7];\nu3(3.5*pi,3.42950646216398*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.109676199565389*pi) q[12];\nu3(1.0*pi,0.0*pi,1.314812251145002*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.650714842921253*pi,-0.322863860739386*pi,3.32766488243184*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,0.5365890920040264*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\nu3(3.5*pi,3.46530831960127*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,3.46933626514518*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49518972386801*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.395685636234321*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1526994513393851*pi) q[14];\nu3(1.0*pi,0.0*pi,1.28554033613836*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[7];\ncx q[6],q[13];\ncx q[8],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.594215237187333*pi,0.9227246049969*pi,1.0570564264648121*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.4757559835366*pi,0.5*pi) q[4];\nu3(3.5*pi,3.47499220000897*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2988959672274532*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.616183417747128*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.38607553337891*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2326392515386329*pi) q[16];\nu3(0.702033942751311*pi,-0.307609462853186*pi,0.5376606145145018*pi) q[0];\ncx q[1],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.29614941264925*pi,0.5904630138606399*pi,3.88315791203073*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5406209858447272*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.746802426742039*pi,-0.380405808640944*pi,3.45643331406449*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.481718766784663*pi,3.08453248842525*pi,1.126819400630197*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4707387871038105*pi) q[16];\nmeasure q[9] -> c[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.646969195122528*pi,3.18624168230583*pi,4.38120154652868*pi) q[1];\nu3(0.2756759746022*pi,3.42827360793661*pi,0.697673148821552*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.299218500964398*pi,-0.24720806968881298*pi,1.317280019027965*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.497561844601105*pi,3.42618633547802*pi,4.36694868652593*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.420967254217196*pi,-0.014863744648957011*pi,4.4055439908161205*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.689108120597911*pi,2.70081499389972*pi,3.71115477505885*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.600893065838367*pi,0.12636611170300605*pi,4.31535919209248*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.190988191601104*pi,3.26790263404048*pi,0.999560375916682*pi) q[5];\nu3(0.673026093152411*pi,0.131934771016748*pi,4.36645516683393*pi) q[6];\nu3(0.482600118134066*pi,-0.19732882600740298*pi,1.2760668973278682*pi) q[7];\nu3(0.619439129045168*pi,3.33434047883454*pi,0.5610883191844036*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.596998884092462*pi,-0.18342793458158102*pi,3.33584529241728*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.41444798790172*pi,-0.258152546206111*pi,4.3314667674685*pi) q[5];\nu3(0.516626435326119*pi,-0.05289112040024602*pi,0.793590304630688*pi) q[6];\nu3(0.430417227876536*pi,2.77187825753378*pi,3.69267687258335*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.394741265795228*pi,-0.19700512744687498*pi,0.790008017135645*pi) q[12];\nu3(0.507126976842854*pi,3.17636919327175*pi,0.755144238068659*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44512702649939*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.636081400144595*pi,2.44147736990772*pi,3.61522390757296*pi) q[10];\nu3(1.0*pi,0.0*pi,1.075588700121979*pi) q[11];\nu3(0.652973328557796*pi,3.44970180320298*pi,3.66792226825228*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.296356341349988*pi,0.05220977454841402*pi,4.072540693853011*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[11];\nu3(0.67681953166573*pi,0.21248705916977895*pi,4.20327930596254*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.467206679885231*pi,-0.4564921823122525*pi,1.287110793838266*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.49003551249767*pi,-0.022690528670186005*pi,0.628034857437687*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.799319886487724*pi,2.80605155669906*pi,4.2797309690258*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48483551573179*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\ncx q[2],q[15];\ncx q[3],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.40811818163028*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.296045164256634*pi) q[13];\nu3(0.655874756756212*pi,0.06863760798011598*pi,0.821918560190258*pi) q[16];\nu3(3.5*pi,3.43693664310184*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,3.31046499655027*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[13];\nu3(3.5*pi,3.30969079165251*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.103174385678296*pi) q[12];\nu3(1.0*pi,0.0*pi,1.127680806638647*pi) q[14];\nu3(1.0*pi,0.0*pi,1.250397070846669*pi) q[15];\nu3(0.222897157170638*pi,0.169268668852522*pi,1.222385377051433*pi) q[16];\ncx q[0],q[12];\nu3(3.5*pi,3.46238441444085*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,0.0*pi,1.225325930713574*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.38380286633359*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[6],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.46983763827427*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5216220151553927*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5284899206178029*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,0.6104909568212951*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.44700162667101*pi,0.5*pi) q[4];\ncx q[5],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.195827800522531*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.145936429005107*pi,-0.099964195138535*pi,0.848306586027072*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,3.49776904939986*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.837357836060668*pi,3.14386762009888*pi,3.46914028578729*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.636387910524319*pi,3.4972184673059*pi,0.652087166393306*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3733003705978821*pi) q[16];\nmeasure q[3] -> c[3];\nmeasure q[7] -> c[7];\nmeasure q[11] -> c[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.532829451962127*pi,2.77516284993632*pi,3.52227571323202*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4493136130709505*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nmeasure q[2] -> c[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.616767419778904*pi,3.40093203043311*pi,3.59364929954666*pi) q[1];\ncx q[4],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.745573967640234*pi,3.31994926913981*pi,3.49541068619951*pi) q[14];\nu3(0.465252558055955*pi,0.30867811307927395*pi,4.14254879961018*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.651355223748866*pi) q[16];\nmeasure q[1] -> c[1];\nmeasure q[14] -> c[14];\nmeasure q[15] -> c[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[16];\nu3(0.625390642136526*pi,0.01861228357351996*pi,3.63213124292551*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.676831655211692*pi,3.26851089800289*pi,3.96482402329685*pi) q[13];\nmeasure q[6] -> c[6];\nmeasure q[13] -> c[13];\nu3(0.710642935328043*pi,-0.01460245109441799*pi,4.06322788167361*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.862657077495547*pi,-0.20210231035273601*pi,3.64710545300381*pi) q[10];\nu3(0.549887448385641*pi,0.14030109312986105*pi,4.04322003891956*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[10] -> c[10];\nmeasure q[12] -> c[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(0.886232195511669*pi,2.6954276783511*pi,3.34301921631411*pi) q[4];\nu3(0.664807873456416*pi,0.8291254748013499*pi,0.810357155038379*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.422205527189718*pi,0.5466182151333201*pi,3.57979276681837*pi) q[16];\nmeasure q[4] -> c[4];\nmeasure q[5] -> c[5];\nmeasure q[16] -> c[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.70862740600527*pi,2.67324692822272*pi,4.07268217845915*pi) q[8];\nmeasure q[8] -> c[8];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.737120264050692*pi,0.5115220726285199*pi,0.672178044498977*pi) q[0];\nu3(0.560105546082057*pi,3.35868806575493*pi,4.25188720507513*pi) q[1];\nu3(0.714331240378836*pi,0.06203606285374996*pi,1.239852424370121*pi) q[2];\nu3(0.502876181480041*pi,3.09631813474788*pi,4.04658746322581*pi) q[3];\nu3(0.111321581769089*pi,0.492757663352943*pi,3.55194751561867*pi) q[4];\nu3(0.0843106656063264*pi,-0.4582651617388794*pi,4.13919496254457*pi) q[5];\nu3(0.447997014394114*pi,0.6336705235176301*pi,4.26753533887703*pi) q[6];\nu3(0.715437506402438*pi,3.00723204294316*pi,3.35776031316992*pi) q[7];\nu3(0.70013202654928*pi,0.62372949715539*pi,4.38069117927798*pi) q[8];\nu3(0.468976106133462*pi,0.07106137553575498*pi,3.78882080818295*pi) q[9];\nu3(0.583159623510974*pi,-0.16585711361994498*pi,1.0139357842525278*pi) q[10];\nu3(0.440633815375131*pi,3.25492744313494*pi,4.2724853257229*pi) q[11];\nu3(0.360424846772138*pi,0.07469164066762202*pi,1.329284672795396*pi) q[12];\nu3(0.512942090037014*pi,0.487599276430576*pi,0.5197301205200128*pi) q[13];\nu3(0.316676199416445*pi,-0.4338322418478131*pi,1.86311179825316*pi) q[14];\nu3(0.232229970376507*pi,2.44818892653547*pi,1.126419094770934*pi) q[15];\nu3(0.278490811814899*pi,-0.027888651008573018*pi,1.0328747658673318*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[8],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.48261895896268*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.3518911475092*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.0541712244345471*pi) q[6];\nu3(1.0*pi,0.0*pi,1.279204669828259*pi) q[7];\nu3(3.5*pi,3.48876546210735*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.27463955663461*pi) q[9];\ncx q[12],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\ncx q[0],q[6];\ncx q[1],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[7];\ncx q[8],q[9];\nu3(3.5*pi,3.34613170637475*pi,0.5*pi) q[12];\ncx q[13],q[16];\nu3(1.0*pi,0.0*pi,1.1529819523428348*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47547012929534*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.48131537791981*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.49274275593206*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5149079584640992*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5496312632443094*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3608414429635611*pi) q[11];\ncx q[12],q[15];\nu3(3.5*pi,3.47297122952628*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.263575747215305*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2569400104966522*pi) q[16];\ncx q[0],q[6];\ncx q[1],q[14];\nu3(3.5*pi,3.4592116931764*pi,0.5*pi) q[2];\ncx q[3],q[11];\ncx q[4],q[7];\nu3(1.0*pi,0.0*pi,1.399671810721284*pi) q[5];\ncx q[8],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,4.41537780622404*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5338937997349129*pi) q[11];\ncx q[12],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.602698116417331*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5683863858979112*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.30083544200664*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.247505251874158*pi,0.343440483674852*pi,4.36929836639077*pi) q[8];\nu3(0.259728366551904*pi,3.09483237351914*pi,0.6915194057508001*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.382455803862312*pi,0.387767834828068*pi,0.6327385204811999*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.617762523954393*pi,0.05064891012906203*pi,0.5359680389426693*pi) q[8];\nu3(0.356276741847492*pi,0.6335632645781699*pi,4.0032070382744305*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.464763688777681*pi,0.258870863505122*pi,4.375348543331921*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.297570288614913*pi,-0.181162016002633*pi,4.01082644997438*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.185790438729441*pi,3.04112383549201*pi,1.488945617244426*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.88794598973858*pi,2.99732259979319*pi,4.17234360428653*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.753484712560946*pi,-0.270254557844559*pi,4.45870027115392*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0300999854687832*pi,-0.4399148311130587*pi,1.71647129902383*pi) q[12];\nu3(0.592439914056978*pi,0.15337077889648298*pi,3.81172340168593*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.766108959849522*pi,-0.08731639528291901*pi,0.958471561027429*pi) q[0];\nu3(0.734480834471983*pi,0.60837455476075*pi,4.25359769115902*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.295258264023796*pi,0.179344782477737*pi,0.9792887406091471*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.473884283991057*pi,-0.4712771540814076*pi,0.633979366569335*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.517619635001973*pi,2.76449015196128*pi,3.65529938111309*pi) q[12];\nu3(0.493560339766428*pi,0.56421266497626*pi,0.8588547274633069*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.666308989432123*pi,-0.20025721751458397*pi,0.938581708556856*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.299087367661789*pi,-0.09240589595923598*pi,4.3805586207139005*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.41481507331189*pi,0.7492707640460701*pi,0.679782558863844*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.372270484832482*pi,-0.11679249092431698*pi,0.619163347945879*pi) q[14];\nu3(0.20069814296011*pi,0.65953750265933*pi,0.5258552016168284*pi) q[15];\nu3(0.105895267165057*pi,0.8153085291084701*pi,0.5782912397147368*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.663713408231079*pi,2.78135326643892*pi,4.22290857253393*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.313688959996865*pi,0.5652766798381701*pi,4.4969116621447*pi) q[14];\nu3(0.479440851532519*pi,0.386864656068319*pi,0.800450986101165*pi) q[15];\nu3(0.640101997349446*pi,-0.363793904059525*pi,0.8635743588164311*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\ncx q[9],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.523097348802285*pi,3.47179193043548*pi,3.57995302019381*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47312734246819*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.45571128671649*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.4052740965059018*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.231178755945857*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[8];\nu3(0.360026816132087*pi,-0.13865914874342*pi,4.105183589854629*pi) q[2];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[11];\ncx q[9],q[10];\nu3(3.5*pi,3.4858463330762*pi,0.5*pi) q[0];\nu3(3.5*pi,3.46675289934909*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.471803551907628*pi,-0.003210138676642993*pi,1.374673454003489*pi) q[5];\ncx q[6],q[14];\nu3(3.5*pi,3.4762634042376*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.318379738565703*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.632455763428512*pi) q[10];\nu3(1.0*pi,0.0*pi,1.214186593410387*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.478179023883531*pi) q[13];\nu3(1.0*pi,0.0*pi,1.212544643594095*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[13];\nu3(0.483008421106769*pi,0.43361650878496905*pi,3.73712794255035*pi) q[5];\nu3(3.5*pi,3.3852906352109*pi,0.5*pi) q[6];\ncx q[7],q[11];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.227716704146741*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.3448981708089605*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5231525066313494*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5719497464933345*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.49176510768212*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0891488250727739*pi,0.8014255447979499*pi,0.5042283500656447*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.40012153869494*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48319177600678*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.300585103217181*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.225392467679949*pi) q[15];\nu3(0.720330419807636*pi,3.37691646105*pi,4.11220573109686*pi) q[16];\nu3(0.428503080591959*pi,2.83522743070222*pi,1.265652947593148*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.612196368023029*pi,-0.006213876593251011*pi,1.0228980370544751*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.566302323073483*pi,3.4977123684524*pi,4.4468003081087595*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.545274252008901*pi,0.9466321393609101*pi,0.5997530066302602*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.42852671633097*pi,-0.345537661241881*pi,4.21065203023973*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5524411937601497*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.818291386445591*pi,0.156477416922986*pi,4.165769036553289*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.755018205460681*pi,-0.29457973781053204*pi,3.77880425648076*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.195096527329755*pi,2.81024005675428*pi,1.26539843847585*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4842247284444205*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[5];\nu3(0.355843026536972*pi,-0.46048506875531603*pi,1.50162377439434*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.312527969734229*pi,-0.4113281836757376*pi,0.969227906077165*pi) q[10];\nu3(0.241761440381696*pi,0.901264388448*pi,4.11482705207643*pi) q[11];\nu3(0.2620478138667*pi,2.79219320180743*pi,1.2362856340780621*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.735765522908182*pi,0.42624856631167396*pi,4.13118266685567*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.76818867884207*pi,3.28975180435251*pi,3.18121515129136*pi) q[10];\nu3(0.284183362495907*pi,-0.4632964212764319*pi,1.7209192887742*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[7];\nu3(0.370671538176303*pi,3.48741975603164*pi,4.34790619047678*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.361664006175753*pi,0.363091367598696*pi,0.881050293676535*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.46582025101296*pi,0.5*pi) q[0];\nu3(0.216417122134199*pi,0.09758880241925805*pi,4.16791817760409*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.651260338644262*pi,0.19473523230758305*pi,1.4122208935334641*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.335486183236596*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.429427455819094*pi,0.49124402976053705*pi,3.85368546424901*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.403620029880419*pi,2.76894760250415*pi,1.322318874220993*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.837242498586554*pi,0.7617835062770999*pi,4.37905008331614*pi) q[8];\ncx q[10],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.897680713325424*pi,0.9807100863308*pi,0.721042852653359*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.548983183831186*pi,2.98390779637058*pi,3.80259311014141*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.903176770294377*pi,2.9078999779334*pi,3.47719897041349*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.663563893741536*pi) q[7];\nu3(0.250057676684741*pi,-0.392894791699064*pi,1.253281567312523*pi) q[8];\nu3(3.5*pi,3.43837746603458*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.297884526845086*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[7];\ncx q[1],q[4];\nu3(0.291581337543092*pi,-0.257884428239779*pi,1.0076153592423172*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.42779344710545*pi,0.421033950606879*pi,4.19373464424709*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.32624224221469*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.079361982664677*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.27233484502755*pi) q[11];\ncx q[13],q[14];\nu3(0.373490384049507*pi,2.9004307116252*pi,0.792970334218822*pi) q[15];\nu3(0.715792714892546*pi,0.07283335919732703*pi,4.02617620869985*pi) q[0];\ncx q[1],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.46592891728662*pi,0.5*pi) q[6];\nu3(0.397541725688158*pi,3.32484866599541*pi,2.09307160505099*pi) q[7];\ncx q[8],q[16];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.218081094833569*pi) q[12];\nu3(3.5*pi,3.47103173814378*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.283205087013234*pi) q[14];\nu3(0.0927374380689882*pi,3.38043326506393*pi,4.23664424607189*pi) q[15];\nu3(0.323984719215921*pi,3.04886963773096*pi,1.244950207482076*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,0.5543106366363015*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[12];\nu3(0.860299429069685*pi,0.69866473879139*pi,4.3751516745774595*pi) q[7];\nu3(3.5*pi,3.44139938234483*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[13],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.297363506395039*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[4];\nu3(3.5*pi,3.48536067846078*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\ncx q[8],q[16];\nu3(1.0*pi,0.0*pi,1.192330395616772*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.461066969133141*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5929655416633324*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,4.43416281462668*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,3.38325102135057*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,4.480922073632669*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2817205014080049*pi) q[15];\nu3(0.607464195001744*pi,0.8485645144111*pi,0.5023140164992407*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.297477655207576*pi,0.66235780413174*pi,4.48938707750957*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.894092323395033*pi,-0.07862477801502099*pi,0.9559256772675839*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.642949033746813*pi,-0.276677424388997*pi,0.749591592686274*pi) q[10];\nu3(0.499816427128406*pi,0.322669877376099*pi,4.31351910955809*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.770218471836376*pi,-0.4068578808688384*pi,1.017180544502138*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.7722767930554439*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.619759378673963*pi,3.37725247522289*pi,4.38225238526941*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.249047449835126*pi,0.09752213603553495*pi,3.59884697863891*pi) q[10];\nu3(0.204646676557132*pi,3.07709070710172*pi,1.440645594164851*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.591698426973275*pi,0.19624892424637796*pi,1.242822663498869*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.414285522241286*pi,2.8249341316681*pi,0.937502620842632*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.493450935418888*pi,-0.34237080303609*pi,0.877796049353638*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.78199828995873*pi,-0.489872441201213*pi,0.742458813180761*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.719816805583673*pi,1.23276711607391*pi,0.732890001545744*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.159387666967262*pi,2.59686478185402*pi,1.147640316298917*pi) q[14];\nu3(0.569066041191962*pi,3.05571632703177*pi,4.030358463530019*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.485755242342533*pi,0.15011720699328301*pi,4.202126417885831*pi) q[2];\nu3(0.459606991286414*pi,0.80609540129151*pi,4.21704262279031*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.392298224698347*pi,-0.13267339015580099*pi,4.2255783173187*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.721825029256228*pi,-0.401703766568004*pi,3.53534342920046*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.480162530086964*pi,0.380703263703252*pi,1.0094511495919019*pi) q[15];\nu3(0.586859823943606*pi,0.25891103256521797*pi,4.17513944708565*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.541731841345842*pi,-0.37447073298378*pi,3.49941814254441*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.00275275012000096*pi,2.83103653151157*pi,1.6632884837502*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.572638207716815*pi,2.68737962162941*pi,4.06894508866319*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0974830406515949*pi,0.07631408461607503*pi,1.408863134740747*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.461958558753134*pi,3.48826150322844*pi,1.344336614086986*pi) q[9];\ncx q[10],q[14];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.59504583226238*pi,-0.05966027555339298*pi,0.677717264953086*pi) q[9];\nu3(3.5*pi,3.40805614321027*pi,0.5*pi) q[10];\nu3(3.5*pi,3.44095948904127*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.175682320821102*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2539123565763322*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.44119286319751*pi,0.5*pi) q[4];\ncx q[5],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.315130141382269*pi) q[15];\nu3(3.5*pi,3.43763315345659*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(3.5*pi,3.36387598074054*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.150460283367908*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5580280722041295*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4655905698722105*pi) q[14];\nu3(1.0*pi,0.0*pi,1.118671013748288*pi) q[16];\ncx q[0],q[8];\nu3(3.5*pi,3.4942991262233*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[16];\ncx q[6],q[9];\ncx q[10],q[14];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.3858551454045172*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.7307492737990771*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[3],q[7];\ncx q[4],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.44421105443119*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5446782794644633*pi) q[8];\nu3(1.0*pi,0.0*pi,1.190846855816082*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4916749849273*pi) q[16];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44129214347892*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[16];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.3656702674123609*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39088079558828*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[3],q[7];\nu3(0.889145407729125*pi,2.58499843962614*pi,3.63984948128784*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4503842756929*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.243862415727866*pi,2.94852397786073*pi,1.2639360676199969*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.144109529885149*pi,0.53111468182075*pi,0.879686138811583*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.356938557941839*pi,3.3625079458159*pi,0.5519275080214521*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.143201948991927*pi,-0.23868703103807498*pi,4.13926494790345*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,0.5613377389315972*pi) q[7];\nu3(0.569275240975046*pi,-0.225246284687254*pi,3.82378990484872*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.292801047593931*pi,2.79683174099042*pi,1.166945043691186*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.430925363926735*pi,-0.12462742418532802*pi,0.92578500719389*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.374404653522492*pi,-0.29462788177896704*pi,0.602055324678608*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.671237382860652*pi,-0.15281869017142702*pi,3.56960047421745*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.73342067726701*pi,2.95314005735177*pi,3.3261819435866*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.839117927408284*pi,-0.49396683177452494*pi,4.2813376696553*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.356032356934615*pi,0.8967896041093399*pi,4.0963549012575395*pi) q[13];\nu3(0.397886603092138*pi,0.318528502206729*pi,0.7571479870461679*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[11];\nu3(0.162504348617317*pi,0.24663776762666*pi,3.3535912357933*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.921617516595365*pi,2.99543670999293*pi,4.4814408955705805*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.15370210243545*pi,0.42827717832716194*pi,0.675098177518201*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.45002898964481*pi,0.5*pi) q[4];\nu3(0.468179698074837*pi,0.9182046164567199*pi,0.721675839748304*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.351139445461732*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\ncx q[4],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.75659967957182*pi,1.05503205348017*pi,0.94438047141486*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\ncx q[2],q[14];\nu3(0.102023161888313*pi,0.5058874045344599*pi,3.66572979428594*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.685675729390906*pi,0.7434679148440899*pi,0.820302717137097*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.657075759243115*pi,3.1167437675599*pi,3.71527636741053*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.40626813061004*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.326516492728094*pi,0.51526054393828*pi,4.02693696475436*pi) q[16];\nu3(0.52366176063904*pi,3.38540433390895*pi,4.25701368162459*pi) q[1];\nu3(3.5*pi,3.42552881383555*pi,0.5*pi) q[2];\nu3(0.702930708526696*pi,0.5305429748444299*pi,1.0265258775806991*pi) q[3];\ncx q[4],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.249681122406011*pi,0.05943375438575005*pi,3.64990491680891*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.46494026683205*pi,0.05123104153586*pi,4.3016396439284605*pi) q[9];\nu3(0.529102852342108*pi,0.5919093689325099*pi,4.0815997785279805*pi) q[12];\nu3(1.0*pi,0.0*pi,1.222342724088626*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.521721895151455*pi,3.23386407332889*pi,1.7557759169903*pi) q[1];\ncx q[2],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.40829543044461*pi,0.5172655795763901*pi,0.5274824020325626*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.738664107927638*pi,3.17626091617906*pi,3.29508833162761*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.19967890117713*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.709787202933778*pi,-0.190912092263484*pi,4.195319371562849*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.120631169588713*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5863456959262761*pi) q[14];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\ncx q[6],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.49965318718258*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.299888708275494*pi) q[16];\nu3(3.5*pi,3.49085286893451*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.28881977591595*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.35472316601659*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.191503583909195*pi) q[9];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.135536187644226*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47189632006036*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.073378696897041*pi) q[15];\ncx q[0],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.333972874242514*pi,3.20983794794408*pi,4.35455421658572*pi) q[2];\ncx q[3],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\ncx q[6],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.373383945761872*pi,3.49480496237293*pi,1.96395486963711*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.44128291626991*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[8];\nu3(0.325492818180486*pi,-0.34939673250971803*pi,0.8461280426122759*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.370476973493164*pi,0.003239759238431006*pi,3.80084703836126*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.43776459185125*pi) q[9];\ncx q[10],q[16];\nu3(0.308988232058147*pi,-0.4539300724037863*pi,4.25719882716412*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5670262319166861*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.781707554317146*pi,-0.228803149995274*pi,4.1464944340114105*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5415926915334013*pi) q[15];\ncx q[0],q[9];\nu3(3.5*pi,3.40505339548756*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[15];\nu3(0.537506381235081*pi,3.30719525984172*pi,3.39287827775365*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[12];\nu3(1.0*pi,0.0*pi,1.283909376717693*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.515060970610045*pi,0.39515456522675796*pi,3.69838608572656*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.730675557190564*pi,2.74285003262886*pi,3.71468707505918*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.31692089171223*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.400674404038245*pi,-0.250872397069691*pi,3.84953771217455*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.359635518544007*pi,3.26858915150511*pi,1.077863715237445*pi) q[5];\nu3(0.695925908473039*pi,0.47932926530215103*pi,0.6288948992943*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.543764096564115*pi,0.070633364091507*pi,1.344287749015437*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.359332266301906*pi,0.5795640574537899*pi,4.01557423918229*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0973858921406732*pi,0.300451080725203*pi,0.870866332485088*pi) q[12];\nu3(0.470851146826938*pi,0.43811041975989296*pi,0.774318544955201*pi) q[13];\nu3(0.459367147380892*pi,3.12268656085594*pi,4.38958898553856*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.405743843853641*pi,0.201901120257162*pi,3.7654827520463*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.139503680232547*pi,0.40108416477102204*pi,3.90202866513886*pi) q[10];\nu3(0.196793485740583*pi,0.155789679088442*pi,4.29935310466798*pi) q[12];\nu3(0.465859203654594*pi,0.21476245149588902*pi,1.289306715111933*pi) q[13];\nu3(0.187328829247043*pi,0.488640338140068*pi,0.88452180653968*pi) q[15];\nu3(0.797999819663865*pi,0.062055995811758025*pi,1.345369725802456*pi) q[16];\nu3(0.343194520080849*pi,3.34351585884526*pi,0.652804254838487*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.40790010757419*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.234598273860916*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.076781038514223*pi,0.18374382843763404*pi,0.9159475446401399*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.361323565063705*pi,2.8552683914604*pi,1.177498683117123*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[3];\ncx q[4],q[7];\nu3(3.5*pi,3.46145580733443*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.587372190171582*pi,0.493711433185702*pi,1.07955622855115*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.18234655347343*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(3.5*pi,3.38992097503749*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.312928658099499*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,4.36467516814455*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.640102003318718*pi,3.30230267302417*pi,0.5909753711645005*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\ncx q[4],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,4.47855279579845*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(0.268212100329308*pi,0.7146753554826799*pi,0.677277618986143*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5893147182442429*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(3.5*pi,3.49899342330176*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.334200654017897*pi) q[11];\ncx q[15],q[16];\nu3(0.429976781987844*pi,0.26729158971064004*pi,0.724906049061853*pi) q[1];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.33788495487166*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.221261723690974*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.45126209435289*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.342168054730865*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.376015495962318*pi,3.20146741229925*pi,4.320577899676881*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49904387102791*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[15],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.22178480078635*pi,0.5929765544267*pi,0.507698418585431*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.642398807688036*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.3242425247459195*pi) q[16];\ncx q[0],q[1];\nu3(0.507426358183909*pi,3.4496883764224*pi,0.5514919652437847*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.567755734609591*pi,2.95340155529004*pi,3.07710843333607*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[15],q[16];\nu3(3.5*pi,3.3974901141947*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.167341031804618*pi) q[1];\nu3(0.703676780656075*pi,3.286127883424*pi,3.91529518367153*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.622999209444299*pi,0.27668528592393304*pi,4.3071456046322005*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.460392727183872*pi,2.4717671668193*pi,1.407075230293679*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.187113835484104*pi,3.28934126985777*pi,1.873616725824*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.301071090738832*pi,-0.18230982782785599*pi,4.10921381594051*pi) q[7];\ncx q[8],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.350620754017079*pi,-0.292896379325567*pi,0.9692080943283949*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.439249383063601*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.552964961247949*pi,1.01090105915556*pi,0.639481941921808*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.682830685004788*pi,0.57838138176125*pi,0.986564571572792*pi) q[5];\nu3(0.55024035900713*pi,3.25043344171757*pi,4.45802716707264*pi) q[6];\nu3(0.446194226918173*pi,3.18772038892112*pi,1.4889873965128189*pi) q[7];\nu3(3.5*pi,3.48109296748525*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.225363256496081*pi) q[12];\nu3(0.680015396476171*pi,0.89502686417573*pi,0.813987392776793*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.45858643062584*pi,2.95499621203723*pi,1.118683963719459*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[12];\nu3(0.22364876860958*pi,3.11665355592917*pi,0.965025923147104*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.831838129372222*pi,3.14733152638994*pi,3.47260049066045*pi) q[9];\nu3(0.214915348392486*pi,-0.25668758665840696*pi,4.3380943785917*pi) q[10];\nu3(0.862912233944661*pi,-0.4625457360864976*pi,3.92111715724043*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.47340971574583*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\ncx q[4],q[6];\ncx q[7],q[13];\ncx q[8],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.632927484277889*pi,3.03269264611465*pi,3.69834202935809*pi) q[10];\nu3(0.267430234632204*pi,3.25603792766996*pi,1.006244792086692*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.45654242687055*pi,0.5*pi) q[2];\nu3(3.5*pi,3.24783238179375*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.165817336037468*pi) q[6];\nu3(3.5*pi,3.48865876243376*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.20616158757851*pi) q[13];\nu3(1.0*pi,0.0*pi,1.268547703969845*pi) q[14];\nu3(0.331802870425965*pi,2.68902590401634*pi,1.305856817862049*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\ncx q[4],q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.466186178156049*pi,-0.052242401372039005*pi,4.42068387895688*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.49887452584905*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.6389776261303091*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.447425590084491*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.111882273670491*pi,0.08772934723786496*pi,3.5737154713385*pi) q[16];\nu3(0.738678960740205*pi,-0.084392588101535*pi,4.07942598377514*pi) q[0];\nu3(0.502658042094685*pi,0.041904953153365954*pi,4.25918042583614*pi) q[1];\ncx q[2],q[14];\ncx q[4],q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.370437264512042*pi,-0.190184684425468*pi,3.69288730840241*pi) q[16];\nu3(0.431853870239042*pi,-0.487975516191973*pi,1.70649121952745*pi) q[0];\nu3(0.356972475703421*pi,3.42703370782504*pi,1.50786777864165*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.29135603624859*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.260283553185869*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.370216564367286*pi,3.47064551705743*pi,1.64584088748309*pi) q[7];\nu3(0.559857505824956*pi,0.9239898020239199*pi,0.644363278853452*pi) q[8];\ncx q[10],q[15];\nu3(0.248381169493641*pi,-0.379226892367381*pi,1.2835262273846642*pi) q[12];\nu3(0.471636399786983*pi,-0.20669969293673002*pi,4.0291616383796*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.437366919154311*pi,2.78416794421243*pi,1.4200713929869608*pi) q[7];\nu3(0.645815835982472*pi,0.6564228944913599*pi,1.126329861768712*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.745208376490348*pi,3.06291382907179*pi,3.74003635530787*pi) q[12];\nu3(0.639951689215879*pi,2.89756220958225*pi,3.71087388633949*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5118948635625951*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.560405622806951*pi,3.49215469572683*pi,3.16231520102242*pi) q[2];\nu3(0.727203257733475*pi,0.6607357867819299*pi,4.26064526267643*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[16];\ncx q[1],q[5];\nu3(0.698206614937415*pi,-0.288160069401515*pi,3.4861246488844*pi) q[2];\ncx q[3],q[12];\nu3(0.529254579346353*pi,0.23568050813935204*pi,4.07475147630172*pi) q[4];\nu3(0.126363607969362*pi,0.27473844646413403*pi,0.9826115260709529*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.37850695489668*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41225199245991*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.45449109802625*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.25471007768386*pi) q[5];\nu3(0.189245439146482*pi,0.03941897605449096*pi,1.349911037150643*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,3.38314322742697*pi,0.5*pi) q[8];\nu3(0.865888021179094*pi,1.20740516603333*pi,0.789943043531355*pi) q[10];\nu3(1.0*pi,0.0*pi,1.344673797214099*pi) q[11];\nu3(1.0*pi,0.0*pi,1.152527152650248*pi) q[12];\nu3(0.66416179487379*pi,0.380601596604934*pi,4.26480026766526*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(1.0*pi,0.0*pi,1.220651655450302*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[11];\nu3(0.560391396209279*pi,-0.095568505844847*pi,4.06589805749924*pi) q[10];\nu3(0.0681385211020635*pi,0.37023040394346396*pi,3.79536536421668*pi) q[14];\nu3(0.803816216024459*pi,0.6135846016186399*pi,0.9528024632456731*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.571643480977603*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.42922179715068*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49961260003519*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.329640748256423*pi,0.07583981757699998*pi,1.09326915379544*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5653511944940415*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[5];\ncx q[3],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[8],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47965495978393*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.46536971595055*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.282697335665234*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.353196513861249*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.516186609508539*pi,0.23153682262905295*pi,1.4922081425062141*pi) q[0];\nu3(0.385274107974595*pi,0.371553966013761*pi,0.711103200991984*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.814564050053114*pi,3.37849331442596*pi,3.817050281415*pi) q[0];\nu3(0.694604275347604*pi,3.02793813838984*pi,4.4756039979164495*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4024556497384495*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4711277112684495*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.33584345098065*pi,0.27641504178060505*pi,0.872332072041738*pi) q[5];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.496670679059974*pi,3.41661440796191*pi,0.9050480449211851*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.51146435283739*pi,0.8165983227325*pi,4.33324778226492*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.522104024395368*pi,0.401525483183367*pi,4.366681201597229*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.109539014534363*pi,2.79190201373062*pi,1.42520014503865*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.00909297942293549*pi,-0.143743433846311*pi,4.08442595513783*pi) q[11];\nu3(0.285022644098896*pi,3.38577805013126*pi,0.8027718382657449*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.930287600397022*pi,3.01250498099954*pi,3.35364797000337*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(0.166680013978055*pi,0.45142058701144505*pi,3.88162555113021*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.649648222218022*pi,2.66567929148861*pi,3.67068789385147*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.771519607982608*pi,0.056566810831159*pi,1.385588749213795*pi) q[11];\nu3(0.405855441582905*pi,3.00059103726667*pi,1.75412694913033*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.32792650419936*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2027110001546308*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[5];\nu3(0.332892655847807*pi,0.84118478430384*pi,0.5696086943530879*pi) q[4];\ncx q[6],q[12];\nu3(0.254859243767893*pi,2.92634858891762*pi,0.756234727477909*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.5578346032793497*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.48571401890756*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.230482748022818*pi) q[16];\nu3(3.5*pi,3.36572336638182*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(3.5*pi,3.46140690713708*pi,0.5*pi) q[3];\nu3(0.782414817208617*pi,-0.327724892414685*pi,3.88958297513927*pi) q[4];\nu3(1.0*pi,0.0*pi,1.197249620029772*pi) q[5];\nu3(3.5*pi,3.43605734517725*pi,0.5*pi) q[6];\nu3(0.706076467768937*pi,-0.306363056589889*pi,0.818989854997433*pi) q[7];\nu3(1.0*pi,0.0*pi,1.350008932348222*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,3.4946109054986*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.177984844259111*pi) q[11];\nu3(1.0*pi,0.0*pi,1.309264907852387*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.426643125125838*pi,3.26314024155796*pi,0.898462301909664*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.689567347082058*pi,2.73355368751234*pi,3.32898742111866*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.43576855558968*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5010493626304379*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.25743833310303*pi) q[8];\nu3(0.767048063061761*pi,0.5749527971956201*pi,1.208084792966744*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.37162289794964*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5444500165158263*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.504811021544624*pi,3.22732991109105*pi,1.89820720626301*pi) q[14];\ncx q[15],q[16];\ncx q[0],q[8];\nu3(0.574329965590794*pi,3.39106656675183*pi,4.4035848270516*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[5];\ncx q[6],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.797128266380482*pi,-0.4515327729697425*pi,4.1785121982829505*pi) q[1];\nu3(3.5*pi,3.41693088089774*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2457003816116181*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.274368453534521*pi,3.31639811538002*pi,0.921412193730812*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(0.554542275569288*pi,0.347983477254178*pi,3.86740394736251*pi) q[3];\nu3(0.422507249452137*pi,-0.372547398169801*pi,1.076335046221883*pi) q[5];\nu3(0.595502240418013*pi,0.09938544086408097*pi,1.2947042870070788*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.738790460423043*pi,0.17741267492360702*pi,4.09055287849503*pi) q[12];\nu3(0.19461942031513*pi,-0.267632192732417*pi,1.0944109118315422*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.276513949435874*pi,0.495571121635372*pi,0.9632614536602899*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5798453652261142*pi) q[4];\nu3(0.204098896294896*pi,-0.22340440419198698*pi,1.65786267224841*pi) q[5];\nu3(0.820528350396322*pi,0.09192001968804298*pi,3.66153337925859*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.434812009060878*pi,2.57266448722043*pi,1.136159252684437*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.534699287149095*pi,-0.199784855930067*pi,1.322896996773249*pi) q[15];\nu3(0.806136649724723*pi,0.349500091517146*pi,4.48243349921363*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.3383136225152*pi,0.5*pi) q[1];\nu3(0.551545089688136*pi,3.34534645490472*pi,4.1086383585698805*pi) q[2];\ncx q[3],q[14];\nu3(0.159645104528449*pi,2.65689204225401*pi,0.965366390066096*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.334302812681294*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.768733927846749*pi,0.44447572880186403*pi,4.19764878127687*pi) q[10];\nu3(0.464995138092471*pi,2.85637375215676*pi,3.80483845369451*pi) q[11];\nu3(0.642506875514654*pi,2.95140439311226*pi,3.18492855990466*pi) q[15];\nu3(0.164327626832843*pi,0.38852755089927404*pi,3.60309177732018*pi) q[16];\nu3(0.461156244427644*pi,-0.4292269520189334*pi,0.5527091747123197*pi) q[0];\ncx q[1],q[7];\nu3(0.623582262044378*pi,0.130791831366182*pi,3.91161863418667*pi) q[2];\nu3(3.5*pi,3.43112587859095*pi,0.5*pi) q[3];\nu3(0.304175097008174*pi,3.03020067282668*pi,1.53721069306622*pi) q[4];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.964995903289755*pi,0.50812237293193*pi,0.789056248773961*pi) q[10];\nu3(0.403090258278985*pi,0.0055036362964689944*pi,3.67229337642869*pi) q[11];\nu3(1.0*pi,0.0*pi,1.228182377529122*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.485893312999908*pi,-0.07827373380198199*pi,1.038416257042013*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49399321444689*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.385477359216893*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.666039218609634*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(0.482707555838536*pi,-0.132923431404728*pi,0.628999732621773*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.37392040437122*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.38189989224197*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.244197656377093*pi,2.72950389374415*pi,1.1263920654785942*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\ncx q[0],q[13];\nu3(0.345292461941421*pi,-0.208161208548164*pi,0.7631217728437221*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[15],q[16];\nu3(3.5*pi,3.4285359053013*pi,0.5*pi) q[0];\nu3(0.326860722137219*pi,0.23622746225528402*pi,0.8131386221833781*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[11],q[12];\nu3(1.0*pi,0.0*pi,1.211180756871266*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.44154223344102*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.186066357670557*pi) q[16];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.137160891884379*pi,0.9359980942322299*pi,4.29813363917164*pi) q[7];\ncx q[8],q[9];\nu3(3.5*pi,3.38025747469735*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.251631958256795*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[15],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.156510325081589*pi,2.89936763673666*pi,0.703325217243551*pi) q[7];\nu3(3.5*pi,3.41480392742161*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.149261322997459*pi) q[9];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,4.40246848767777*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4174681315415505*pi) q[16];\ncx q[0],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5430598522588954*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.467548236131169*pi,2.78819290198181*pi,1.190644327894502*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4224379220888395*pi) q[9];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.643271369689015*pi,2.79978110776818*pi,3.30178376858102*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.593517067352708*pi,0.19019975681643597*pi,4.02874723244702*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.28468460540279*pi,-0.4793099855667363*pi,0.598099822882319*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(3.5*pi,3.46794928601164*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.304853075267753*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[3];\nu3(0.325470260628422*pi,3.17740686919149*pi,1.466752547497054*pi) q[5];\nu3(0.327739037259765*pi,2.56261693965962*pi,1.2594850880067678*pi) q[6];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.797246467344761*pi,0.7377557734289899*pi,4.27535164625061*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.34971222983386*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.204608078331301*pi) q[3];\nu3(0.384423807518462*pi,3.2435128882085*pi,1.7300661352047*pi) q[5];\nu3(0.719008785208313*pi,0.197714539189091*pi,4.27662233595344*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5204553723137267*pi) q[10];\nu3(0.798380226235592*pi,-0.052489838535327016*pi,4.45805851584899*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.253777694516184*pi,3.10120264741469*pi,0.7299606554159039*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.658673552849092*pi,0.283818950268807*pi,1.429955826378424*pi) q[0];\ncx q[1],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.56952225004685*pi,0.54329422329465*pi,0.5780513968230335*pi) q[12];\nu3(0.658499739094139*pi,0.0009716519183680106*pi,1.359034922811841*pi) q[13];\nu3(0.48376272120278*pi,0.45346061868244103*pi,4.15233511532949*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.167810649022326*pi,0.146766431733806*pi,4.15046652394604*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5939223855472267*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.277953284567291*pi,0.278998101405602*pi,0.727376858938004*pi) q[12];\nu3(0.471634100591895*pi,2.79088776684982*pi,3.89735389158608*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(0.510118654895834*pi,-0.263505800435765*pi,0.933224026605763*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\ncx q[4],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.733957448055347*pi,-0.05834837092127099*pi,4.0691884776338405*pi) q[7];\nu3(0.485242853319*pi,3.01694547015444*pi,1.57087920549624*pi) q[8];\nu3(0.660156049281993*pi,-0.043992094127142*pi,4.18600716284603*pi) q[9];\nu3(0.0204696228426982*pi,0.5242414371086801*pi,4.02533609604153*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.497637251415079*pi,0.35499470111282405*pi,1.04120804079433*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46187023372175*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.133768244607354*pi) q[6];\nu3(0.096258184769663*pi,3.06860065919913*pi,1.1757315278309681*pi) q[7];\nu3(0.62034092332831*pi,0.33569841055128*pi,1.434582577785127*pi) q[8];\nu3(0.352977594301234*pi,2.72270887061339*pi,1.43237822398464*pi) q[9];\nu3(0.294788499472134*pi,3.1224272825991*pi,1.363560221094662*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.753976712781639*pi,0.09055057428816105*pi,4.31539456397368*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.362869681042487*pi,-0.124746827858008*pi,4.2415802527698006*pi) q[1];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46248573944808*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5162219178878154*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.200727502684392*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.33865173464646*pi,0.5*pi) q[2];\nu3(0.247163736145084*pi,0.31461456910126895*pi,1.049539289054524*pi) q[3];\ncx q[4],q[6];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.265434022900516*pi) q[9];\ncx q[11],q[16];\nu3(3.5*pi,3.42091159159634*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[9];\nu3(0.538256642662412*pi,-0.07251676027920101*pi,1.180964806799901*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.41358873790015*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45159367548176*pi) q[12];\nu3(1.0*pi,0.0*pi,1.255666999166118*pi) q[14];\nu3(1.0*pi,0.0*pi,1.398857417571417*pi) q[16];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5125091166910094*pi) q[9];\ncx q[11],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.744573201516221*pi,3.36139398846108*pi,3.52747907364366*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5794533633390535*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.794387634428737*pi) q[16];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.36883142434057*pi,1.08091811560023*pi,4.28875021444514*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.39882015239415*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3820838207456418*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.61593440856719*pi,-0.07061635021743301*pi,1.1262874430227061*pi) q[6];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.432491100756411*pi,0.23495375292229403*pi,4.04847395355524*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.619000844449883*pi,0.5072641802692199*pi,0.769922106906682*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.49853951200712*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.439743750436365*pi,3.15211026680473*pi,0.9346939254368609*pi) q[0];\nu3(0.438003252425297*pi,3.25264270740461*pi,0.955001374578485*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.378037464087266*pi,3.30098529685656*pi,1.356164985201727*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\ncx q[8],q[15];\nu3(0.617761376236753*pi,0.60233802494405*pi,1.282560519156164*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(0.306567177731035*pi,0.5662088718125999*pi,0.531295406434077*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.252358219918631*pi,0.07339237421254896*pi,1.1197967492480712*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.171242138395911*pi,0.9969195740277399*pi,4.47577343778505*pi) q[9];\nu3(0.604115973530125*pi,3.40057246537058*pi,3.7661806314292*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.903244760945505*pi,2.98640178567326*pi,3.72333798181715*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.766817791253914*pi,0.35266832754479704*pi,1.57126977794865*pi) q[11];\nu3(0.186885237235171*pi,3.21411921853677*pi,1.91317563118006*pi) q[12];\nu3(0.165803700041186*pi,-0.311379935831541*pi,4.0013631308759*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.739692922471163*pi,-0.4079870587021278*pi,4.09943242016212*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.503612063688803*pi,0.28786654459068595*pi,3.72420814724469*pi) q[12];\nu3(0.922818908516892*pi,-0.21650915160254403*pi,3.73365902319044*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[11];\ncx q[5],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[10];\nu3(3.5*pi,3.27978917237074*pi,0.5*pi) q[1];\ncx q[2],q[14];\ncx q[4],q[16];\nu3(3.5*pi,3.46249658983682*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2493282901692*pi) q[9];\nu3(1.0*pi,0.0*pi,1.276710353709712*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.23693248691615*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(3.5*pi,3.28836431427472*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(3.5*pi,3.45031554127217*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(3.5*pi,3.49781502938*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(1.0*pi,0.0*pi,1.07843279722991*pi) q[10];\nu3(1.0*pi,0.0*pi,1.458950755034609*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1751976275658271*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.311261680727477*pi) q[16];\ncx q[0],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(3.5*pi,3.49160529982837*pi,0.5*pi) q[3];\ncx q[4],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.552382388493545*pi,0.6465604876412201*pi,0.7782394664368559*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5944646503364189*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.48969278875429*pi) q[11];\nu3(1.0*pi,0.0*pi,1.356345796913464*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.538000731764764*pi,0.393485141048853*pi,0.909908899274283*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4962661024176995*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5980158146188416*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4421156206511*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.635879058633372*pi) q[16];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.615041174649264*pi) q[12];\nu3(0.7808674815684*pi,0.26283508554481205*pi,0.936189365000968*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.428025281377629*pi,3.16261096662763*pi,1.4902966347301079*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.422017243556619*pi,2.98887016774616*pi,1.222834253243479*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.596761576914889*pi,-0.4632790846294272*pi,0.677523348169325*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.466477675585356*pi,3.10550532154395*pi,3.39154833622435*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[8];\nu3(0.842310246336104*pi,0.01865528744501599*pi,0.821413105176129*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.286814464719483*pi,3.45688579009436*pi,1.71773846269038*pi) q[3];\nu3(0.627809326204737*pi,-0.107239265825946*pi,1.27914040347572*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.39461822730441*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.289076024558816*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.365778886174494*pi,-0.4637177141933167*pi,4.41910917206548*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.693000522206358*pi,-0.4749413471454163*pi,3.7424008908566*pi) q[0];\nu3(0.343851950466166*pi,0.6548224132515601*pi,4.40803137428048*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.56935659039116*pi,-0.21130778857084398*pi,4.44062101323293*pi) q[3];\nu3(0.18083497390175*pi,-0.371344052976674*pi,0.8172297234997641*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\ncx q[7],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.842832800884725*pi,0.33013148551471005*pi,1.2643150492752842*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.64238615047911*pi,0.08704188776293598*pi,1.263864366461533*pi) q[0];\nu3(0.593109413170258*pi,-0.4382955509740157*pi,3.29103392075714*pi) q[1];\nu3(0.771564747692127*pi,3.03093739416897*pi,4.1739899123585396*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.284180195940709*pi,-0.21984412891179*pi,1.3117219031119731*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.46546468495021*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.315247164055412*pi,0.328532049720894*pi,3.58748621815136*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.381643348742959*pi,-0.05899414334181502*pi,1.50067051772367*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.103956690087627*pi,-0.21165518391087101*pi,1.425580544176587*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.3739417514054*pi,0.5*pi) q[5];\nu3(0.585876214915511*pi,-0.12186493490037098*pi,3.49819506955073*pi) q[6];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.263992865654352*pi) q[9];\nu3(0.52631100647865*pi,3.04853214513092*pi,3.50963197756782*pi) q[10];\nu3(0.196122155644413*pi,0.10669153784906305*pi,3.73175166687328*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.823052935968528*pi,-0.4017555929521809*pi,3.76616056310777*pi) q[14];\nu3(0.743813827718306*pi,0.3132942385505*pi,0.618069302728149*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[12];\ncx q[5],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.435350035009901*pi,3.38709279847677*pi,4.16156884217922*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.499316559553971*pi,0.65727553803304*pi,0.888175551465006*pi) q[13];\nu3(0.454279797946531*pi,0.380639673997616*pi,3.59042372018668*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.37626327310282*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4944870455984205*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.084711726104027*pi) q[12];\nu3(0.0952630001314903*pi,3.02135246822169*pi,1.018740287078207*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\ncx q[4],q[12];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.28356255773288*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.1755391746784158*pi) q[16];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.42017694790929*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.1160323554149079*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.436751114873109*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[15],q[16];\nu3(3.5*pi,3.47754305686623*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.2903782448667749*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[6];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.605869974698646*pi) q[16];\ncx q[0],q[1];\nu3(3.5*pi,3.48243297428756*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.43459663137121*pi) q[6];\nu3(0.620544932379495*pi,0.64070075189425*pi,1.2183293510636721*pi) q[7];\nu3(0.626468964743145*pi,-0.13426081398877*pi,3.84139895219975*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.214146369478637*pi) q[14];\ncx q[15],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.4701781778704195*pi) q[1];\ncx q[2],q[14];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.653344241190815*pi,-0.264133037645331*pi,3.73280718124409*pi) q[7];\nu3(0.370937340857541*pi,0.306239169861808*pi,4.03073624637696*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.39675725492296*pi) q[14];\nu3(0.695395989467295*pi,0.59979011999389*pi,1.055586402670904*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.652593737885363*pi,2.55713578414111*pi,3.49311830094483*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.352719205271243*pi,3.41636366426817*pi,1.96453998013254*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.761087592362049*pi,0.15481226523394898*pi,1.433540861716633*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.440334463008218*pi,2.66256906759213*pi,1.128574833078122*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.864105979215157*pi,3.09254376826109*pi,3.4934493772959*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.350933284611185*pi,0.291506037939271*pi,4.1187292198416205*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.38715197034208*pi,-0.4255958728057831*pi,0.8609216359446881*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.689972572736569*pi,3.12319373319614*pi,3.4815955532755*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.536359974561906*pi,3.10896949647203*pi,3.44560025475437*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.58244771205205*pi,2.85505346737113*pi,3.32428518768865*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\ncx q[8],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.325525694389645*pi,0.26206928360983295*pi,3.26515663952406*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.400896266543073*pi,0.80642950776651*pi,4.15094897054055*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.533787327255515*pi,-0.4865045548759745*pi,3.56762718443262*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.905060140038425*pi,3.27357911168063*pi,3.75836105033298*pi) q[6];\nu3(3.5*pi,3.48865818984483*pi,0.5*pi) q[7];\nu3(3.5*pi,3.45799660474721*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3023846352908919*pi) q[10];\nu3(1.0*pi,0.0*pi,1.27225718167428*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.160656427155681*pi,0.39935582568235695*pi,0.967565806495872*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.216250409283464*pi,-0.163780837331872*pi,1.4717368736731888*pi) q[2];\nu3(0.652769020230236*pi,3.06214828796661*pi,3.28693030162566*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.182499608983985*pi,3.32765261924326*pi,1.99986926829208*pi) q[6];\ncx q[7],q[10];\ncx q[8],q[11];\ncx q[9],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.726339642429879*pi,2.86785973997705*pi,4.23266198752295*pi) q[1];\nu3(0.206928279718344*pi,0.54291207287648*pi,0.845842125260668*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,3.44296834593202*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.684421204346806*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.259902476029319*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.296782521401741*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.535279342608999*pi,2.60469173299695*pi,3.68690691332356*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[10];\ncx q[8],q[11];\ncx q[9],q[16];\ncx q[12],q[15];\nu3(0.660555510099694*pi,-0.419409628310698*pi,3.23561654558447*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.34579647946472*pi,0.5*pi) q[12];\nu3(0.169327098509724*pi,3.2166143146847*pi,0.63880456051309*pi) q[14];\nu3(1.0*pi,0.0*pi,1.195574813907517*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5555972280474077*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.455901657237348*pi,0.298903446258981*pi,0.869329495868576*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4667390537019*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.36817581202449*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[4];\nu3(0.701580205430994*pi,0.36543877754725596*pi,4.09990408487038*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.599022265736364*pi,0.05545698661037901*pi,3.66083339052247*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[15];\nu3(1.0*pi,0.0*pi,1.202269046806671*pi) q[13];\nu3(0.444784786674121*pi,3.47113810118588*pi,1.454731074617345*pi) q[16];\ncx q[0],q[13];\nu3(3.5*pi,3.4940695919034*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48936761809795*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.334847279958973*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.709577730173474*pi,0.20890240095373702*pi,4.45691770845964*pi) q[9];\nu3(0.0925044073626073*pi,-0.114405017429212*pi,4.39900894628205*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.352781787016196*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.509825306674311*pi,-0.4693353071985405*pi,4.35057836691566*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.492854046613763*pi,-0.18307490660478998*pi,3.90939303036886*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.43660423866139*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.38344059751539*pi) q[4];\nu3(0.727318437275332*pi,0.93958948812245*pi,0.654409338540992*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.39189016007418*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\ncx q[2],q[4];\nu3(0.759082936149188*pi,2.62917808651811*pi,3.55928721436945*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.497242506617996*pi,0.451122122707031*pi,4.0109177964557094*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.36250328732365*pi,2.44003416419688*pi,1.0666532006984188*pi) q[11];\nu3(0.603025943735635*pi,0.99551298614278*pi,0.5632665072878353*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.48900769710395*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.119948668195319*pi) q[10];\nu3(0.443933972352726*pi,3.42246233080151*pi,1.213163087312247*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.524981613066884*pi,3.25516696744828*pi,3.01569952410979*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.462358206243904*pi,2.60065567854377*pi,1.56776080381263*pi) q[15];\nu3(0.409713656217364*pi,3.14914296278334*pi,2.0810566022467603*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.42692582870902*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.310517423811697*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.452494324088001*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(0.217938900300323*pi,3.24365574145224*pi,2.2029167645391503*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.379541455874831*pi,-0.35285092728992*pi,1.67328040150086*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.764032206815278*pi,3.37730733615525*pi,4.432735026244631*pi) q[1];\nu3(0.537341321255914*pi,0.5057995431465501*pi,1.127612141331793*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.46093274606947*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.43475895254495*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.293466217940097*pi) q[11];\nu3(0.562571727327886*pi,3.49409188598008*pi,4.24859698984328*pi) q[13];\nu3(0.542498485572843*pi,0.35898665297906396*pi,4.18389025999656*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.33067850012966*pi,0.438597198521414*pi,0.641037273977591*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.88012957045383*pi,3.10673294720334*pi,4.09780957992498*pi) q[4];\ncx q[5],q[11];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.206795149383513*pi,2.63087102445141*pi,1.218026099387781*pi) q[13];\nu3(0.892569144206944*pi,2.42232435270968*pi,3.77579449474642*pi) q[14];\ncx q[0],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.59725384301591*pi,-0.385240851463258*pi,0.779556789461191*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.45711450641066*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.45941186704565*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.195674287043172*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\ncx q[0],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.678385973226708*pi,3.01585387356439*pi,3.43161588822273*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[14],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.506604739746486*pi,3.49212474505698*pi,3.55650313685357*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.41694739039877*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.41184846606974*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1797317972659989*pi) q[16];\ncx q[0],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.739582953673761*pi,0.5373968992304801*pi,0.9661950540176041*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0926254990290525*pi,-0.166417092749168*pi,1.485940616932509*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.158756883408875*pi,3.00031609559913*pi,0.845272483331448*pi) q[8];\nu3(0.687420445983319*pi,0.09076489759940598*pi,4.18524359907771*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.43901764501705*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[3];\nu3(0.804841478672111*pi,3.38490616793547*pi,2.90633910324307*pi) q[5];\nu3(0.250441592227977*pi,0.59766107619377*pi,0.8929951274723911*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.818175591284647*pi,3.30027772294136*pi,4.38015686551491*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.40494457893986*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.189966816881157*pi) q[3];\nu3(0.143454120495843*pi,0.90202627383466*pi,4.43315180344766*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.65983534176265*pi,3.34515740039401*pi,3.39737311802343*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.469451850311669*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.700304729747297*pi,0.276181289087451*pi,4.05306759630672*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.130262577419218*pi,-0.05017836836497602*pi,3.91557308932786*pi) q[0];\ncx q[1],q[5];\ncx q[2],q[3];\ncx q[6],q[15];\nu3(0.311409076740142*pi,-0.338721012109237*pi,0.798963344395264*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.302981004530172*pi,-0.300629718367381*pi,0.723988599730097*pi) q[0];\nu3(3.5*pi,3.46521999516385*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.23444177450943*pi) q[5];\nu3(3.5*pi,3.4816275736412*pi,0.5*pi) q[6];\nu3(0.13038274321745*pi,3.04866635809943*pi,1.402091153901593*pi) q[7];\ncx q[8],q[9];\nu3(3.5*pi,3.41979935785735*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2983356736895981*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.40239864905391*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(3.5*pi,3.42013791195677*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.168176825280635*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.416020322100969*pi,0.6561254404214101*pi,0.810890133725577*pi) q[14];\nu3(0.368236408074161*pi,3.01352485391592*pi,0.677943432966421*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.649264987526488*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45621610388949*pi) q[13];\nu3(0.558261061766755*pi,-0.14187178160820302*pi,1.149165874767589*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.21427564870813*pi) q[15];\nu3(0.117864734640236*pi,3.3461634037831*pi,0.727924375001374*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[6],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5091047594893059*pi) q[9];\ncx q[10],q[13];\ncx q[11],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.44910050647599*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.137118695943997*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.117569288786332*pi,3.49301124375151*pi,1.69992253368759*pi) q[2];\nu3(0.145240996893041*pi,3.22077583215265*pi,4.40877755636904*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.773426388345947*pi,0.60901203480368*pi,1.3539874859641339*pi) q[1];\nu3(0.151927023195106*pi,-0.4555221872139231*pi,1.2430887453854451*pi) q[2];\nu3(0.756558512656918*pi,0.7293948237705901*pi,1.019072432860946*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39391966704059*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.46233351414171*pi,-0.03231835068334599*pi,4.1445919684302*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,3.49116046237649*pi,0.5*pi) q[7];\nu3(0.408754187176553*pi,3.11561181570184*pi,1.71031316542892*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(1.0*pi,0.0*pi,1.372261381794617*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.434320693022229*pi,3.4186184494761*pi,1.89722301495049*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(0.834905008249626*pi,3.2763167996721*pi,3.1551032655118*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.397757257162935*pi,2.59126852571681*pi,1.50033141573332*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.704636538371814*pi,2.96700453151838*pi,4.20746282872995*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.444305719376948*pi,-0.388626882917251*pi,1.58308701676074*pi) q[9];\nu3(0.664079194427053*pi,2.78750428528451*pi,3.54220241190354*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.31569108812884*pi) q[16];\ncx q[0],q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\ncx q[7],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.627956742879945*pi,0.7648821587052901*pi,0.676932058103745*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.481066274294245*pi,-0.108929928752595*pi,3.88248132038295*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(3.5*pi,3.40915654134674*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.196253239443027*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.429504263242374*pi,3.17504359928799*pi,1.044707271697954*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.483973494465678*pi,3.29297345272717*pi,4.31992156782322*pi) q[13];\nu3(0.590828771976957*pi,3.43765026775662*pi,0.630119671268253*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.611702246025164*pi,3.38138695971698*pi,4.45634922788041*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.3500327460857*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.525555503672229*pi,3.14242909413915*pi,4.45184881876189*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.248727863849769*pi) q[14];\nu3(0.691950970720067*pi,2.6978827447132*pi,3.4606107741198*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,0.581655604260749*pi) q[1];\ncx q[2],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[14];\nu3(0.552556459066933*pi,-0.186224081674355*pi,0.5932908997502264*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[1];\nu3(3.5*pi,3.41206449558452*pi,0.5*pi) q[2];\ncx q[5],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1929524887968461*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.614278984689094*pi,2.79564955283233*pi,3.54362977583697*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45796045104993*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\ncx q[4],q[6];\nu3(3.5*pi,3.49202734326038*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[14];\ncx q[10],q[11];\nu3(0.395641926450663*pi,3.49484972535189*pi,1.147087912523483*pi) q[12];\nu3(1.0*pi,0.0*pi,1.354890024567931*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49718445632484*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(1.0*pi,0.0*pi,1.247754591913268*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5289440257760676*pi) q[9];\nu3(3.5*pi,3.33779259697981*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.26122978823406*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.324620067458386*pi,3.12201033285521*pi,1.338810969247238*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[9];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5395711136857528*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(0.0189359126761425*pi,3.26081293089998*pi,1.1591277994413969*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,0.717147822138362*pi) q[6];\nu3(0.32419599470148*pi,0.28474371466458803*pi,0.972358167271435*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.562395512723362*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0866061523160867*pi,1.15205098129599*pi,4.32554342165223*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.321544491289106*pi,0.390911978524487*pi,0.5659709835256106*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48655435890812*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.329286638953348*pi,-0.23332999847137997*pi,0.5629161615015699*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.1501602227002419*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.73752871461203*pi,0.015852118991223962*pi,4.33504854581414*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.153917953037256*pi,-0.4398179244296473*pi,1.094866408424181*pi) q[1];\nu3(0.66880830244456*pi,-0.27336868725708097*pi,3.99318146926823*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.62737723727475*pi,3.13890323977243*pi,4.30510894699294*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.462655139577526*pi,2.68662977658692*pi,3.71690220558175*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.535873876815856*pi,0.88200998161644*pi,0.5547060038356652*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0508459470649006*pi,-0.4212357960836303*pi,1.53754069868001*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.39208324443792*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.148920824710968*pi,3.42489592565333*pi,0.790423245798948*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\nu3(0.707444588696807*pi,2.79839242869634*pi,4.05186974584594*pi) q[4];\nu3(0.219673573040361*pi,0.3563030361102*pi,3.45948482083696*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.719417074583959*pi,2.9714269350836*pi,3.85356133110523*pi) q[9];\nu3(0.213697852886328*pi,3.4760397438282*pi,0.5078297308781097*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.435486437527528*pi,3.44527874051362*pi,2.00189320527029*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.549163810501111*pi,3.28059615076094*pi,1.70645329344104*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.17503872869947*pi,-0.4120578423737373*pi,0.790377104479989*pi) q[9];\nu3(0.152407738969658*pi,-0.4702184921715718*pi,1.66569127477479*pi) q[10];\nu3(0.885969998000419*pi,0.23814357755122295*pi,0.703750746210036*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.550395137102478*pi,3.11942114840295*pi,3.16694466174232*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.6615891400983*pi,-0.381274384335951*pi,3.50357008848067*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.365510673357884*pi,-0.4436218496431386*pi,0.772290646445752*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.320272603461995*pi,3.35875670211839*pi,1.054787697257015*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.28231217597284*pi,0.13393562005720405*pi,0.97184815774469*pi) q[6];\ncx q[8],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(3.5*pi,3.3554475599176*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.292493241266805*pi) q[14];\nu3(3.5*pi,3.41699595627461*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.42667137385868*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,0.0*pi,1.359300361189568*pi) q[9];\nu3(1.0*pi,0.0*pi,1.327453749999893*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[9];\nu3(0.368364082681694*pi,2.65122732539649*pi,1.486896753937939*pi) q[3];\nu3(3.5*pi,3.48782572557926*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.244930723412124*pi,2.55670518930397*pi,1.55429139255309*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48152316991828*pi) q[14];\nu3(1.0*pi,0.0*pi,1.30198076748023*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.518724093441184*pi,0.08333405271285299*pi,1.299498548468301*pi) q[3];\ncx q[5],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,0.5323848724909639*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.44495067191324*pi) q[10];\nu3(0.598379270648977*pi,0.10410227521070303*pi,1.379736794383641*pi) q[12];\ncx q[13],q[16];\ncx q[0],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[11];\ncx q[7],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.37570078634606*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.31858034801029*pi) q[15];\nu3(1.0*pi,0.0*pi,1.249574208232766*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[15];\nu3(3.5*pi,3.45750584751254*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.251556112467778*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[12];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5909386675222201*pi) q[16];\nu3(0.619482069201005*pi,0.14655881560194695*pi,4.40061922338106*pi) q[0];\nu3(3.5*pi,3.36647139015332*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4351894021516*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.317236709220617*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.482972374130044*pi,-0.240298557352897*pi,0.5112790870482066*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.43233453875715*pi) q[11];\nu3(1.0*pi,0.0*pi,1.167673004907114*pi) q[12];\ncx q[13],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.48122321905628*pi,3.11014868646354*pi,4.34925968148171*pi) q[0];\ncx q[2],q[12];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.767250038200305*pi,2.95641767053199*pi,3.59868886908939*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5790971810108714*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.303750663741667*pi,0.26883284848654*pi,3.68360256717255*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.180292809156827*pi,0.81378285650897*pi,3.92155200718988*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5340016144636341*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.478013700843983*pi,0.181688149270667*pi,1.1415017108559469*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[2],q[12];\ncx q[3],q[4];\nu3(0.468914848497311*pi,3.25031106482307*pi,0.7567244428987421*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.307298401561067*pi,3.40898561324362*pi,1.4172163205983979*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.811245153200943*pi,2.8740771894338*pi,4.0266747632549595*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.637523165540725*pi,-0.333304229377055*pi,3.58463573272292*pi) q[13];\nu3(0.605839849013041*pi,-0.10195240236922298*pi,3.95607035713637*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[5] -> c[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.69044849612078*pi,0.022066966858156012*pi,1.1414943155403021*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.169877566241638*pi,3.04520016062696*pi,0.8420963885091151*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.379514743080294*pi,3.30688185849573*pi,1.94744454955568*pi) q[2];\nu3(0.50105404166261*pi,0.375259842981687*pi,1.1996077355006571*pi) q[3];\nu3(0.60191875346503*pi,-0.49274465991385413*pi,3.77117192021616*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.42670739313878*pi,3.4981893144413*pi,0.972073413272461*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.76061392004469*pi,-0.39274975175556903*pi,4.25086697661242*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.488193101196816*pi,2.96500316839236*pi,1.346397686542069*pi) q[15];\nu3(0.615444114493598*pi,3.43600455147341*pi,4.093316992496479*pi) q[16];\ncx q[0],q[8];\nu3(0.835974694240535*pi,-0.270321167547262*pi,4.18049361171348*pi) q[2];\nu3(0.343541865782732*pi,2.50382177791229*pi,1.421893854347795*pi) q[3];\nu3(0.609933148359355*pi,-0.14244989773435102*pi,3.86070498120232*pi) q[4];\nu3(0.648499566738889*pi,0.055785414726365*pi,1.087664373200254*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.206590643549774*pi,0.20897930458924696*pi,3.35206517088582*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.766140762998098*pi,0.105281338956566*pi,1.490340961967056*pi) q[15];\nu3(0.195118924537057*pi,3.07266720864445*pi,0.5135840173721388*pi) q[16];\nu3(3.5*pi,3.49934259651904*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.614974658847216*pi,2.78536743601064*pi,3.59130991148632*pi) q[6];\ncx q[7],q[14];\nu3(1.0*pi,0.0*pi,1.2182429260035739*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.31851864109195*pi,0.5*pi) q[7];\nu3(3.5*pi,3.41770539311073*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.6816280470015*pi,-0.07290510650940801*pi,0.51406537699074*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.162354940000852*pi) q[13];\nu3(1.0*pi,0.0*pi,1.211534954624824*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,4.495057587873*pi) q[8];\ncx q[9],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.477910037206733*pi,3.24927268449834*pi,3.13927242577334*pi) q[11];\ncx q[0],q[8];\nu3(3.5*pi,3.40363070764803*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.328220082916362*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45034449855522*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5554930462225056*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[16];\ncx q[4],q[12];\ncx q[6],q[11];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(3.5*pi,3.42550462453281*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2649737971478099*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.5146176080301254*pi) q[2];\nu3(3.5*pi,3.42965154926209*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47750522972707*pi,0.5*pi) q[4];\nu3(3.5*pi,3.34082195058159*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[15];\nu3(1.0*pi,0.0*pi,1.306326777565138*pi) q[11];\nu3(1.0*pi,0.0*pi,1.227106809788244*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.155459658270105*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[2];\ncx q[3],q[16];\ncx q[4],q[12];\ncx q[6],q[11];\nu3(0.413015798057206*pi,0.60673240776277*pi,3.99686744677402*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5757805534243574*pi) q[15];\nmeasure q[7] -> c[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,4.33677368476203*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.42094434229932*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.45199167807266*pi) q[16];\nu3(0.669416001384148*pi,-0.23798241650844199*pi,4.17355924482999*pi) q[0];\nu3(0.55535250400793*pi,3.38451030963705*pi,3.09368805640625*pi) q[1];\nu3(0.196390363734658*pi,0.30440069793218705*pi,3.82544716136384*pi) q[2];\ncx q[3],q[16];\ncx q[4],q[12];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.496609117014213*pi,0.024468638469633985*pi,0.932225822396253*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nmeasure q[0] -> c[0];\nmeasure q[1] -> c[1];\nmeasure q[2] -> c[2];\nmeasure q[14] -> c[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.428885582044103*pi,2.95006428864418*pi,1.63559554158835*pi) q[8];\nu3(0.666374338737066*pi,-0.49359269242365944*pi,4.37526836434067*pi) q[9];\nu3(0.296049681502963*pi,3.4327437608904*pi,1.91075648955843*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.122049136047242*pi,0.63405969316188*pi,0.71768856331479*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[8] -> c[8];\nmeasure q[9] -> c[9];\nmeasure q[10] -> c[10];\nmeasure q[13] -> c[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.238466717998971*pi,3.30849298631477*pi,1.468387631930716*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[15] -> c[15];\nu3(0.598758965797573*pi,0.58625512116691*pi,1.3863176765789529*pi) q[3];\nu3(0.820336929434889*pi,2.6644835407874*pi,3.96341542046686*pi) q[4];\nu3(0.639656482379755*pi,0.21838131685935003*pi,1.61064043999697*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[6] -> c[6];\nu3(0.849798041418381*pi,3.4003186642559*pi,3.75069962110755*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[11] -> c[11];\nu3(0.762119667613675*pi,2.78874546044308*pi,3.69976821687793*pi) q[12];\nu3(0.70324883661434*pi,0.81922338927055*pi,0.5701583117875985*pi) q[16];\nmeasure q[12] -> c[12];\nmeasure q[16] -> c[16];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.360741999315304*pi,-0.161392935454306*pi,4.1234854847405*pi) q[0];\nu3(0.57110437709187*pi,3.1918654265201*pi,3.87893856589889*pi) q[1];\nu3(0.363631164025898*pi,0.18401109818157402*pi,4.0498069840204405*pi) q[2];\nu3(0.299323958932067*pi,2.99131496444366*pi,1.56406990398364*pi) q[3];\nu3(0.647526865736995*pi,2.85762349688295*pi,3.23791643386164*pi) q[4];\nu3(0.875975365421252*pi,3.22237645899728*pi,2.82556315990396*pi) q[5];\nu3(0.797626341012892*pi,3.0147929722802*pi,3.87788569591367*pi) q[6];\nu3(0.314325427951194*pi,-0.27080675641734897*pi,1.333189134705876*pi) q[7];\nu3(0.660582280150032*pi,-0.363222931798434*pi,0.5855050030143945*pi) q[8];\nu3(0.812124191405513*pi,0.45583273301849303*pi,1.37746469581906*pi) q[9];\nu3(0.292010566898576*pi,-0.139202277224853*pi,0.633277794512318*pi) q[10];\nu3(0.713687902330652*pi,3.13264771275364*pi,2.93197333185099*pi) q[11];\nu3(0.517125346473095*pi,0.003747057221043959*pi,4.17348209164223*pi) q[12];\nu3(0.601695151519767*pi,0.497016099873243*pi,1.3505399849856259*pi) q[13];\nu3(0.371050872087763*pi,0.12635926353250004*pi,4.42567627550718*pi) q[14];\nu3(0.599039776910008*pi,-0.043824263637792016*pi,0.8331522315890509*pi) q[15];\nu3(0.343589526948106*pi,0.154386716571994*pi,3.62365250286975*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.46583039156864*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.32144869631432*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.30489530669837*pi) q[12];\nu3(1.0*pi,0.0*pi,1.064709872037883*pi) q[14];\ncx q[0],q[5];\ncx q[1],q[7];\ncx q[2],q[16];\ncx q[3],q[13];\ncx q[4],q[12];\ncx q[6],q[15];\ncx q[8],q[10];\ncx q[9],q[14];\nu3(3.5*pi,3.46404250787911*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4935004929298*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44849179918875*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43634436172826*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.298482240852306*pi) q[5];\nu3(3.5*pi,3.41400123074574*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.271525787758153*pi) q[7];\nu3(3.5*pi,3.37516235708081*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.221587246442875*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5864757888785967*pi) q[12];\nu3(1.0*pi,0.0*pi,1.336946576555281*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.494117700767481*pi) q[14];\nu3(1.0*pi,0.0*pi,1.329699205128343*pi) q[15];\nu3(1.0*pi,0.0*pi,1.244682151946978*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[7];\ncx q[2],q[16];\ncx q[3],q[13];\ncx q[4],q[12];\ncx q[6],q[15];\ncx q[8],q[10];\ncx q[9],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.659788924212943*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.2827166603601*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.45427370981945*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.726649203715957*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.2993720208609005*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.684361945278411*pi) q[16];\ncx q[0],q[5];\ncx q[1],q[7];\ncx q[2],q[16];\ncx q[3],q[13];\nu3(0.429480671943936*pi,0.273171040939585*pi,1.131632274682769*pi) q[4];\ncx q[6],q[15];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.607281873898916*pi,0.178886390317738*pi,1.60898967846256*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.7308526953583*pi,3.25564955980853*pi,3.64439923669937*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.43099339219134*pi,0.5180489437374001*pi,3.76354958576893*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.18468002088082*pi,2.97725101092063*pi,1.89089887777301*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.450999085492934*pi,3.1893278169263*pi,1.0509208852967529*pi) q[2];\nu3(0.261303705129133*pi,3.26707135751686*pi,0.926012259961206*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.444664707635821*pi,1.00392294380708*pi,4.42360804014738*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.663469452171869*pi,1.15205678996349*pi,0.7245994274551311*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.651151956120412*pi,-0.49604619070969924*pi,3.55106666902248*pi) q[2];\nu3(0.19886666027605*pi,0.36083360427035205*pi,3.38481698704277*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.288205526463606*pi,3.06120151780285*pi,0.790542036669897*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.719280781725214*pi,0.416379999116137*pi,0.6298043499599351*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.430922533141755*pi,0.224745312924169*pi,4.29106926728644*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.818354500275267*pi,-0.4167959836176099*pi,3.57145164243392*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.242893543258104*pi,2.85860503829955*pi,1.022575462169661*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.820554957194323*pi,2.90401146083704*pi,4.11011371380765*pi) q[13];\nu3(0.494205155910315*pi,2.61027396923894*pi,3.71188807801357*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.412953879859519*pi,3.46787857923816*pi,4.04321458600013*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.453276880342225*pi,-0.038193270581293015*pi,1.0749129142207638*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.364004871936108*pi,-0.217531577184151*pi,0.841914764664341*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.846074616650633*pi,3.37296689455335*pi,3.97360151960235*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.436436043274449*pi,3.42240504381169*pi,1.446245438722892*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.744419532019019*pi,-0.114051504624054*pi,3.60602101941925*pi) q[16];\ncx q[0],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.407109573902319*pi,-0.363201219492629*pi,4.28662625264568*pi) q[6];\nu3(0.012615265337123*pi,3.46709008892477*pi,1.85801667095806*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.346700167730313*pi,-0.133485554363176*pi,0.921425717083432*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.42306339888572*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49284903100586*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.307796921867359*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.164061895689906*pi,-0.4628028641881523*pi,1.002963023188113*pi) q[6];\nu3(0.38333639621499*pi,3.43921115466357*pi,4.49912208051898*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.299918233776039*pi,0.15734329589746998*pi,3.79242173648367*pi) q[10];\nu3(1.0*pi,0.0*pi,1.139900608114555*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[12];\ncx q[2],q[14];\ncx q[3],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.774844314228444*pi,-0.251621573272653*pi,1.155352082247917*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42175827728982*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.252450384111389*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.42218803334879*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.633246351958235*pi) q[12];\nu3(1.0*pi,0.0*pi,1.089538839130526*pi) q[14];\nu3(0.463047792017595*pi,3.01368471915382*pi,1.270513239892848*pi) q[15];\nu3(1.0*pi,0.0*pi,1.297187832253139*pi) q[16];\ncx q[0],q[12];\ncx q[2],q[14];\ncx q[3],q[4];\ncx q[5],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\ncx q[11],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.45965443416071*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.235831939730178*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,3.48594753711127*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.216092970723299*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48053647666862*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5633023522674595*pi) q[16];\nu3(0.528595815611982*pi,3.19668429381057*pi,1.56962833231273*pi) q[0];\ncx q[1],q[15];\ncx q[2],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[6];\ncx q[7],q[10];\ncx q[8],q[13];\ncx q[11],q[16];\nu3(0.70820904025127*pi,0.03462204101834099*pi,1.363755197004218*pi) q[12];\nu3(0.91803386041009*pi,3.25025099557397*pi,3.86137601247109*pi) q[0];\nu3(3.5*pi,3.45148383253891*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.547919527949775*pi) q[6];\nu3(3.5*pi,3.42669133786111*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.187951827476856*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.571547936231515*pi,0.159892464998439*pi,1.212830715805295*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5980125592519361*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.338859101679446*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[6];\ncx q[7],q[10];\ncx q[8],q[13];\nu3(0.841462972548153*pi,0.484941136386441*pi,0.985320324311842*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.475981860596821*pi,-0.286026731289243*pi,4.464986717118229*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5342102221663221*pi) q[10];\nu3(0.440818101581179*pi,1.126927124797*pi,4.18389569351534*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5058440350627563*pi) q[15];\nu3(0.780747798783952*pi,2.96928323543298*pi,4.19223332416656*pi) q[16];\ncx q[1],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.312290780014855*pi,-0.164222235077426*pi,1.1694772972876342*pi) q[3];\nu3(0.154683285054609*pi,0.15234325097744705*pi,0.710718497787536*pi) q[4];\nu3(0.815198585169797*pi,0.025327109349112975*pi,3.97933530626257*pi) q[5];\nu3(0.336079847997731*pi,0.017977276264322994*pi,0.690509962259215*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.709984715866501*pi,3.15371365517902*pi,2.87591101614687*pi) q[2];\nu3(0.523642706092368*pi,0.64457104813361*pi,4.1912108099644705*pi) q[3];\nu3(0.741663673023392*pi,0.054410788894312945*pi,3.89084381321692*pi) q[4];\nu3(0.590553722650471*pi,0.6645569140043801*pi,4.4504215151739*pi) q[5];\nu3(0.8565211845773*pi,0.9272536752221301*pi,0.682167638813414*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.2791852306439*pi,0.41822686190965197*pi,0.768728765258033*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.239813119112613*pi,3.48789755702844*pi,1.1940065471555799*pi) q[1];\nu3(0.345573566809201*pi,3.09917937015689*pi,2.01317462248998*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.519582323522783*pi,-0.28871787903631596*pi,0.849854161024099*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.535114186178352*pi,0.0024730729049560196*pi,4.085564384591731*pi) q[15];\nu3(0.171528096695423*pi,2.62954068338147*pi,1.0471892222815429*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.701699211012749*pi,2.87349845138183*pi,3.75750232622686*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.178053903129268*pi,-0.336423410570422*pi,1.71390352409945*pi) q[13];\nu3(0.182125279195535*pi,-0.2287851592499*pi,0.934806408031521*pi) q[14];\nu3(0.550330503364836*pi,2.59703559018352*pi,3.70509078586253*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.839313849621099*pi,-0.01662931800960399*pi,0.84938917255776*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.288161767276475*pi,3.22562689182897*pi,1.91056179140486*pi) q[13];\nu3(0.458876881240713*pi,-0.14487853917361*pi,3.8624948103449*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.564377899748012*pi,3.04716789884754*pi,3.33300846055352*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.46249274600578*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.3668030133788*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[15];\nu3(1.0*pi,0.0*pi,1.226960247808535*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.28848370159209*pi) q[8];\nu3(0.449126188648039*pi,3.08274997340716*pi,1.84034134837368*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.48868157060996*pi,0.5*pi) q[3];\nu3(3.5*pi,3.44872992073256*pi,0.5*pi) q[4];\ncx q[6],q[13];\ncx q[7],q[16];\ncx q[9],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.309870520068865*pi) q[12];\nu3(1.0*pi,0.0*pi,1.166430901997046*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,0.5228584174345811*pi) q[5];\nu3(3.5*pi,3.49759911260727*pi,0.5*pi) q[6];\nu3(3.5*pi,3.27564351769788*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5810111426560033*pi) q[8];\nu3(3.5*pi,3.4520132400406*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1866648943977829*pi) q[13];\nu3(1.0*pi,0.0*pi,1.228330984753641*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2021320435120089*pi) q[16];\ncx q[0],q[8];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[6],q[13];\ncx q[7],q[16];\ncx q[9],q[14];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.635424706599562*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.44003619484509*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(3.5*pi,3.49983194668875*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.118698166106858*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5470242020410532*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.36691010381109*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.48578244840606*pi) q[16];\nu3(0.192597964522438*pi,0.42219454532578704*pi,3.79268508645481*pi) q[0];\nu3(0.105933314076921*pi,0.32691362477987995*pi,3.42403954789093*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.666563863107976*pi,3.13416529085352*pi,4.40814193623803*pi) q[5];\ncx q[6],q[13];\ncx q[7],q[16];\nu3(0.767525141257414*pi,0.9587510603951399*pi,0.6675660148902041*pi) q[8];\ncx q[9],q[14];\ncx q[10],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.949305881998876*pi,0.5378268637707999*pi,1.294900334186488*pi) q[0];\nu3(0.461553609699505*pi,0.21057062264981197*pi,0.724161269236099*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.312756114658828*pi,-0.120051346741045*pi,3.71303214488729*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.288241027982343*pi,-0.003235526001298006*pi,1.256990262954855*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46841389046378*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.373593252531642*pi,0.7193807897445701*pi,0.5195957824573202*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0742967063666522*pi,0.55905939068183*pi,4.27694940785797*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.945183061338966*pi,-0.11146914188181001*pi,3.50355792410267*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.887292965522992*pi,3.32842521562554*pi,4.24462544870694*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.405346731724472*pi,0.004228201681372945*pi,4.33251289727181*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.226554932544611*pi,0.31681125341385896*pi,3.85446585350563*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.399049411966098*pi,-0.4024773851758885*pi,0.788787343196033*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.236294583166248*pi,0.178098143322174*pi,3.39394665715905*pi) q[7];\nu3(0.518399026587614*pi,3.21038105110282*pi,0.5721501563578901*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.683055008819897*pi,2.67026616017323*pi,3.6398006140833*pi) q[12];\nu3(0.223994987273457*pi,-0.224378157757868*pi,3.92630822481474*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.328211909956548*pi,0.74484529671954*pi,0.6258695348139149*pi) q[7];\nu3(0.294947180334688*pi,3.19802075629448*pi,1.96264573343077*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.627745967587028*pi,-0.349232554177325*pi,4.205986287474349*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.388152361242031*pi,2.80981391455837*pi,1.59980573041921*pi) q[15];\nu3(0.817730365108496*pi,3.32746795348077*pi,3.69909513339608*pi) q[16];\ncx q[0],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.350095644174833*pi,-0.146660608356944*pi,4.0518795508939505*pi) q[14];\nu3(0.584934554352661*pi,3.49327611914434*pi,0.749842834254455*pi) q[15];\nu3(0.350214479396993*pi,-0.34529584990348*pi,0.881201813806592*pi) q[16];\nu3(3.5*pi,3.40895398789214*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.342814093731295*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.605730246015597*pi,2.88788376802731*pi,3.7093133656597*pi) q[10];\nu3(0.0613452177060942*pi,1.0776050012958*pi,4.217451310396029*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.577885488416345*pi,0.59971212515024*pi,4.12859574479738*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[6];\nu3(3.5*pi,3.49365350366645*pi,0.5*pi) q[1];\nu3(3.5*pi,3.3342693992849*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.271559579051536*pi) q[9];\nu3(0.707314457654122*pi,0.39599676399106*pi,0.6430534781217621*pi) q[10];\nu3(0.225610341652943*pi,0.24337705614218297*pi,4.30637971407036*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2255220346191011*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,4.26988775528745*pi) q[6];\ncx q[7],q[14];\nu3(3.5*pi,3.4941542587909*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.216515098494515*pi) q[13];\ncx q[15],q[16];\ncx q[0],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.21450858439844*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,0.5327467267329493*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5381145434233812*pi) q[12];\nu3(1.0*pi,0.0*pi,1.125611647864847*pi) q[14];\nu3(3.5*pi,3.49379583507448*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2301863492074991*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[12];\ncx q[2],q[9];\ncx q[3],q[11];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.603808854970824*pi) q[13];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.46159074177217*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47362843328543*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1271812092792381*pi) q[10];\nu3(1.0*pi,0.0*pi,1.302740792789822*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5010482881359604*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.497375072341271*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[11];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.740291160325278*pi,0.78820588976129*pi,1.1233563266641489*pi) q[1];\nu3(0.760983464256437*pi,3.32378005434016*pi,3.14446984110343*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.708960536078305*pi,1.03544104516684*pi,0.743076378576442*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5598036525970156*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.663222064234644*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.352185627424468*pi,0.332752441946626*pi,0.83833863345176*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.585673464041455*pi,0.28733758061484505*pi,1.4399055380492691*pi) q[1];\nu3(0.638677249582726*pi,0.06132687887893795*pi,3.79519322534984*pi) q[2];\ncx q[3],q[11];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.455018278404003*pi,2.58255854301181*pi,3.85340857134522*pi) q[8];\nu3(0.687186790176291*pi,2.99085843531857*pi,4.02277119796862*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.854122497227681*pi,-0.10944641424338603*pi,0.941425614309621*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.447204613799355*pi,-0.12622370643234*pi,1.369618642330134*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.601145948382914*pi,0.55432240476301*pi,1.06629486989261*pi) q[6];\nu3(0.558633573920141*pi,0.13428364040185103*pi,1.26179764449043*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.46544893952875*pi,2.84924267615624*pi,1.173499089561403*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.601690043578544*pi,0.6266681659442399*pi,1.092003904582059*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.219170613628578*pi,0.6139864258878001*pi,4.19978115599932*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.487555589859982*pi,2.75003999762872*pi,1.104769519677457*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.18826995147292*pi,-0.324961721318278*pi,1.425632355144164*pi) q[6];\nu3(0.851266249984939*pi,0.95998102794485*pi,0.900001202444344*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.69740175598941*pi,3.12913483852183*pi,0.5816645967098846*pi) q[11];\nu3(0.828757623547066*pi,0.221798942311916*pi,3.7826212240273*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.330146372439896*pi,-0.00870753251650902*pi,4.04644730650077*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.689690572287281*pi,0.21952053069787403*pi,4.4709938444313*pi) q[3];\nu3(0.497451004345473*pi,0.14836976137204905*pi,0.684620761194722*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.351308927166685*pi,-0.114165442699664*pi,0.913877342127725*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.341299680664676*pi,0.030823167187670975*pi,4.19624106917945*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.529193324740684*pi,-0.13333392811060601*pi,3.75280238129119*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.499834758015063*pi,-0.06551156927354301*pi,1.36226003810217*pi) q[15];\nu3(0.431789104345278*pi,3.43254436821358*pi,1.59260536371727*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.47827131297135*pi,1.03440269549281*pi,4.123947324213161*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.290709488107687*pi,0.05355825780091805*pi,3.7735391060621*pi) q[15];\nu3(0.209135206890711*pi,0.29991933453948705*pi,3.56269585747186*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.36570804141348*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.708602731520707*pi,-0.25253609014947*pi,4.0333218136042195*pi) q[10];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.269406096571057*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[7];\ncx q[1],q[15];\ncx q[2],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.4451625784537*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.43124483061463*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.237777057425896*pi) q[13];\nu3(1.0*pi,0.0*pi,1.221322514575382*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.41630128563662*pi,0.5*pi) q[0];\nu3(3.5*pi,3.30889722388774*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[9];\ncx q[4],q[14];\ncx q[5],q[16];\nu3(1.0*pi,0.0*pi,1.287434254594604*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,0.5916871197464888*pi) q[12];\nu3(1.0*pi,0.0*pi,1.285698771773693*pi) q[15];\ncx q[0],q[7];\ncx q[1],q[15];\ncx q[2],q[12];\nu3(3.5*pi,3.39264520222943*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.40745724213848*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(1.0*pi,0.0*pi,1.1425831664584*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.650674847719838*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.449265707980031*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2491403529348521*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[9];\ncx q[4],q[14];\ncx q[5],q[16];\nu3(3.5*pi,3.46510880181605*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5556576996997924*pi) q[7];\nu3(1.0*pi,0.0*pi,1.330440150645116*pi) q[10];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.46660942788777*pi) q[15];\ncx q[0],q[7];\ncx q[1],q[15];\nu3(0.952082065975741*pi,3.12068054952889*pi,4.2558450571300295*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,4.45949102594534*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.668218956558563*pi,3.22772243910485*pi,3.22508524254344*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.48533837377569*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.765762889087905*pi,0.9325639497808*pi,0.7494897787481*pi) q[2];\ncx q[3],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.613384972591653*pi) q[10];\nu3(0.443201986753228*pi,0.33453244442088403*pi,4.03540928699633*pi) q[11];\nu3(0.36535401767819*pi,2.89157505924291*pi,0.943767994765649*pi) q[12];\nu3(0.402654296914826*pi,-0.25930382365570503*pi,1.262405677530416*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.246256870812008*pi,0.6833095112691201*pi,4.18636182596892*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.4826845310505*pi,2.81496623367468*pi,1.470767430966043*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.143954311546039*pi,3.38807258109372*pi,0.679565062207108*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.42322811351435*pi,0.330996473977373*pi,3.61121519414651*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.537344632513311*pi,-0.483759951544552*pi,4.49495408497915*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.378166972630246*pi,3.14329249379205*pi,2.0224051824144*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.342911259097906*pi,-0.25528622466540596*pi,1.56240302456674*pi) q[6];\nu3(0.642747524496035*pi,0.04369169132237105*pi,0.552324090543767*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.499955977840374*pi,3.10003069761289*pi,4.22038725119423*pi) q[1];\nu3(3.5*pi,3.39069180922457*pi,0.5*pi) q[2];\nu3(0.557323579305892*pi,3.31142706539405*pi,2.9073446646277*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.376407506204035*pi,0.38263922740520495*pi,4.14671951879704*pi) q[6];\nu3(0.690048193099893*pi,-0.092917903595153*pi,3.60793744097722*pi) q[7];\nu3(3.5*pi,3.38824086572233*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1533961361111391*pi) q[11];\nu3(1.0*pi,0.0*pi,1.083452404830253*pi) q[13];\nu3(0.859919027633486*pi,2.73514148294033*pi,3.85781645871355*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.399437644857131*pi,0.047778821616386025*pi,4.33456939068931*pi) q[1];\ncx q[2],q[13];\nu3(0.697505573249803*pi,-0.4854220712938174*pi,3.09116176949747*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.816438270820764*pi,0.5350394786414501*pi,1.296966265701671*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.148848158800714*pi,-0.4887405540215542*pi,0.996367828831648*pi) q[10];\nu3(0.357011185281624*pi,0.211899437836769*pi,0.5005725988163399*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.232725973589163*pi,0.423316962457871*pi,3.74318912913965*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.39411350546527*pi,2.64811024835593*pi,1.59309220599534*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.637667181538473*pi,0.441806868426581*pi,3.96279420383934*pi) q[9];\nu3(0.601575947974689*pi,0.23338517812051196*pi,3.7724122012774*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.41592876563489*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5068479735278143*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.710025656300268*pi,-0.13170407175819598*pi,0.9612046173593161*pi) q[15];\nu3(0.524212429493612*pi,0.406632456792579*pi,0.721788378483766*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[8],q[11];\nu3(0.398279355177037*pi,0.7693894674556401*pi,4.08786560544437*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.751657193987027*pi,3.05787187084284*pi,3.65723004006749*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[10];\nu3(3.5*pi,3.42646603311192*pi,0.5*pi) q[1];\nu3(0.781802244643017*pi,0.51623005773819*pi,4.02950781254248*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,1.294482972480804*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.499113248317*pi,0.5*pi) q[12];\nu3(0.629843248880723*pi,0.128968007747715*pi,0.912394879491611*pi) q[13];\nu3(1.0*pi,0.0*pi,1.329202842607281*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.47899873724978*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(0.617140547278814*pi,-0.142834756461093*pi,3.60234519793085*pi) q[2];\ncx q[3],q[15];\nu3(3.5*pi,3.44703371399762*pi,0.5*pi) q[4];\nu3(3.5*pi,3.42771225722425*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.251011699791801*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.199444997174874*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.301167269452179*pi,2.76266043110027*pi,1.49484543463263*pi) q[13];\nu3(1.0*pi,0.0*pi,1.204139909588569*pi) q[16];\ncx q[0],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43713386260322*pi,0.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,4.47476671506492*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.510057399451997*pi) q[14];\nu3(1.0*pi,0.0*pi,1.283305915464747*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.29148980286268*pi) q[6];\nu3(0.589880056619701*pi,2.89070894454306*pi,3.37425936074551*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.47928147880047*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.46560551611823*pi) q[16];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.496030193921701*pi,0.8455669126680301*pi,0.692113500115494*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.603216706003816*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.626424227346804*pi,3.2639393646611*pi,4.45672849525042*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.792813027686843*pi,3.21723310950126*pi,4.40456851004856*pi) q[11];\nu3(0.265499825664214*pi,0.14613176583389498*pi,1.227112193249907*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.665315015986304*pi,0.57441530858289*pi,4.31163410319441*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.487192462786683*pi,-0.37628497999675703*pi,3.69978062268334*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.665265353812773*pi,3.3719400989815*pi,4.4665249967230505*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.473863180331531*pi,0.49714363493135305*pi,3.50749884616163*pi) q[0];\nu3(0.497080799480755*pi,3.23813501452868*pi,4.2475896943765*pi) q[1];\nu3(0.465551837599069*pi,0.23336984367969305*pi,1.097180085745845*pi) q[3];\nu3(0.73550471797941*pi,3.08162524825621*pi,4.11549473248268*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.899475024790169*pi,0.57001717035562*pi,1.353158171475814*pi) q[7];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.526464970323309*pi,-0.393776936918318*pi,3.761540286839*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.581524470601677*pi,3.07756537719561*pi,3.7787292954621*pi) q[0];\nu3(0.202467719884256*pi,3.00631173689541*pi,0.5736879791915682*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.897790113635976*pi,-0.172105863416471*pi,1.0371348801559939*pi) q[4];\nu3(0.370109135267762*pi,-0.10825735067532999*pi,4.0896769157801796*pi) q[5];\nu3(0.46657054571413*pi,3.40408140422714*pi,1.90161564033441*pi) q[6];\nu3(0.166202878770278*pi,-0.253126508283413*pi,0.791464186935797*pi) q[7];\nu3(3.5*pi,3.33137901416503*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.128200328151682*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.47292581535427*pi,3.42761998890075*pi,4.38962261730539*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.141503645193068*pi,0.450759571567636*pi,3.90768929273835*pi) q[5];\nu3(0.572243622431393*pi,0.376179607925754*pi,1.244245172081176*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[12];\nu3(0.718240682369641*pi,2.76522014512855*pi,3.74097168547736*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.22095202690539*pi,0.396740254706339*pi,0.8613678907258859*pi) q[15];\nu3(0.45528571412952*pi,2.90087904892571*pi,0.757699646766484*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.197720804051751*pi,1.2147441530417*pi,4.2254362673397505*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.489572709742*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.541779337476307*pi,0.57977819619913*pi,1.197444632347135*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\ncx q[2],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[9],q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.32554197829244*pi,0.5*pi) q[1];\nu3(3.5*pi,3.46123528687471*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.308961508235124*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.290451183907954*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[8];\ncx q[1],q[3];\ncx q[2],q[7];\ncx q[4],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,3.45598619683171*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.3230424732044699*pi) q[15];\nu3(3.5*pi,3.47780901068292*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5177665429726424*pi) q[3];\nu3(3.5*pi,3.42657393305761*pi,0.5*pi) q[4];\ncx q[5],q[16];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,0.5928050439415768*pi) q[7];\nu3(1.0*pi,0.0*pi,1.35417580922061*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.23100509774784*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[15];\ncx q[0],q[8];\ncx q[1],q[3];\ncx q[2],q[7];\ncx q[4],q[11];\nu3(3.5*pi,3.45436487001636*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49414633362223*pi,0.5*pi) q[6];\nu3(0.93835983576151*pi,-0.182880247082368*pi,3.43188501218127*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.184198842349094*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.43121631744811*pi) q[15];\nu3(1.0*pi,0.0*pi,1.280618463163516*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[16];\ncx q[6],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.4483350152566*pi) q[8];\nu3(0.390031675250677*pi,3.18776205839543*pi,4.39734836630878*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5993130757332126*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[15];\ncx q[0],q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.417348257753887*pi,0.6526104375124799*pi,0.5463201755109918*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.330316354010343*pi,0.025235178352095988*pi,0.649043000945037*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.817287605032185*pi,2.89633783209131*pi,3.29367799737671*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.608255889819285*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.611627225042903*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.338226639970537*pi,3.49631179297263*pi,0.5669649229496644*pi) q[1];\nu3(0.894104392616838*pi,3.29916448186461*pi,0.5252269351437657*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[16];\ncx q[6],q[13];\nu3(0.358307161581344*pi,0.6293961085333599*pi,0.678253306963594*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.313441800749198*pi,3.22711389314208*pi,0.8502199101949299*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.555700196695215*pi,-0.33227024717229503*pi,0.500369286019393*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.37652271138198*pi,3.17427183318444*pi,0.982109020552307*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.164463846891472*pi,-0.380216174818877*pi,1.0193017818083558*pi) q[3];\nu3(0.875985198722809*pi,-0.4695663330779721*pi,0.994189663683661*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.587143760047358*pi,-0.176721222846992*pi,4.44077843725891*pi) q[4];\nu3(0.635475602696174*pi,3.12220027721957*pi,0.5294200398361997*pi) q[5];\nu3(0.470661464867207*pi,3.0431711769814*pi,1.147323969223235*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.84135443409499*pi,0.54996368188247*pi,4.40487929827815*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.709415151797196*pi,0.465526761267785*pi,4.077416327599471*pi) q[5];\nu3(0.410420839320971*pi,0.13477476172790803*pi,0.773731280303481*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.870184057714983*pi,0.66040866717775*pi,1.054338729247601*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.414221618031628*pi,2.91497715932807*pi,1.74263915057785*pi) q[14];\nu3(0.247396923432831*pi,0.47924627316231805*pi,1.01992723955422*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.414524944807405*pi,2.43046101078138*pi,1.115042505525686*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.825993143864399*pi,3.46506420386074*pi,3.98662702740991*pi) q[11];\nu3(0.584834399350658*pi,3.15315600139337*pi,4.1596204339191996*pi) q[13];\nu3(0.289504731997012*pi,-0.148551954173211*pi,1.50361267721597*pi) q[14];\nu3(0.395383362740274*pi,0.23070694982972395*pi,0.713273141221846*pi) q[15];\nu3(0.087194606127455*pi,3.42463069868089*pi,1.62504780100063*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.460343573033802*pi,1.06687216752904*pi,4.32279904616858*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.889268198902537*pi,3.22857769446228*pi,2.93174002476031*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.638999500926528*pi,-0.14387439754361597*pi,4.3492909196979905*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[15];\nu3(0.345250258422918*pi,-0.4893595029702638*pi,1.2869980871521212*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[2],q[11];\ncx q[3],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.35452119336003*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.302552675282076*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[8];\nu3(3.5*pi,3.42021474349084*pi,0.5*pi) q[2];\nu3(3.5*pi,3.47420584348566*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.4278949539961259*pi) q[4];\ncx q[5],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[15];\nu3(1.0*pi,0.0*pi,1.248561776757437*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.3316616886686*pi,0.5*pi) q[0];\ncx q[1],q[16];\ncx q[2],q[11];\ncx q[3],q[4];\nu3(3.5*pi,3.36905491128761*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2846786700932271*pi) q[8];\nu3(1.0*pi,0.0*pi,1.156836089669887*pi) q[10];\nu3(3.5*pi,3.47659100201649*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.209034820946934*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5308057888077218*pi) q[15];\ncx q[0],q[8];\nu3(3.5*pi,3.41482245017245*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.640279128153853*pi) q[4];\ncx q[5],q[10];\nu3(3.5*pi,3.44927723373444*pi,0.5*pi) q[6];\ncx q[7],q[15];\nu3(1.0*pi,0.0*pi,1.396861201155224*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.42132364371077*pi) q[11];\ncx q[12],q[13];\nu3(1.0*pi,0.0*pi,1.364136501110114*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[16];\ncx q[2],q[11];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5922252088312966*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.41916613157019*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40014559849124*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.2446166772692795*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.674001190602557*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[9];\nu3(0.774038145601337*pi,3.28421109548331*pi,3.6467219024531*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.211224362754773*pi,0.240806412495274*pi,4.19080476722546*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.358834000422335*pi,2.63359252458155*pi,1.61548067521904*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.680677286057186*pi,-0.386550407076005*pi,4.11205603090069*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.437932410726911*pi,3.04120244753584*pi,0.689088194707394*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.292651100548119*pi,-0.4049082270291295*pi,1.56411309222706*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.631011382088988*pi,0.181700216265417*pi,4.155735448917969*pi) q[2];\nu3(0.397242234169032*pi,2.63117569220504*pi,0.9485630392501649*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.715224186312323*pi,3.47023749448441*pi,0.5644011343622934*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.437754911299139*pi,0.67881989956508*pi,0.5242901332824368*pi) q[2];\nu3(0.760447713876187*pi,3.15845179405872*pi,3.09311853155814*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.510908992356842*pi,2.69483628105334*pi,3.73342912895267*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.785727912187749*pi,3.00972172291723*pi,3.15725128466992*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.240099921381577*pi,3.34917253590744*pi,4.37866988347254*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\nu3(0.827366061456848*pi,2.98508646389691*pi,4.09885559908305*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.309863073169685*pi,3.38374647409511*pi,0.54268382599963*pi) q[4];\nu3(0.557030406381793*pi,2.73343903822906*pi,3.60391927495228*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.384946429912996*pi,-0.165934789998695*pi,3.71609593548556*pi) q[11];\nu3(0.387024236385226*pi,0.12356624636181002*pi,4.41584222198558*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.3227363378221*pi,0.5*pi) q[0];\nu3(0.432950296351747*pi,3.02123663006942*pi,4.485875157232989*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.247572637730181*pi,0.8496174298548*pi,4.05786425269899*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.198558360014132*pi,2.74953988939171*pi,1.3463450376731871*pi) q[10];\nu3(0.656813351105255*pi,0.19441013714326805*pi,1.334175184258735*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.500000378958615*pi,3.27122225355241*pi,0.8106825592850551*pi) q[13];\nu3(1.0*pi,0.0*pi,1.131178169006898*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\ncx q[0],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.468551175343986*pi,0.6735975584982901*pi,4.46601012178156*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.229007458758172*pi,0.001167369718274025*pi,0.5371611048827908*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.606344758068852*pi,-0.4639638023200634*pi,0.969117915860273*pi) q[13];\nu3(0.594394386912031*pi,3.4939195069942*pi,4.27315075716179*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.428643188920033*pi,-0.105880591255751*pi,1.348744404642976*pi) q[6];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5162220822554366*pi) q[15];\nu3(0.390012461805775*pi,2.89672440525347*pi,1.245969962607707*pi) q[16];\ncx q[0],q[15];\ncx q[2],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.25286193397492*pi,0.5*pi) q[8];\nu3(0.0669090973994737*pi,0.23345610738477796*pi,1.1241448921813642*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1659489857175132*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(3.5*pi,3.49609898186861*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.354270802233023*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[14];\nu3(0.403002835412689*pi,-0.143485288761652*pi,3.72111032069056*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(3.5*pi,3.39390548928525*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(3.5*pi,3.48571880975276*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.349597076658235*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2541689616373262*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.609057828934105*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.587981095783559*pi,-0.08020880420146398*pi,0.992145464614038*pi) q[0];\ncx q[1],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.29180672373316*pi) q[4];\ncx q[5],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,3.48911118168408*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(1.0*pi,0.0*pi,1.212386275330811*pi) q[16];\nu3(0.224728162193007*pi,-0.203090936530419*pi,4.1263177372429904*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[12];\ncx q[7],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.40921747395385*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.35738174012522*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.91518247448337*pi,0.32820346141397505*pi,1.62224769569455*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[13];\nu3(3.5*pi,3.44195174452301*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.587814427942893*pi,-0.4392897974797185*pi,0.947325978215217*pi) q[8];\nu3(3.5*pi,3.46977044599129*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.241106903882104*pi) q[11];\nu3(1.0*pi,0.0*pi,1.332929493471696*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.87016654051222*pi,0.6381734642718999*pi,4.23501534763901*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.48916789270784*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[12];\ncx q[7],q[16];\nu3(0.402428320504264*pi,3.02719967517396*pi,1.65108507497396*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.287799242840849*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5733715338059602*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.59200510143556*pi,3.39422136921798*pi,4.07687076302663*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.600043094457571*pi,3.11440661648542*pi,2.94520975735955*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.33541782779176*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.05936262784968*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0655115876723154*pi,0.14212925202155502*pi,0.862188129419911*pi) q[1];\nu3(0.424322682280874*pi,-0.4533655775914014*pi,0.715340210154369*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.403598734807034*pi,-0.06959146168347702*pi,4.19204798660383*pi) q[5];\nu3(0.338053487759209*pi,3.41271542334987*pi,0.826899232274912*pi) q[6];\nu3(0.407711644063952*pi,2.49849719466468*pi,1.388564975415348*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5055404702779831*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.578039563884971*pi,0.21373099113740202*pi,1.247874062909898*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.488293709064349*pi,3.25240644428208*pi,0.7758735568603601*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[8];\nu3(0.222178647657502*pi,0.174611347778743*pi,0.519151568605356*pi) q[1];\nu3(0.710380328629121*pi,3.1565483555317*pi,3.31942690259352*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.544396425506465*pi,-0.216577587962416*pi,0.5072193317174682*pi) q[5];\nu3(0.507381736341866*pi,0.8535202432054201*pi,4.16423658923024*pi) q[6];\nu3(0.833180604854838*pi,0.28862353952975905*pi,4.12343369958772*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.642708014634828*pi,3.4053344907685*pi,0.5549160539218666*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.57776925308759*pi,3.4850604467086*pi,0.5878650464602982*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.134441303531016*pi,-0.30052589726233203*pi,1.00475359365151*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.41076897055651*pi,0.5729636618965901*pi,0.701292698013018*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.155495763286882*pi,2.68199345917655*pi,1.126296644181156*pi) q[16];\nu3(0.276958306454417*pi,-0.310245485041161*pi,1.72316012021058*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[5];\nu3(0.512658325878418*pi,2.87144519940926*pi,1.1265988153282769*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.768442193260382*pi,3.21236642994418*pi,2.79927804186714*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.453774118791354*pi,0.350178593296686*pi,0.822954895848873*pi) q[11];\nu3(0.6029945734553*pi,3.13354501894771*pi,3.65750688652167*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.419647413105056*pi,3.0918604187125*pi,0.5825563337209247*pi) q[16];\nu3(0.4974258764554*pi,0.9567838527916299*pi,4.2829644037045504*pi) q[0];\ncx q[1],q[15];\ncx q[2],q[7];\nu3(3.5*pi,3.2751379134292*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.23691841683704*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.587629343943521*pi,0.32815722213229004*pi,1.481079782241679*pi) q[9];\nu3(0.430246745219425*pi,0.317459802438687*pi,0.607658446747824*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49287588154649*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39885810331903*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.28250860115748*pi) q[7];\nu3(0.856788554403051*pi,3.43404168909448*pi,0.5731883703290325*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.174196026471682*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[15];\ncx q[2],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,4.3880101202949895*pi) q[5];\ncx q[6],q[14];\nu3(0.524844150502225*pi,0.26469806192898204*pi,3.61345177307496*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[5];\nu3(3.5*pi,3.38218113743252*pi,0.5*pi) q[4];\nu3(3.5*pi,3.36468311268476*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.39170753977515*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[16];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.1887505441620259*pi) q[12];\nu3(1.0*pi,0.0*pi,1.144184627690636*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.623679411237999*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[15];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.49585504964548*pi,0.5*pi) q[9];\nu3(3.5*pi,3.4659073769956*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1807949378682139*pi) q[11];\nu3(1.0*pi,0.0*pi,1.184067940756172*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[16];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.5026179685041163*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40059406752734*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.235308266961809*pi,0.67268162718889*pi,3.83792867675089*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.45355689647874*pi) q[11];\nu3(0.555514233764804*pi,3.4453739322882*pi,0.763514431807798*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.613271770475105*pi) q[16];\nu3(0.384426712947956*pi,0.15264439824493203*pi,4.1452383499259*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[16];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.111295233497083*pi,0.7662992129920501*pi,0.5307852830000045*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.227804134181452*pi,-0.4265004154353554*pi,4.13349538522095*pi) q[3];\nu3(0.201842282590696*pi,-0.292436257679007*pi,1.3815066451471472*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.625988181902544*pi,2.96225158768926*pi,4.11736126579767*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.875505883725341*pi,-0.016789318259217978*pi,0.861826942081781*pi) q[3];\nu3(0.608826796259565*pi,3.106958937399*pi,3.97572145661375*pi) q[4];\nu3(0.693402969185373*pi,3.06677061743021*pi,3.15876792843759*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.685972348612413*pi,-0.283288418640796*pi,4.0841300391125905*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.760011725946049*pi,3.28859470737357*pi,3.99547565222665*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.90527716442056*pi,3.34131469996628*pi,0.5838428838797929*pi) q[16];\nu3(0.5631996285534*pi,0.78330890369842*pi,0.650234619396866*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.616223060020163*pi,-0.240136754458613*pi,1.070432855203644*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.320838013467019*pi,-0.043526322392681005*pi,4.155773470439*pi) q[7];\ncx q[8],q[15];\nu3(0.763450084198394*pi,0.04918304155001996*pi,1.494991794864362*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.428069364610203*pi,-0.4174406692046509*pi,1.3465453096986462*pi) q[16];\nu3(0.655514315849195*pi,-0.4936480702748171*pi,0.830459658937851*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.564557224726321*pi,3.12987298253844*pi,1.60008520610668*pi) q[6];\nu3(0.509567243291388*pi,0.396677559827199*pi,4.0042847766677*pi) q[7];\nu3(3.5*pi,3.49988209574771*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.229058635318308*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.404607238151637*pi,2.32586105336711*pi,1.3045825522543129*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\ncx q[8],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.35422539514728*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(0.627915544977806*pi,1.12876324560205*pi,0.84612461135019*pi) q[10];\nu3(0.397681427607845*pi,3.26772759623117*pi,1.274251842088993*pi) q[11];\nu3(0.224084721987184*pi,-0.22704647333092298*pi,1.137881934791933*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.49502672702439*pi) q[15];\nu3(1.0*pi,0.0*pi,1.288140688293629*pi) q[16];\ncx q[1],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[15];\nu3(3.5*pi,3.44943675367505*pi,0.5*pi) q[9];\nu3(0.813489189267832*pi,0.6568133748229401*pi,4.2599017511890604*pi) q[10];\nu3(0.773662082322119*pi,0.07370702213688995*pi,3.62608936935247*pi) q[11];\nu3(1.0*pi,0.0*pi,1.297380302252002*pi) q[13];\nu3(0.702185985194019*pi,2.64780727386907*pi,3.50433148759525*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.36444735732088*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.3255409066131651*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5725154335622817*pi) q[16];\ncx q[1],q[16];\ncx q[2],q[3];\ncx q[4],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.324185696369399*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.39358269520343*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.237041832449297*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.67788791873381*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.40665885738326*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[3];\ncx q[4],q[5];\nu3(3.5*pi,3.43376803058462*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.273531915409119*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.279162953628842*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[11];\nu3(0.159429291564906*pi,-0.385598819975123*pi,0.840881364851633*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.638785528576555*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(3.5*pi,3.49395662340694*pi,0.5*pi) q[7];\nu3(0.0842382963408218*pi,2.62786247216304*pi,1.205722753258949*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.4079954610230971*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.577654341849209*pi,-0.350811511186208*pi,3.85319183678482*pi) q[1];\ncx q[2],q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[10];\nu3(0.230985256014325*pi,0.18338939973777102*pi,3.58901854731811*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.646236187820346*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.331760554013821*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.687125373583037*pi,0.13614609175664905*pi,3.88835873547981*pi) q[16];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.295475511696585*pi,3.38093554754742*pi,4.16695508445539*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.40943755049744*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.248940256722944*pi,0.250084189674881*pi,0.9817188518295921*pi) q[15];\nu3(0.609378037997505*pi,2.66423877144005*pi,3.3396606131481*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.835691185239564*pi,-0.09113239039007698*pi,0.870138740195116*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.550102813056631*pi,-0.25657540929767897*pi,0.5855089169533148*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.55390517143856*pi,-0.0001282712614559811*pi,4.40895223484622*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.308108525550323*pi,2.41336348820266*pi,1.228090097473053*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.287330603758206*pi,2.85622983419407*pi,1.140938070172868*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.82866348857158*pi,3.02021778406455*pi,4.1336835207745395*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.683281556681599*pi,0.5905609457051499*pi,0.636171446575149*pi) q[0];\nu3(0.253993563862712*pi,0.04102199757409297*pi,1.043454738742358*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.118353885400104*pi,0.21114713715722*pi,3.89154138546403*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.705562424423281*pi,-0.4349077452073148*pi,3.57316174357947*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.447511331773141*pi,3.26053901587665*pi,1.4199376605287282*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.55857811203495*pi,-0.337119828596451*pi,4.23648929408129*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.430168587440536*pi,0.5980894723639401*pi,4.33532537616506*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.55558877589265*pi,3.29327642961328*pi,4.07508548335306*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.218041033572933*pi,3.32183365628181*pi,4.27112623195697*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.408236650084931*pi,2.84621184810532*pi,1.3806398472079229*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.45206674288383*pi,0.5*pi) q[5];\nu3(0.072951789755669*pi,-0.102902126654981*pi,1.473060365321016*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(1.0*pi,0.0*pi,1.104901300231968*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(3.5*pi,3.40939656713245*pi,0.5*pi) q[0];\ncx q[2],q[4];\ncx q[3],q[16];\ncx q[5],q[9];\nu3(0.609664136259647*pi,-0.386580709839514*pi,0.70904352867223*pi) q[6];\nu3(0.653112146601257*pi,0.60199272747595*pi,4.38975472852879*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.077073097393109*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[12];\nu3(3.5*pi,3.47682633706167*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48543817957093*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.333794766834984*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.41192098402124*pi,0.9667102730433501*pi,4.4864172846092*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5575291687569739*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.218836481931602*pi,3.24239438691217*pi,1.1145767785000449*pi) q[14];\nu3(1.0*pi,0.0*pi,1.311460192413205*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[2],q[4];\ncx q[3],q[16];\ncx q[5],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.579521630745871*pi,3.49760573754835*pi,0.776135534083361*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5261462627275232*pi) q[12];\nu3(0.518027307010613*pi,-0.10306537853995101*pi,3.4993590633187*pi) q[14];\ncx q[0],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.381072549357659*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.453125135022717*pi,-0.202772802693932*pi,1.301252939949137*pi) q[10];\ncx q[11],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.49986453973884*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[4];\ncx q[3],q[16];\nu3(0.464914677019624*pi,3.31186390804677*pi,1.52667117972783*pi) q[5];\nu3(3.5*pi,3.44417801476663*pi,0.5*pi) q[6];\nu3(0.823025212257053*pi,2.76670097744593*pi,3.51607568931634*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.47332005308213*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.138980964323633*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.132294101279693*pi) q[15];\nu3(0.353646895912039*pi,-0.365050959799776*pi,4.15303015178254*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.688249470947751*pi,0.7935389405751201*pi,0.938794045942407*pi) q[5];\ncx q[6],q[15];\ncx q[8],q[14];\nu3(0.737748368767143*pi,0.20437974143640802*pi,1.68122547259338*pi) q[9];\ncx q[11],q[13];\nu3(0.281503379180513*pi,2.34311064127326*pi,1.255185551065632*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.313726733804399*pi,2.96531408800948*pi,0.89547402658647*pi) q[0];\nu3(3.5*pi,3.26026118422305*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,3.40646650055385*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.150679918744445*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.359084981148835*pi,3.2876013376311*pi,1.59025515375869*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5651538167616494*pi) q[13];\nu3(1.0*pi,0.0*pi,1.28988083022981*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5487696514761841*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[6],q[15];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.41413577968156*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5391095765755656*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(0.340867575991709*pi,-0.375307522365979*pi,1.039376067693548*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.484868222359253*pi,0.76261512461077*pi,0.8167497705629461*pi) q[6];\ncx q[8],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.201537204810094*pi,0.21761685493611405*pi,3.96132855236958*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.375387407810302*pi,3.27544158842129*pi,1.330866436293554*pi) q[2];\nu3(0.549022552254964*pi,2.71798366194436*pi,3.48713099868215*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.791697894981363*pi,3.49631830728394*pi,4.37244429644211*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.632688392779214*pi,3.19684591135148*pi,3.69193708312069*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0854985349916329*pi,2.69893518213742*pi,1.0449792812299439*pi) q[15];\nu3(0.486559789024272*pi,0.50841106715849*pi,4.01611163345537*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.82296738842035*pi,2.51419087799041*pi,3.99142327812726*pi) q[3];\nu3(0.974034468053341*pi,-0.000635383926305022*pi,1.14016956294254*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.935668072225321*pi,-0.197893539988092*pi,4.43247348556386*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.313997572199085*pi,-0.003311648585618998*pi,4.39672004402863*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.248869386209921*pi,0.40713733270587005*pi,4.37695267539662*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.488370132198188*pi,3.09784441233281*pi,3.18961967364187*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.648908396576357*pi,3.26854342723019*pi,2.91575997801793*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.325314483445158*pi,-0.30850855107444*pi,1.64971473180924*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.380490260791719*pi,-0.193601565029689*pi,1.0947372881834179*pi) q[13];\nu3(0.379741887884018*pi,2.70181885408522*pi,0.804803659146256*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.374053388927919*pi,-0.195193404961173*pi,4.47466596268646*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.555152245231783*pi,0.22786123864040497*pi,0.817564126216174*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[4];\nu3(0.46327520582908*pi,3.00419545154752*pi,0.884944930301689*pi) q[1];\ncx q[2],q[16];\ncx q[5],q[8];\nu3(3.5*pi,3.44134168762953*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.252335456531273*pi) q[7];\nu3(3.5*pi,3.38551445028871*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.299858287587319*pi) q[15];\nu3(3.5*pi,3.3063826637633*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43205893268396*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.1178356375598981*pi) q[4];\nu3(3.5*pi,3.31941868503151*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(1.0*pi,0.0*pi,1.2110520988142701*pi) q[8];\ncx q[9],q[15];\nu3(0.0993732178268106*pi,1.02814216540966*pi,4.26211712788134*pi) q[10];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.316205405550219*pi) q[16];\ncx q[0],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[16];\ncx q[5],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5275203900840736*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.247649117438326*pi,0.301123101345923*pi,3.86913299363581*pi) q[10];\nu3(3.5*pi,3.38465267476121*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.282536477002328*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.37079879002934*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5183098141701126*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(0.0*pi,-0.5*pi,4.43932701155434*pi) q[8];\ncx q[9],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,4.42808510662848*pi) q[16];\ncx q[0],q[4];\nu3(3.5*pi,3.38630824566237*pi,0.5*pi) q[1];\ncx q[2],q[16];\ncx q[5],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.219601618484148*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5417706670776775*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.729788528315223*pi,0.14476600650400395*pi,1.0677977437518291*pi) q[6];\nu3(0.408058621457562*pi,3.18245436377639*pi,1.84849837758933*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.241221114564042*pi,-0.19844227318727398*pi,3.8711799454245*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.364804983096356*pi,-0.43352978481741367*pi,4.095323823306019*pi) q[6];\nu3(0.552959483796036*pi,0.481806035289422*pi,0.5812812795029993*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.45813166837207*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.370149477656286*pi,0.69387601446443*pi,3.86719312520388*pi) q[0];\ncx q[1],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[13];\nu3(0.660390767759703*pi,-0.250119921928316*pi,0.858867005524913*pi) q[11];\nu3(0.139209432882266*pi,0.9166802496253501*pi,0.571532089546009*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.794589922753635*pi,3.22790391310254*pi,3.3812712812024*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(3.5*pi,3.42867010072836*pi,0.5*pi) q[10];\nu3(0.839021320469323*pi,0.07505512580101403*pi,3.6021355114998*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.187192686775034*pi) q[13];\nu3(0.478858591595159*pi,0.10198677218443397*pi,1.2151631511878969*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.511732801173495*pi,0.7634116531256401*pi,4.1963674155575905*pi) q[4];\nu3(0.85799247879082*pi,0.8168741450630399*pi,4.3582927730113*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.349853382282356*pi,3.29433168061024*pi,0.85755935908562*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.762889143500048*pi,-0.438968101215996*pi,4.487958130986771*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.326384191577837*pi,3.14250291708377*pi,0.912345797794053*pi) q[8];\nu3(0.386611740739466*pi,0.19472230413310998*pi,3.83097042142615*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.42113844908725*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.856127670184364*pi,0.298984439311635*pi,0.5301111020725995*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.716665183469968*pi,-0.10613722486861499*pi,1.232092930002332*pi) q[2];\nu3(3.5*pi,3.27297646160578*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.392490471936347*pi,3.3656643232422*pi,1.460635103307621*pi) q[8];\nu3(0.605742586830798*pi,0.04894009636463603*pi,1.51427027901676*pi) q[9];\ncx q[10],q[13];\nu3(1.0*pi,0.0*pi,1.186462983737929*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.481848555292897*pi,0.7730438827825401*pi,0.618837562030261*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.413645436818857*pi,0.27937567449173095*pi,0.832892216149663*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.647017443598959*pi,-0.214791946680907*pi,3.52182986087883*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5711215239894298*pi) q[11];\nu3(0.688052445394322*pi,0.019915539289422024*pi,1.312605168638856*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.339285007176236*pi,0.30803246038713405*pi,0.736099798800206*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.901931884335984*pi,0.27738005674910504*pi,1.4287782972319119*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.534261988013053*pi,0.20289326587842405*pi,4.3984045780341905*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(3.5*pi,3.46423233053484*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.16823970984141*pi) q[4];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.45905756741229*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3583781831931439*pi) q[16];\ncx q[0],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(3.5*pi,3.49289303585174*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.4566406678452979*pi) q[9];\nu3(0.579503679018137*pi,3.4013813820365*pi,0.685666312339*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[16];\nu3(3.5*pi,3.40166758497124*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.292402342198388*pi,3.24697675986608*pi,1.164259875008197*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5061831928039712*pi) q[4];\ncx q[6],q[9];\nu3(0.147443718872137*pi,0.6922901967503501*pi,3.90936671116733*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.203421743574519*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.622228743462125*pi) q[16];\ncx q[0],q[15];\ncx q[1],q[8];\ncx q[2],q[4];\nu3(0.768291569813644*pi,0.65314753268649*pi,0.5851725058644232*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.39091514863283*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.396359234329863*pi,-0.314858266075823*pi,4.111867042339529*pi) q[11];\nu3(0.324007031881264*pi,0.21616365544885097*pi,4.25812469852232*pi) q[13];\ncx q[14],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48120976266892*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,1.368576451180129*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.453095836027559*pi,0.73005081834566*pi,0.658104856959112*pi) q[11];\nu3(0.745632374658844*pi,0.57457061972339*pi,4.3325007002487705*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5751302598355845*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\ncx q[1],q[8];\nu3(0.459501723938643*pi,3.2436921209386*pi,3.10307385024427*pi) q[2];\nu3(0.930335250614618*pi,0.210049325584317*pi,0.693522401014839*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.79471570443844*pi,0.71332787840576*pi,4.24911842507446*pi) q[14];\nu3(0.409124017257138*pi,2.45207522582585*pi,1.111328873569229*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.867226571977715*pi,0.49457762521580895*pi,1.017610725380698*pi) q[2];\nu3(0.25071099846523*pi,3.46933893261117*pi,1.0446188357005801*pi) q[4];\nu3(3.5*pi,3.48698218688615*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.47619596202134*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.207499341039524*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.891195927878784*pi,-0.4825715458792978*pi,3.61581920145795*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.959585142836419*pi,-0.301226640887221*pi,0.5872386025145712*pi) q[16];\nu3(0.572367609001726*pi,3.2823908120827*pi,3.05318916968865*pi) q[0];\ncx q[1],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.785347523355502*pi,0.262783422324361*pi,0.5310546546478034*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.414935361511983*pi,-0.162748079409806*pi,1.0400675962618249*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.663142306091085*pi) q[10];\nu3(3.5*pi,3.48033220710402*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.0636379005646028*pi) q[13];\nu3(0.341206310724659*pi,-0.23264682242115098*pi,4.10294480474071*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[12],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.553408679411637*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.847321697883127*pi,-0.293073263748419*pi,3.94600855520472*pi) q[5];\nu3(0.773822395343288*pi,0.48650121052971396*pi,0.840893068594555*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.854447393656784*pi,2.59807780811437*pi,3.69423736385706*pi) q[10];\ncx q[12],q[13];\nu3(3.5*pi,3.35268320154973*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.270807122208092*pi,3.30878960311499*pi,0.932187463190124*pi) q[5];\nu3(0.670205523155914*pi,0.411214772745393*pi,4.11868546722928*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.440845343942087*pi,0.11030476189568195*pi,0.5606280619326582*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.330121175586461*pi) q[14];\ncx q[0],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.760346327137604*pi,0.221898976503072*pi,0.945778354256614*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.24807657886906*pi,0.24493317605174603*pi,0.879182064515841*pi) q[12];\nu3(0.553311683828777*pi,3.45572632080493*pi,4.37361974768947*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.54878791017536*pi,2.83991723695726*pi,3.77097884437491*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.230869534758356*pi,2.69991840665821*pi,1.455733699759377*pi) q[12];\nu3(0.584700166979014*pi,2.53284629268721*pi,3.89306392840959*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.45584408484055*pi) q[14];\ncx q[0],q[14];\nu3(0.220959295579413*pi,3.30005320782527*pi,0.976848739638299*pi) q[1];\ncx q[2],q[10];\ncx q[4],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.465701664304102*pi,0.215627157971769*pi,1.3917115963078581*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.475000859043882*pi,3.4781921659283*pi,1.026741211750692*pi) q[1];\nu3(3.5*pi,3.37572005568748*pi,0.5*pi) q[2];\nu3(3.5*pi,3.37154833312589*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.097958099500422*pi) q[6];\nu3(0.397907413389713*pi,0.16181823275595297*pi,3.59508055875035*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.352730957138722*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[4],q[6];\ncx q[5],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49080612477595*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5187481464223271*pi) q[6];\nu3(1.0*pi,0.0*pi,1.264624928107735*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.609931706110085*pi) q[10];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[3];\ncx q[2],q[10];\ncx q[4],q[6];\ncx q[5],q[7];\ncx q[8],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.32758487571884*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.167806514187986*pi) q[16];\nu3(0.842323401929533*pi,0.19174673445456802*pi,3.8110467760106*pi) q[0];\nu3(3.5*pi,3.33117864843759*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.276711838237047*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.651176432573989*pi) q[7];\nu3(3.5*pi,3.47483401067324*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[12],q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(1.0*pi,0.0*pi,1.336536073448372*pi) q[15];\nu3(0.689699579197307*pi,0.07051472323781305*pi,1.365859659532892*pi) q[0];\ncx q[1],q[3];\nu3(0.458106636811918*pi,3.13427341509231*pi,1.53822994141986*pi) q[2];\nu3(0.31872287478105*pi,2.8228684079682*pi,1.72468727992789*pi) q[4];\ncx q[5],q[7];\nu3(0.532929803315393*pi,3.47979749543824*pi,0.614313445948489*pi) q[6];\ncx q[8],q[15];\nu3(3.5*pi,3.43293526627451*pi,0.5*pi) q[9];\nu3(0.142608311440629*pi,3.45737568222564*pi,0.9670160166034609*pi) q[10];\nu3(1.0*pi,0.0*pi,1.381955854715173*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.727588130640573*pi,0.15649198043673596*pi,0.5590941141209385*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5515135106185607*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.378845238225488*pi,-0.4278449293504558*pi,4.09654864566226*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5139950655092074*pi) q[3];\nu3(0.617879094354324*pi,3.48544116285361*pi,0.680946375802771*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.397107689835405*pi,-0.4781858789032791*pi,4.1976934674233*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.802305209950838*pi,0.11210177233647001*pi,3.9713499048285*pi) q[10];\ncx q[12],q[16];\nu3(0.780973505874081*pi,0.445719151441092*pi,1.404216046913339*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.387304504007719*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3227024151501805*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.898867085617595*pi,-0.04175346794176199*pi,3.85958910361001*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.414720881945904*pi,3.26932530105501*pi,0.84263839627047*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[13];\nu3(0.315747455269479*pi,-0.170725638143908*pi,1.4024606644325242*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.481848169118383*pi,2.95117614668152*pi,3.71827128074476*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[2];\nu3(0.340321661364644*pi,-0.25645599049524603*pi,4.04277614362657*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(3.5*pi,3.35993122673827*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.107280480122949*pi,-0.169515276450728*pi,1.298459534395962*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2204735715126191*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.543879025757945*pi,3.36494214686041*pi,0.827291425662628*pi) q[16];\nu3(3.5*pi,3.42589069667803*pi,0.5*pi) q[0];\nu3(0.613836643918584*pi,0.11565225028014203*pi,1.292444375166537*pi) q[1];\nu3(1.0*pi,0.0*pi,1.280623468934488*pi) q[2];\nu3(0.595293479589677*pi,0.67766113336196*pi,4.186638937918509*pi) q[3];\ncx q[4],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.729503256655313*pi,0.9881864450662099*pi,0.69334171542362*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.825412915211166*pi,2.90748693684112*pi,3.74636370460832*pi) q[16];\ncx q[0],q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.535641617666886*pi,2.48142297825992*pi,3.76749900789155*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.46350839991869*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.615281622553233*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.266693626417264*pi,3.12548635315225*pi,1.263255579132563*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.471972283504228*pi,0.19761620734503205*pi,0.8773378361587509*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[7];\nu3(0.748790066796183*pi,3.34798853130761*pi,3.74995948181969*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.276927078200564*pi,-0.4421411126695854*pi,1.89889923069365*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.49044331677501*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.26244413796814*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.423341362558994*pi,0.242497091540957*pi,1.0155057956612081*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.40831257504553*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.29637985656306*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.922607394953049*pi,3.37345527631295*pi,4.25095382272374*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.897209188451569*pi,3.21819305077235*pi,3.2854797691514*pi) q[0];\nu3(3.5*pi,3.3457640236241*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.42005300905276*pi) q[7];\ncx q[8],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.280799321781002*pi,3.19254714110513*pi,1.0795207335459809*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.154621784630323*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.42739600688095*pi) q[16];\nu3(0.573987089316396*pi,-0.158083211011797*pi,0.893381859461305*pi) q[0];\ncx q[1],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0644338986861836*pi,0.07710329297589202*pi,1.052065795830047*pi) q[4];\ncx q[6],q[7];\nu3(3.5*pi,3.43248024892337*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.152786642546506*pi) q[10];\nu3(0.457895262909814*pi,-0.4894889407208932*pi,0.639813473587402*pi) q[11];\ncx q[12],q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.536401919248808*pi,2.8205528932705*pi,3.86302895436404*pi) q[2];\nu3(0.315011109887659*pi,2.79774989076253*pi,1.336198970712069*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.527814545483441*pi,0.23801881608234*pi,3.76439498230234*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5017050922549795*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[15];\nu3(0.591642361073732*pi,0.8412694914947001*pi,0.742035012991145*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.3702714503515*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.110417243897875*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.414003907921559*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0879666065092191*pi,3.29201114920594*pi,1.4208942099935369*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.4076122488523*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.539970906200943*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2998412249973539*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.292775497241415*pi,0.72130058463365*pi,3.88598713917979*pi) q[1];\ncx q[3],q[11];\ncx q[5],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.724059998379682*pi,3.03419939905389*pi,4.35744972306249*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.568857108678049*pi,0.54023859487735*pi,0.740302339095413*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.620124212799346*pi,-0.290711018485675*pi,1.140915544118144*pi) q[6];\nu3(0.658212751466142*pi,0.355700071285454*pi,3.91341720187737*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.31289425530248*pi) q[11];\nu3(0.612919017017345*pi,3.41363479525615*pi,0.872960752439413*pi) q[12];\nu3(0.301009812255153*pi,-0.4124489549037279*pi,4.06080513986156*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[7] -> c[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.868656175464368*pi,2.66892593166277*pi,3.38724517599653*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.347352089941257*pi,2.62593455007746*pi,1.0481368465586671*pi) q[15];\nu3(0.498939253561467*pi,3.39069336616741*pi,1.56941367028863*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.232887909024136*pi,0.59311975307263*pi,3.81321432018474*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.790096979477699*pi,0.03851441907527997*pi,0.6079653588048259*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.540185324048974*pi,0.348630358914676*pi,3.7503707014977*pi) q[5];\nu3(0.156436201233879*pi,-0.393486831706755*pi,4.17538928403556*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.259631123910559*pi,3.08230669572245*pi,0.610520061502525*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.35816797742814*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.147217405121372*pi) q[6];\nu3(0.888994707458027*pi,-0.349388497273621*pi,0.730753800852038*pi) q[8];\nu3(0.614909742993221*pi,0.252325769836102*pi,3.76761356932631*pi) q[9];\nu3(0.449654148309874*pi,0.88818051831303*pi,4.30064077447534*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.33557153078772*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.252203239370918*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[13];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.702693659261464*pi,2.85123920994165*pi,3.33068971008889*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(3.5*pi,3.45467396921313*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47993069456376*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[15];\nu3(0.0*pi,-0.5*pi,0.5145463879208347*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.173647562823167*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5608023342312318*pi) q[14];\nu3(1.0*pi,0.0*pi,1.349635238081298*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[13];\ncx q[2],q[6];\nu3(0.178365469272925*pi,3.26000601971019*pi,2.07155673533801*pi) q[3];\nu3(3.5*pi,3.48787426598766*pi,0.5*pi) q[5];\ncx q[8],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.210135104789675*pi,0.59797645800523*pi,3.97492934178039*pi) q[11];\ncx q[12],q[14];\nu3(1.0*pi,0.0*pi,1.2213979036330112*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.774482666807543*pi,1.02103999973357*pi,0.634446567860605*pi) q[3];\ncx q[5],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.41386302059881*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.306113686109116*pi) q[10];\nu3(0.844867245284336*pi,0.9657209006196099*pi,0.9742653869821221*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5453665666512078*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4498876816052295*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.30486046768698*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.152950353317892*pi,-0.361813919115278*pi,1.004325222913685*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.6478996307863321*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.460933982696923*pi,2.52508361235242*pi,1.085808762860069*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[2] -> c[2];\nmeasure q[12] -> c[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.567470097736004*pi,0.9018366911003*pi,0.7600270172453589*pi) q[6];\ncx q[8],q[10];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.62256156100105*pi,-0.4713686050674096*pi,4.22578770625646*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[6] -> c[6];\nmeasure q[14] -> c[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.840662585947334*pi,-0.053196936335698*pi,0.842047156556067*pi) q[1];\nu3(3.5*pi,3.47296123285841*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.201295803736772*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.37861886940305*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.335208834793087*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[1] -> c[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[3],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.648245948435129*pi,0.181290375115841*pi,0.914508180437646*pi) q[8];\ncx q[9],q[11];\nu3(0.665805058678748*pi,2.65127423198457*pi,3.88425897508516*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nmeasure q[8] -> c[8];\nmeasure q[10] -> c[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.605162927402669*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.3654396330667*pi) q[11];\nu3(0.61707604675166*pi,0.08422310888731899*pi,4.21005743394633*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nmeasure q[13] -> c[13];\nu3(0.721904115641094*pi,-0.232919974822468*pi,3.63412212895833*pi) q[0];\ncx q[3],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.292389084840299*pi,2.67051390722999*pi,1.396902436102246*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[16] -> c[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.493090498082381*pi,-0.053484472930096005*pi,4.4525598966340105*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.318035344416705*pi,-0.16657769879759898*pi,0.5387781891293582*pi) q[15];\nmeasure q[5] -> c[5];\nmeasure q[15] -> c[15];\nu3(0.531805781426007*pi,0.5741814511394601*pi,1.305862481194478*pi) q[3];\nu3(0.658955997575649*pi,-0.24143096112038198*pi,1.0958441029930879*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.697336252618921*pi,-0.055702983330814027*pi,4.37464955479905*pi) q[9];\nu3(0.736499891876965*pi,2.76609175983383*pi,3.56615160379934*pi) q[11];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[11];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.293597826086566*pi,0.94403439167423*pi,4.14262420389899*pi) q[0];\nu3(0.297217053076617*pi,3.31264224063089*pi,1.122864113012632*pi) q[1];\nu3(0.631905320103968*pi,0.31528838525993896*pi,3.94828090689013*pi) q[2];\nu3(0.325339761098095*pi,0.22274987151538705*pi,3.31246034370062*pi) q[3];\nu3(0.13189313256254*pi,2.72144996930514*pi,1.1863405594427792*pi) q[4];\nu3(0.481857701334552*pi,2.5790076063626*pi,1.262883175429371*pi) q[5];\nu3(0.052021101940817*pi,3.18537566801273*pi,1.1020754632435419*pi) q[6];\nu3(0.54357519768196*pi,-0.320891693638763*pi,1.2622590006747099*pi) q[7];\nu3(0.431485526891258*pi,-0.21901817065297602*pi,3.83490516597088*pi) q[8];\nu3(0.742565990956521*pi,3.08651398336654*pi,4.42777271339591*pi) q[9];\nu3(0.289329095744325*pi,0.6163866493780901*pi,3.64342188861616*pi) q[10];\nu3(0.471991307311098*pi,-0.0008912384763710146*pi,1.359991367174913*pi) q[11];\nu3(0.781118741950277*pi,3.12711290605578*pi,2.97719715453762*pi) q[12];\nu3(0.849815992394055*pi,-0.12842019697388402*pi,3.42212306200951*pi) q[13];\nu3(0.418557669437746*pi,0.07706417768516705*pi,3.9107381459997*pi) q[14];\nu3(0.300323238725356*pi,-0.17697800628084898*pi,0.83654820952444*pi) q[15];\nu3(0.128394108926704*pi,0.55715030146684*pi,0.7933677412796301*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[0],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[9];\nu3(3.5*pi,3.35855723247153*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.36874499972702*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.169454643638093*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.211836480602982*pi) q[11];\nu3(3.5*pi,3.34426062256591*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(3.5*pi,3.49990588316458*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[12];\ncx q[5],q[14];\ncx q[6],q[11];\nu3(1.0*pi,0.0*pi,1.374692022986359*pi) q[9];\ncx q[10],q[16];\nu3(1.0*pi,0.0*pi,1.267416824780934*pi) q[13];\ncx q[0],q[13];\nu3(3.5*pi,3.45359022064561*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.46770536149809*pi,0.5*pi) q[4];\nu3(3.5*pi,3.4776572179822*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.42172530692776*pi) q[8];\nu3(3.5*pi,3.43016620458082*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.47758290557666*pi) q[11];\nu3(1.0*pi,0.0*pi,1.29451541360095*pi) q[12];\nu3(1.0*pi,0.0*pi,1.263194501975238*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2870055634630662*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3132887616147428*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[12];\ncx q[5],q[14];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,0.5037192395965726*pi) q[9];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,4.394071933181349*pi) q[13];\ncx q[0],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.584105998299707*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5855069153265409*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.46319601688791*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.491621842411989*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[12];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.153520150928537*pi,3.25761880244066*pi,2.1845825230905*pi) q[2];\nu3(0.304963210801318*pi,-0.11337892692213603*pi,0.758863945672758*pi) q[3];\nu3(0.242309465627071*pi,-0.4026186685863012*pi,1.275624773239724*pi) q[4];\nu3(0.631298753127423*pi,-0.136106617395235*pi,3.96187586904182*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.0725690850454833*pi,0.12218572661425897*pi,3.566568326004*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.509703639438002*pi,3.40779701253242*pi,3.42002010985805*pi) q[2];\nu3(0.525108629015292*pi,-0.392092394524814*pi,3.4725434750332*pi) q[3];\nu3(0.629922681788059*pi,3.05393663285511*pi,4.1935472486359995*pi) q[4];\nu3(0.836352751270788*pi,3.4506687216294*pi,3.31771866120927*pi) q[5];\nu3(0.533368737996657*pi,2.74194745234907*pi,3.90773395125415*pi) q[6];\nu3(0.120684988362006*pi,0.409787724369416*pi,1.012893155602258*pi) q[8];\nu3(0.251128146831082*pi,0.180359651439282*pi,1.1883510874501861*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.592904140704568*pi,1.04609338547803*pi,0.690818109210183*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.483844817154341*pi,-0.275084724180537*pi,1.471975982376952*pi) q[0];\nu3(0.564120813851193*pi,3.26776071414013*pi,4.1719812342543605*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.255066497435324*pi,0.11603571929881695*pi,0.677373524868453*pi) q[6];\nu3(0.616157746734646*pi,3.31686845828721*pi,4.48978224154018*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.425069761051509*pi,-0.22915307135754898*pi,0.9758310293595309*pi) q[10];\nu3(0.286605860567545*pi,0.08148236958190302*pi,3.79230882106664*pi) q[11];\nu3(0.806151228142198*pi,-0.0003350787260910093*pi,0.8852928117896119*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.265154859917942*pi,3.19133819363118*pi,1.0581879868199189*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.879532776555382*pi,-0.4433896867225573*pi,4.366257334519441*pi) q[0];\nu3(0.383846470011751*pi,-0.376236848413273*pi,1.63229407703647*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.118575061119037*pi,3.12167473199328*pi,0.614879849488815*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.714917047381465*pi,2.81149923831543*pi,3.22209511519567*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.690139192868515*pi,0.17465726593086195*pi,1.4856818732897938*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.72411224223021*pi,-0.33258813797917297*pi,4.344405967240791*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.32945616368512*pi,0.9941134526594599*pi,4.32983335180782*pi) q[15];\nu3(0.498755938655474*pi,2.82143145549326*pi,1.1922219934087201*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.38286121486389*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.144973528006088*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.668129217352273*pi,0.01779657324906303*pi,0.691085427856674*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.50436212777981*pi,0.27522176305688395*pi,1.10305906750651*pi) q[15];\nu3(0.23815965367107*pi,2.76966937662302*pi,1.1888188401242399*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[3],q[7];\ncx q[5],q[8];\ncx q[6],q[12];\ncx q[9],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.4578619118996*pi,0.5*pi) q[5];\nu3(3.5*pi,3.49473843358163*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5449655627269933*pi) q[7];\nu3(1.0*pi,0.0*pi,1.116583904017785*pi) q[8];\nu3(3.5*pi,3.45237438830551*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.318735187623518*pi) q[11];\nu3(1.0*pi,0.0*pi,1.295283184903681*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[1];\ncx q[2],q[13];\ncx q[3],q[7];\ncx q[4],q[15];\ncx q[5],q[8];\ncx q[6],q[12];\ncx q[9],q[11];\ncx q[14],q[16];\nu3(3.5*pi,3.43996702614197*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.3405444559575441*pi) q[1];\nu3(3.5*pi,3.43847837239911*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.49232341519962*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.42988183632614*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5986614752696795*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.42758176180514*pi) q[12];\nu3(1.0*pi,0.0*pi,1.219281816981959*pi) q[13];\nu3(3.5*pi,3.48672528639356*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.348315974320761*pi) q[15];\nu3(1.0*pi,0.0*pi,1.21646712522956*pi) q[16];\ncx q[0],q[1];\ncx q[2],q[13];\nu3(0.476926043239915*pi,-0.25279410702552596*pi,3.75643866597141*pi) q[3];\ncx q[4],q[15];\ncx q[5],q[8];\ncx q[6],q[12];\nu3(0.808643513070649*pi,0.14929555338756595*pi,3.75904688534035*pi) q[7];\ncx q[9],q[11];\ncx q[14],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.425403396766789*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.725638983342427*pi,3.04209037129756*pi,3.3509238853988*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.452284603676444*pi,2.56028684075568*pi,0.943770633081244*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.600824362326738*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.651458989313035*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.482971085251441*pi) q[16];\ncx q[0],q[1];\ncx q[2],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.821568628936883*pi,1.200706630248*pi,0.717083137063119*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.74499940078854*pi,0.07096347334311504*pi,1.4144862289132871*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.850066164878336*pi,-0.42062237654022017*pi,0.840115176089206*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.266062474389336*pi,3.34788285382166*pi,0.719118545418462*pi) q[4];\nu3(0.0678780969287624*pi,0.7376906599088*pi,0.623543574946501*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.337222446783726*pi,-0.292283395791168*pi,1.4903153544271759*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.775674468125186*pi,3.42709081504116*pi,2.9293450745827*pi) q[2];\nu3(0.646570428243835*pi,-0.4973699462578913*pi,0.912523215608193*pi) q[4];\nu3(0.299730344126429*pi,2.93256543461941*pi,1.040347579081954*pi) q[5];\nu3(0.449638646790595*pi,-0.07583315633464999*pi,4.189189345992871*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.389671662592475*pi,0.37694047511110895*pi,4.43056613609696*pi) q[11];\nu3(0.747362690967432*pi,0.58300694240518*pi,0.802099547079069*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.50376276936784*pi,3.3106236824205*pi,3.01849201623136*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.694501037975625*pi,-0.333185499486063*pi,0.5697927425290455*pi) q[6];\nu3(0.773842287513773*pi,-0.37791386495220003*pi,3.98354325974998*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.515666252217306*pi,-0.4676315672991989*pi,0.9742008828612909*pi) q[12];\nu3(0.636966930000366*pi,0.45943052187156597*pi,4.46706028296862*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.56925085692904*pi,0.38339744037769596*pi,0.805529009046432*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.605740158941815*pi,-0.14835667368530298*pi,4.26165913826804*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.285891760313153*pi,0.5991847055922901*pi,3.80473054116761*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.550153188472246*pi,-0.340928859141377*pi,3.41970800010399*pi) q[13];\nu3(0.419787537319781*pi,3.4151416610318*pi,0.779835413492976*pi) q[14];\nu3(0.608676862936618*pi,3.33690585187989*pi,2.94123010445498*pi) q[15];\nu3(0.63751970341149*pi,3.43364399592276*pi,0.5501869951751548*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.372501128775397*pi,0.56745566200825*pi,4.46392104723244*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.835243408786147*pi,2.93959625116714*pi,3.11010854932246*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.337822775631645*pi,0.78658274763449*pi,3.9406440282544*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.13039859359348*pi,3.42821575774596*pi,1.330648766021799*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.47012223179301*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3206881739193599*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[13];\nu3(3.5*pi,3.48709342036207*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.251543887965147*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.41932092922129*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43418929509499*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.294560523322517*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.44685642813842*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.393188779602099*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5367530804942761*pi) q[6];\ncx q[8],q[15];\ncx q[9],q[10];\ncx q[12],q[16];\nu3(3.5*pi,3.47136142507727*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(3.5*pi,3.44310870956458*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.4353054084983*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4999919222275295*pi) q[13];\nu3(1.0*pi,0.0*pi,1.229339896084664*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2586739818038541*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3713771282680232*pi) q[16];\ncx q[0],q[14];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5751716493795094*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45914907378939*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.178106374771889*pi,0.01230588419786205*pi,4.37991576275779*pi) q[4];\nu3(0.326332900920283*pi,2.52508014693138*pi,0.975068076436288*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.262422517797913*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.43191631891236*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.617324717725427*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.33113608047048*pi) q[16];\ncx q[0],q[14];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.693744015946187*pi,2.55549560071165*pi,3.45959925181981*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.559025497408083*pi,2.83100874380261*pi,1.2958363034708769*pi) q[6];\ncx q[8],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.478169728502932*pi,3.22117649970399*pi,4.394827253883729*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.47649517414091*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.179290281734455*pi,3.32598673362134*pi,1.54740435365787*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.534228646724649*pi,0.5388968245305801*pi,4.39537121067673*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.749653300141428*pi,0.6271549283704501*pi,1.275206850936454*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.557802393386568*pi,3.38774634979621*pi,3.50604012324185*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.726191114785806*pi,3.25429804574128*pi,4.30541512727701*pi) q[2];\nu3(0.68024550820356*pi,0.67127465653702*pi,0.7006434402059181*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.407262816981209*pi,2.6694051529784*pi,1.426108908283151*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.626471643149438*pi,-0.016576767514886015*pi,3.49384369188532*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.175795526312715*pi,3.12638373023362*pi,4.419817868223181*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.163668082048467*pi,0.23758613105956605*pi,3.70061750400572*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.747567289875854*pi,2.95087227446445*pi,3.58473912881482*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.663367235033066*pi,0.0004650700712129918*pi,0.690604118898267*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.20184674073813*pi,0.382338565187449*pi,1.0058508859443331*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.529119714336909*pi,-0.03298998405859399*pi,3.73591545214574*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.337003591134373*pi,3.35401240412384*pi,1.33506052661056*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.582212504750798*pi,3.08993669242957*pi,4.3517398736864905*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.487863990623482*pi,-0.23295506576206598*pi,1.366813214865473*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[4];\nu3(0.480648516328875*pi,0.286186861234748*pi,0.926253231643121*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.547035602766718*pi,0.97392211178404*pi,0.642151409460948*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.252102327070425*pi,-0.037584146963154985*pi,1.05945262981459*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.779605453070402*pi,-0.4373672158437675*pi,0.5047868594745711*pi) q[1];\ncx q[2],q[6];\nu3(3.5*pi,3.39955907069645*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2229871868675999*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.642800802679313*pi,0.172489331877698*pi,3.87329588735606*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.669222833277212*pi,0.53501733888663*pi,4.48579197800685*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\ncx q[0],q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(3.5*pi,3.43880828686337*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.205010140958531*pi) q[6];\nu3(0.261558589344147*pi,3.28464603168713*pi,1.434246369467353*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.425146808163669*pi,-0.21867277047345002*pi,3.82505092793202*pi) q[16];\nu3(3.5*pi,3.38117791424242*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.626845873514818*pi) q[4];\ncx q[5],q[8];\nu3(1.0*pi,0.0*pi,1.241149618502474*pi) q[7];\nu3(0.32580007687162*pi,0.468391846494857*pi,4.01197134750327*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.0429478052547049*pi,3.39826506098788*pi,1.254037987829711*pi) q[16];\ncx q[0],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(3.5*pi,3.44368830476723*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.528085149709873*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2472827467840881*pi) q[8];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,4.35019735191776*pi) q[7];\nu3(3.5*pi,3.44835481739369*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.223912965525284*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[7];\nu3(3.5*pi,3.47598184838568*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.229154886701597*pi,-0.15321188639856198*pi,1.175586503063746*pi) q[3];\nu3(0.7258544474525*pi,3.17092385165039*pi,3.92474927734155*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.712901750722981*pi) q[8];\ncx q[9],q[12];\nu3(3.5*pi,3.33214726353634*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.277515494525681*pi) q[11];\nu3(1.0*pi,0.0*pi,1.39351603967664*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.475546296776497*pi,0.30711728056011*pi,3.8113058170657*pi) q[2];\nu3(0.709720463659824*pi,3.27001230185682*pi,3.55729448688363*pi) q[3];\nu3(0.669556564162839*pi,2.69960170060391*pi,3.34605951473468*pi) q[4];\ncx q[5],q[8];\nu3(0.290066527245974*pi,0.08765306655756999*pi,0.7844401070686671*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.708230866119799*pi) q[12];\nu3(3.5*pi,3.3865908079647*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.1331318686488658*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.668468451294291*pi,0.69782551489261*pi,1.031823354094957*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.316862629307744*pi,3.34811678852345*pi,2.05379051838796*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.29968579421303*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.27241664143473*pi) q[13];\ncx q[14],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.164916097498971*pi,-0.38687382421782*pi,0.734710242781751*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.456081411960378*pi,0.6422523999187899*pi,0.5121626024339446*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.419614164498039*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.565664928006736*pi,3.32662501972142*pi,3.93034561206204*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.85201565417583*pi,-0.07173049635975998*pi,0.685741964499453*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\ncx q[14],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.630265183365796*pi,0.0577453345483*pi,4.39374847548517*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.118227394394734*pi,0.60995635604848*pi,3.92617094322964*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.324925375826444*pi,-0.49616236852012774*pi,1.018635422198096*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.531543323667033*pi,-0.15735766411358298*pi,4.02896235445402*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.461141872599836*pi,3.06422915319844*pi,1.76857444170058*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[5],q[8];\nu3(0.404659849353587*pi,3.24672984704498*pi,4.32491595763352*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0551792591848827*pi,3.05729623190488*pi,0.767547195350142*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.49411595399991*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.14484344231058*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.590059718023911*pi,-0.4060187709220248*pi,1.0409513880030241*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.796649921557895*pi,0.172181917093977*pi,4.3180228675564*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[5],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.641714304820575*pi,3.47761657052995*pi,4.13864964758357*pi) q[10];\nu3(0.272483297463901*pi,3.27129154665438*pi,1.516900579963*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,0.5471496591071089*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.230979266506908*pi,0.486295678236061*pi,0.546253759988405*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.753463907250809*pi,0.77629493724126*pi,1.2094890501971909*pi) q[14];\nu3(0.811292968021067*pi,2.65956798567579*pi,3.78668211263352*pi) q[16];\nu3(0.530078800036547*pi,0.5326998990461*pi,4.09105006440633*pi) q[1];\ncx q[5],q[8];\nu3(3.5*pi,3.40487228922863*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2248120661573099*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.251874852114449*pi,-0.24127864474994398*pi,3.83674802376844*pi) q[13];\nu3(0.31485179954098*pi,2.50008281649918*pi,1.054082873759066*pi) q[14];\nu3(0.393606322614623*pi,0.08296552389770495*pi,4.47945750063485*pi) q[16];\nu3(0.570726881439003*pi,0.67174246006209*pi,0.5030577799060872*pi) q[1];\ncx q[2],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\ncx q[7],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.822145304032376*pi,3.45856584837911*pi,3.34821935302985*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48752382106219*pi,0.5*pi) q[2];\nu3(0.551013035421052*pi,0.439612966121673*pi,3.95822046635087*pi) q[5];\nu3(3.5*pi,3.42995352706619*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.600234126380767*pi,-0.236287771654615*pi,4.33250027791628*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5524448860292946*pi) q[9];\nu3(1.0*pi,0.0*pi,1.125453709511826*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3737988517350939*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[14];\ncx q[4],q[16];\nu3(0.461197152293517*pi,0.27997276537914495*pi,3.97162818703193*pi) q[5];\ncx q[6],q[10];\ncx q[7],q[9];\nu3(0.555533616112514*pi,-0.385262673251978*pi,4.20606816968321*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.45354823873163*pi,0.5*pi) q[3];\nu3(3.5*pi,3.41651309021133*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5857224891808928*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3168884367133895*pi) q[12];\nu3(1.0*pi,0.0*pi,1.271994765430136*pi) q[14];\nu3(1.0*pi,0.0*pi,1.291029484137123*pi) q[16];\nu3(3.5*pi,3.47926718011471*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[14];\ncx q[4],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(0.642994354344743*pi,0.18098422917395696*pi,1.343066662406361*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.47659211530511*pi,0.047531001682148966*pi,4.44961577983233*pi) q[9];\nu3(1.0*pi,0.0*pi,1.207190481827987*pi) q[13];\ncx q[0],q[13];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.83540028677795*pi,-0.28989798428238*pi,3.39435533868973*pi) q[7];\nu3(0.593414490126674*pi,1.08861996414332*pi,0.9102078853724169*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45915524734264*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5030735293750151*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47040431090855*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\ncx q[4],q[16];\nu3(0.349730968517349*pi,-0.19031140459893697*pi,1.1928380322442331*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.524175880035613*pi,0.8391123570013901*pi,0.845287703919489*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.33532293269241*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2402498021529569*pi) q[15];\ncx q[0],q[13];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.210758169827293*pi,0.14384970749664605*pi,1.1742354255576921*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.223211282513836*pi,3.13360712200707*pi,1.247547427579262*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.697517894481689*pi,-0.182153955782818*pi,1.174753657683451*pi) q[4];\nu3(3.5*pi,3.24132467018685*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.1510591923983688*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5241134253451287*pi) q[15];\nu3(0.454144198068757*pi,-0.4991691017982923*pi,1.6449480704254*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.579966912738815*pi,2.6805391179841*pi,3.88065392893552*pi) q[4];\ncx q[5],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.551408875635334*pi,3.15440257969617*pi,2.98845983983649*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.474715920575219*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.897703131104137*pi,-0.07481001213925098*pi,0.627371928437664*pi) q[2];\nu3(0.772055578908554*pi,0.40753942354390205*pi,3.96522863785633*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.30014186903066*pi,1.06405030026909*pi,4.26387589602326*pi) q[1];\nu3(0.394962957333566*pi,-0.394103025506931*pi,1.55595703678604*pi) q[2];\nu3(0.784146226013306*pi,3.14323738560739*pi,3.36639330885566*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.619525406119417*pi,-0.08333671408367099*pi,1.2701417056112971*pi) q[0];\nu3(0.745877398709557*pi,0.88793048683696*pi,0.719681080873471*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.499968178077241*pi,2.95970616758802*pi,3.53248492462618*pi) q[12];\nu3(0.396354159969051*pi,-0.334825530170688*pi,1.198389002903864*pi) q[13];\nu3(0.237829377435435*pi,3.0554184084159*pi,1.74930405212327*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.506044293948188*pi,0.10200006938049*pi,4.36462751359845*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.865173981023283*pi,-0.301322762533277*pi,3.45272745534612*pi) q[12];\nu3(0.152150825036812*pi,3.34996788533169*pi,4.15573952860254*pi) q[13];\nu3(0.442291383061065*pi,0.27172604023063396*pi,4.3516449248421*pi) q[14];\nu3(0.182762070515256*pi,-0.49907072000861746*pi,4.19171490651715*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.827887379782606*pi,3.1803767956934*pi,3.93483547509844*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.476953050360137*pi,-0.12464888804281699*pi,4.22053553147553*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.406651590212248*pi,-0.327423397670768*pi,1.155489912195243*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[16];\nu3(3.5*pi,3.31723181702066*pi,0.5*pi) q[1];\nu3(3.5*pi,3.47990644227102*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(1.0*pi,0.0*pi,1.397118905607842*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.174903266907744*pi) q[6];\ncx q[7],q[15];\nu3(0.475054644193792*pi,-0.14827321604577898*pi,0.780479304054343*pi) q[9];\ncx q[10],q[12];\ncx q[11],q[13];\nu3(3.5*pi,3.48732733771848*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[4];\nu3(3.5*pi,3.48921900679695*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.35327433160012*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2894116582454789*pi) q[8];\nu3(0.386268176547025*pi,2.73155166298062*pi,0.919140893772063*pi) q[9];\nu3(3.5*pi,3.44513836632873*pi,0.5*pi) q[10];\nu3(3.5*pi,3.36343109889491*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2090470648109242*pi) q[12];\nu3(1.0*pi,0.0*pi,1.230663652397596*pi) q[13];\nu3(1.0*pi,0.0*pi,1.161160214753155*pi) q[15];\nu3(1.0*pi,0.0*pi,1.290430538853816*pi) q[16];\ncx q[0],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,0.5767608281113844*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5279552569802508*pi) q[6];\ncx q[7],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\ncx q[11],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.40253207386885*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.46911050541479*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.3717952639762*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5406280147426981*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.766798994125717*pi) q[16];\ncx q[0],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[15];\ncx q[10],q[12];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.197030778384185*pi,-0.10508671247533502*pi,1.165939319968479*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.192681634841763*pi,2.71255478472342*pi,1.143661959627638*pi) q[1];\nu3(0.458675772675872*pi,0.16566491171680298*pi,4.29888538021264*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.326131366438239*pi,3.14697029742451*pi,0.9569725120478629*pi) q[4];\nu3(0.705832512802536*pi,0.5619693913005299*pi,0.5289372581973452*pi) q[6];\nu3(0.178530491486084*pi,-0.378106445914061*pi,1.0788868816013961*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.498174524995542*pi,-0.333752228923316*pi,4.41495596236156*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.447864341929693*pi,-0.4448240170552883*pi,1.6278228259552*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.340952065650262*pi,-0.462526312035994*pi,1.87138610022121*pi) q[4];\nu3(0.638227897725579*pi,3.39024990296847*pi,3.54050404712316*pi) q[6];\nu3(0.524908584863023*pi,-0.47222614317819067*pi,4.07664854994861*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.204209086856994*pi,1.0569492606085*pi,4.281863292601329*pi) q[15];\nu3(0.797726284023305*pi,0.05457179846442295*pi,0.6115228997839051*pi) q[16];\nu3(0.382561112079052*pi,-0.354444663256554*pi,4.43412745661416*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.580858399881866*pi,0.275830677284872*pi,4.09729388223238*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.389244980765121*pi,2.66507078835806*pi,1.465738284148757*pi) q[15];\nu3(0.704178979918816*pi,3.23537149661303*pi,4.16053178778076*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.287794497049619*pi,0.99600213638888*pi,4.14384574757569*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.260173660813712*pi,0.15474328798123804*pi,3.59942895210646*pi) q[10];\nu3(0.570146607830944*pi,0.55139091863959*pi,4.26826405032285*pi) q[11];\nu3(0.405600264729356*pi,-0.4788735566505935*pi,4.07998393833699*pi) q[12];\nu3(0.154868951082813*pi,0.8108053629577701*pi,4.04070397199629*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.45966509240946*pi,0.20829252194735504*pi,1.197874577872121*pi) q[8];\nu3(0.546094148686096*pi,2.84718521813358*pi,4.01349056098643*pi) q[10];\nu3(0.10215863227452*pi,-0.18552302673277998*pi,0.647145863694822*pi) q[11];\nu3(0.623529647318277*pi,-0.08127230291043602*pi,1.279602647648008*pi) q[12];\nu3(0.625393192982882*pi,3.34223190027677*pi,3.97095925719743*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[16];\nu3(3.5*pi,3.44535685287292*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.311348470804909*pi) q[6];\nu3(0.46364973316738*pi,0.004055285285072041*pi,0.990570743640375*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.42172829463797*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.204128801630746*pi) q[2];\nu3(3.5*pi,3.43504653008761*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.275131454851175*pi) q[16];\ncx q[0],q[10];\ncx q[1],q[2];\ncx q[3],q[13];\ncx q[4],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5600622189783859*pi) q[6];\ncx q[7],q[8];\ncx q[11],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.37034554998696*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,0.606882061867234*pi) q[2];\nu3(3.5*pi,3.44703508801481*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[6];\nu3(3.5*pi,3.28751502274329*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.224860398860732*pi) q[8];\nu3(1.0*pi,0.0*pi,1.217811955745979*pi) q[10];\nu3(3.5*pi,3.4763691302281*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.305982230286331*pi) q[13];\nu3(1.0*pi,0.0*pi,1.283340176655196*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5612179686426486*pi) q[16];\ncx q[0],q[10];\ncx q[1],q[2];\ncx q[3],q[13];\ncx q[4],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[8];\ncx q[11],q[14];\ncx q[12],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.611251541680438*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4604279128940405*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(3.5*pi,3.38118100532303*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47814926187711*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5562302061300765*pi) q[14];\nu3(1.0*pi,0.0*pi,1.28217539571892*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\nu3(0.895213326469894*pi,0.426804491054519*pi,4.0646091845510295*pi) q[4];\nu3(0.0128897936592237*pi,3.0942553534516*pi,1.4547722258919031*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[8];\ncx q[11],q[14];\ncx q[12],q[15];\nu3(0.593374139751478*pi,0.48860803031448496*pi,4.338347209387059*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.362813169764609*pi,2.31178440327286*pi,1.223122925849295*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.520821888730078*pi,2.84349666373627*pi,3.7853728306954*pi) q[4];\nu3(0.730917827791867*pi,-0.17962029037216198*pi,0.9202354592061319*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.46140942406663*pi) q[15];\nu3(0.595616473563725*pi,2.91642050986269*pi,3.56145329833775*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.847623890487837*pi,0.13107184166206898*pi,0.840456043847684*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.73186222945602*pi,-0.021435153779388982*pi,0.698159161122299*pi) q[6];\nu3(0.671356224018945*pi,-0.4334819025880921*pi,3.23496821398203*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.923413621178426*pi,3.23703732224381*pi,2.8864586903325*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.611801277545597*pi,2.8283370179867*pi,3.57865681561277*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.160333717548062*pi,-0.29005675662880204*pi,3.92573040891935*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.678350382040018*pi,3.03789831291961*pi,3.19845021176754*pi) q[6];\nu3(0.511996061971953*pi,3.48953136694208*pi,3.69924124807888*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.452075175631668*pi,0.73584727800316*pi,0.5080802282738457*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.326064047198506*pi,3.25106806626916*pi,0.601535316289974*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.3028958369654*pi,-0.4480743642713997*pi,1.86913502843608*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.342079232806662*pi,-0.013970738019373985*pi,4.21048829948347*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.813788714841891*pi,-0.11093780785671897*pi,4.243773825425221*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.629184511093533*pi,0.18710746380238297*pi,0.881651744115056*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.673373600404852*pi,3.41935895947254*pi,3.390594304608*pi) q[3];\ncx q[4],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.484306583457763*pi,2.95364399471489*pi,3.66590538597693*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.347311903575039*pi,3.14480143013606*pi,1.189337172823*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.328359653230298*pi,-0.278227248059723*pi,0.6829142379932169*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.294200788900855*pi,0.11781054412845005*pi,3.86175936475917*pi) q[3];\nu3(3.5*pi,3.4621882859515*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.241147704240533*pi) q[9];\nu3(0.741785734107262*pi,0.5391806682089*pi,4.07104184889642*pi) q[10];\nu3(0.536088988951251*pi,0.280433251433137*pi,4.4008104582828*pi) q[12];\nu3(0.126042467630508*pi,0.441154205612606*pi,0.964940985899823*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.777899476824612*pi,-0.09638037723557502*pi,4.01846801015229*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.49874127587889*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(1.0*pi,0.0*pi,1.375445807552399*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.42295678188421*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.649735518801725*pi,0.118162244006765*pi,0.616301491345705*pi) q[15];\ncx q[1],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(3.5*pi,3.42586516397906*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.369728999632535*pi) q[8];\ncx q[10],q[14];\ncx q[11],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.417052974477419*pi,-0.111053512204917*pi,3.74871290535514*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,0.5960191890497049*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.46829629473315*pi,0.5*pi) q[10];\nu3(3.5*pi,3.39877217964814*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.269476097869634*pi) q[13];\nu3(1.0*pi,0.0*pi,1.259946076135922*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[1],q[6];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4441613365523605*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\ncx q[11],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(3.5*pi,3.40550671307802*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.307391342784795*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,4.40996093043819*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.38987042197421*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41502563628796*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\ncx q[11],q[13];\nu3(3.5*pi,3.41740851231794*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.167872464680827*pi) q[15];\nu3(1.0*pi,0.0*pi,1.356070662284447*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.286669609064577*pi,2.8329375760878*pi,0.677968444992775*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4726851492128805*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.847621031186393*pi,3.11374566451563*pi,4.38451534001818*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.661097084001271*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.368887762537939*pi) q[16];\nu3(0.654121510210708*pi,3.45027336883828*pi,0.5179869016710609*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.381485649478352*pi,3.45319560403695*pi,1.57087491631736*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.300479526199376*pi,3.13188837157894*pi,1.79406261007822*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.533354385688383*pi,2.73075411826607*pi,3.91014064972605*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.217860223559949*pi,0.7237779382635701*pi,0.5166022222744424*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.570273870658429*pi,0.337189725590036*pi,4.45598111743175*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.63768807551371*pi,-0.099038756887533*pi,3.9955516179235*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.688225561112157*pi,0.55191375447428*pi,0.728910458025637*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.349568977794717*pi,0.56103798750889*pi,0.723554080234014*pi) q[5];\nu3(0.575721698160628*pi,0.07400537449612699*pi,0.815135366201899*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.572319497082143*pi,3.23860898728495*pi,3.14829559546354*pi) q[10];\nu3(0.419205444196936*pi,2.56729323729978*pi,1.361002617777321*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.34153025497544*pi,-0.18909360837643402*pi,4.20362696848755*pi) q[13];\nu3(0.339228052058624*pi,0.49356280168725697*pi,3.77015769718078*pi) q[14];\nu3(0.747669934059943*pi,3.1555105536134*pi,0.628473112351364*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.570591894013221*pi,-0.232359135411357*pi,3.34657563842873*pi) q[3];\ncx q[4],q[9];\nu3(0.482556661265872*pi,-0.205882681922748*pi,0.61053996218909*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.717257594115518*pi,3.00884894380142*pi,3.83564644639253*pi) q[10];\nu3(0.501345006030835*pi,0.286133381633763*pi,4.391598938678079*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.629282121856848*pi,2.92976674460572*pi,3.92592297208906*pi) q[13];\nu3(0.647236559527011*pi,2.85847502792287*pi,3.38000645206357*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.37356659091314*pi,2.7914861122866*pi,1.3650682870490431*pi) q[3];\nu3(3.5*pi,3.3666071732674*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.256182316334556*pi,1.08492260958919*pi,4.333674611758401*pi) q[8];\nu3(1.0*pi,0.0*pi,1.211545879424865*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.335793017486589*pi,-0.22457449224320902*pi,1.56519701363068*pi) q[7];\nu3(0.343980987134158*pi,0.040479973743009046*pi,4.495658478223341*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.43466283081578*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(1.0*pi,0.0*pi,1.325048439690319*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.389563434485955*pi,3.46640081607856*pi,1.159554118025149*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.46248918657522*pi) q[9];\nu3(0.347713958516041*pi,-0.34528102999044696*pi,4.26169190695094*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\ncx q[0],q[2];\nu3(3.5*pi,3.4701804035424*pi,0.5*pi) q[1];\ncx q[4],q[9];\ncx q[5],q[14];\ncx q[6],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.241516673496044*pi) q[11];\nu3(0.59915377296455*pi,3.39252830899707*pi,3.91439751231763*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,4.25430824546421*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.35817499710716*pi,0.5*pi) q[5];\nu3(3.5*pi,3.46360326389165*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.336647913012912*pi) q[13];\nu3(1.0*pi,0.0*pi,1.257595338104589*pi) q[14];\nu3(0.346796442976682*pi,3.34617943083808*pi,4.2717282091786295*pi) q[16];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\ncx q[6],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.44225174568413*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.831055076444948*pi,3.3026539071162*pi,2.86377705719849*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.44665843794363*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2136247997606149*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,4.400567252782*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.47023313138061*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.40070253830645*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.234948286009372*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5706390713952019*pi) q[7];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.549751599055867*pi,0.070335717242339*pi,3.86108752827141*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.47825466876909*pi,0.5*pi) q[8];\nu3(0.185256861561121*pi,-0.4487885568873925*pi,4.02738689239801*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5608076212498423*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3403371123172971*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.204887475219279*pi,0.85876101663624*pi,4.076852148030531*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.388134382005016*pi,3.20224963873183*pi,0.678007078088805*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.826484001336662*pi,-0.32748733687237996*pi,3.33046463028046*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.494800360899063*pi,-0.4603510368507892*pi,3.96223048077989*pi) q[2];\nu3(0.0587185527142727*pi,1.09688387616241*pi,4.297040182893911*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.515551359875149*pi,-0.4183923761307844*pi,1.131763608538635*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.552611767324072*pi,-0.23662771272504401*pi,1.188578260120724*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.700601277077726*pi) q[16];\nu3(0.466794699591335*pi,0.7390126804991*pi,4.02894781854595*pi) q[0];\nu3(0.53699013679683*pi,3.07370758505952*pi,3.40346808460606*pi) q[1];\nu3(0.875761588175324*pi,2.74925546587379*pi,3.80453425083257*pi) q[2];\nu3(0.764417754513105*pi,-0.323074080560167*pi,3.87831246547203*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.70593302144271*pi,-0.11933578699009201*pi,3.43531507009147*pi) q[5];\nu3(0.0728354877231139*pi,-0.127270398936635*pi,0.95267075867856*pi) q[6];\nu3(0.336079115198408*pi,-0.4070762430144756*pi,1.41619565539632*pi) q[7];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.309194100310046*pi,0.364986697956749*pi,4.30844359181851*pi) q[11];\nu3(0.546613682595919*pi,0.57924108190418*pi,0.5265027653034071*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.597121164658549*pi,0.70946917008834*pi,4.21167197284034*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.738499940455802*pi,2.8556067703094*pi,4.25871178614149*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.701049854155668*pi,-0.446526481224292*pi,3.05542898158785*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.551038076895001*pi,-0.296607648169249*pi,3.51225515405779*pi) q[11];\nu3(0.361832297086674*pi,-0.4087817323957216*pi,0.76507016917135*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5042986569106*pi,-0.4107380410423416*pi,4.09782821461085*pi) q[14];\nu3(0.670599220725176*pi,3.18874559530793*pi,3.22417716213647*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.596183684278436*pi,0.74113253711771*pi,4.30565795350701*pi) q[13];\nu3(0.689806902267729*pi,3.3233460200228*pi,0.694552352910451*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.291952106080597*pi,2.62591986023181*pi,1.60470394478749*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.382199904937848*pi,0.7806954291675201*pi,4.09361819718035*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.79085948880633*pi,3.46795166403987*pi,4.20692683059772*pi) q[8];\ncx q[10],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.44954630137592*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.27004288213623*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.3047737615540171*pi) q[6];\ncx q[7],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.40645584460636*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.15869775791436*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1871628800007281*pi) q[15];\nu3(0.197319161936267*pi,2.80286371861175*pi,0.8609431294984671*pi) q[16];\ncx q[0],q[6];\ncx q[1],q[14];\ncx q[2],q[15];\ncx q[4],q[13];\nu3(3.5*pi,3.4872305120598*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.1235995481983418*pi) q[9];\ncx q[10],q[12];\nu3(0.842482781936542*pi,-0.26991639236460196*pi,3.69068944104846*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41253095465145*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.46286550904389*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,0.669813619708612*pi) q[6];\ncx q[7],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5021751011590463*pi) q[12];\nu3(1.0*pi,0.0*pi,1.331461682554361*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2475369310266808*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.44552346231535*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[6];\ncx q[1],q[14];\ncx q[2],q[15];\ncx q[4],q[13];\nu3(3.5*pi,3.40169901886357*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.290772597174099*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5557093265251636*pi) q[9];\ncx q[10],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.394199784823551*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.393590120579081*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.584401003117424*pi,3.36227574847148*pi,4.499289995704141*pi) q[0];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.262900649295364*pi,3.01615561064166*pi,1.59244463402564*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.398216241046271*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.800607923931022*pi,-0.4998073889706856*pi,3.26203745808054*pi) q[10];\nu3(3.5*pi,3.4282393865913*pi,0.5*pi) q[11];\nu3(0.57872156127354*pi,3.13239805849118*pi,3.32362101758763*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.224534671346467*pi) q[16];\nu3(0.69982731324052*pi,-0.086907996521003*pi,3.67692829083926*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\nu3(0.716670531393247*pi,3.28627708117121*pi,3.08815473661458*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.22965455258458*pi,3.32662902017183*pi,4.21731656714949*pi) q[10];\ncx q[11],q[16];\nu3(0.847749364897722*pi,0.16993289499910202*pi,0.755310986214403*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.343243127434668*pi,-0.36496902781999696*pi,1.390050441309995*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.816101733795099*pi,2.82927463103196*pi,3.35551674884498*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5301509249624834*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.526959674880708*pi,3.12053002244995*pi,3.01012995900456*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.979797992393855*pi,0.243868783206576*pi,4.13174768337649*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0723136658455996*pi,3.3384103968934*pi,1.56382985142495*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.75851072020626*pi,0.404486966321562*pi,0.9311209473957209*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[10];\nu3(0.554327631293648*pi,-0.10530069106935502*pi,0.946598156474202*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.47505513802432*pi,0.5*pi) q[3];\nu3(0.681661562194677*pi,-0.05120583292687397*pi,3.61410162076439*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.337534310030406*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.302920562035915*pi,1.07961809711483*pi,4.262599489196*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.26055926343731*pi,3.40445042601424*pi,4.250151938711371*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.30773489815165*pi,0.5*pi) q[0];\nu3(0.272925043933231*pi,3.42262708166645*pi,1.4747605377978679*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.297616942876224*pi,0.084379351571098*pi,3.59295861475518*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.140576875396047*pi) q[10];\nu3(0.228147494073216*pi,-0.37507407460694997*pi,1.63896070489024*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.228606719495931*pi,3.39636089694637*pi,4.25192475007298*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.39016107260853*pi) q[6];\nu3(0.697889749249636*pi,-0.4981172824133152*pi,3.67882825473029*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.716578690208235*pi,0.9813015878553599*pi,0.9124339354768141*pi) q[11];\nu3(0.538064361923403*pi,0.7272425299068299*pi,0.924983346452143*pi) q[13];\nu3(0.110150367935196*pi,3.37686737692806*pi,1.89874427342094*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.500137590906847*pi,-0.025972918237126996*pi,4.20403774854611*pi) q[5];\ncx q[7],q[9];\nu3(0.354876813249945*pi,-0.490942146849254*pi,1.63514477508915*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.450719002390899*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[15];\nu3(0.693406238019886*pi,-0.16538304419954097*pi,4.02801038004684*pi) q[13];\nu3(0.408867195026244*pi,-0.133329574652009*pi,4.4690414935407095*pi) q[14];\nu3(0.457000231849771*pi,3.29973727517098*pi,1.70672154544906*pi) q[16];\ncx q[0],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.49681426518383*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.232671001733433*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.44221737336544*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.202217090516101*pi) q[15];\nu3(0.198292109712177*pi,0.42830200152599396*pi,0.910350209433562*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[14];\nu3(3.5*pi,3.42027986343383*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.4895958098451*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.23560414649755*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,4.48700285987901*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.48365983931892*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.40040094542918*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.235363518847862*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[15];\nu3(3.5*pi,3.21915076869611*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2480255862311909*pi) q[14];\nu3(1.0*pi,0.0*pi,1.192995541733457*pi) q[16];\nu3(0.0891468751087355*pi,3.01507764374449*pi,1.61466737216163*pi) q[0];\ncx q[1],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.636284718117625*pi,0.10323650318118605*pi,1.52741418992916*pi) q[3];\ncx q[4],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4129378582707695*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.728900975331568*pi,0.25405659121259005*pi,0.840715478141827*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.834603849716047*pi,-0.35921291560338*pi,3.20880405497476*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.584433797652459*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.41088370743058*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5832997104474891*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\ncx q[4],q[5];\nu3(0.924472794088182*pi,3.18027498078189*pi,3.69225090175378*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.823303533151579*pi,0.88102667521579*pi,0.737739536005248*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.484038418379819*pi,0.9724948505741899*pi,0.607415218618544*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.10310345578557*pi,0.15409935365680905*pi,3.96383824368959*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.60854645010728*pi,-0.06298770615522098*pi,3.69953951680546*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.140553085246198*pi,2.75448185612847*pi,0.923647867352402*pi) q[7];\nu3(0.060512782451898*pi,0.35559470551266104*pi,1.00124903052348*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.437001074668335*pi,2.57435284566614*pi,1.1344618772139858*pi) q[12];\nu3(0.350367730218029*pi,0.05302839105797397*pi,0.834917593288306*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.747763871395094*pi,0.36520710880916996*pi,4.27422853626004*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.558009359126841*pi,2.86692697348743*pi,3.49605723122522*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.379290570261698*pi,-0.4534224620898805*pi,4.47156190137164*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.881563059284036*pi,0.8672372310087999*pi,1.028675471009548*pi) q[7];\nu3(0.427836910199011*pi,3.0879279103421*pi,1.1503009564730489*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.475353537103711*pi,-0.340584632741523*pi,4.47062021525422*pi) q[12];\nu3(0.374828711835062*pi,0.28792436763879004*pi,0.83619999807769*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.550261800060163*pi,3.47957162981113*pi,0.5964737445089112*pi) q[15];\nu3(0.828064507072438*pi,0.60387458814065*pi,0.869071042586015*pi) q[16];\nu3(0.459092068308624*pi,2.68525639775019*pi,1.253021175993787*pi) q[1];\nu3(0.390818448398493*pi,-0.34280716144162804*pi,0.775236351288086*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.288538756830882*pi,2.46372150171281*pi,1.072566742289741*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.717953315241078*pi,-0.007069556124964016*pi,0.6875478562028849*pi) q[16];\nu3(0.330597594534469*pi,3.16189419234403*pi,1.74129953300734*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.688051432650933*pi,3.36867177677781*pi,0.614916309234001*pi) q[5];\ncx q[6],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.809350648572373*pi,0.50445424168602*pi,1.285491708565356*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.46738061692226*pi,0.5*pi) q[6];\ncx q[8],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.1386439716531411*pi) q[10];\nu3(0.363869484483892*pi,0.01718451776588803*pi,0.610621323400037*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.668151541776282*pi,0.6119416357326399*pi,0.913044222680301*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[10];\nu3(3.5*pi,3.35315680519674*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.287278551799691*pi,2.59708057456106*pi,1.124925701273194*pi) q[14];\nu3(1.0*pi,0.0*pi,1.13019361146295*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,0.5217715852667815*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[13],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[7];\ncx q[5],q[12];\ncx q[6],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.46079070059415*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.0609080220814961*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5182081895747674*pi) q[16];\ncx q[1],q[4];\nu3(3.5*pi,3.49927644291538*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(3.5*pi,3.25924767749636*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.254904454965561*pi) q[7];\ncx q[8],q[16];\ncx q[9],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.184095553295883*pi) q[12];\ncx q[13],q[15];\nu3(3.5*pi,3.40900157564183*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(3.5*pi,3.38472652164272*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.293897738136845*pi) q[4];\ncx q[5],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.42879880604188*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3701232394415*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2443183010606491*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5580894465037578*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.197005546896818*pi,0.01633983556316998*pi,4.3967936008088095*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5731928962380719*pi) q[7];\nu3(0.365025910438878*pi,0.454962169289974*pi,3.79969864555946*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5094008662053797*pi) q[12];\ncx q[13],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5232195671747895*pi) q[4];\ncx q[5],q[12];\nu3(0.921891947751877*pi,3.08237497761209*pi,4.27146667037076*pi) q[6];\nu3(0.117254434559887*pi,0.383538934313738*pi,3.39645314937058*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.25323962280446*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4560541898630195*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\nu3(0.270761534240692*pi,0.58530443802322*pi,3.60396627253264*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.825876130251123*pi,0.019999617125336044*pi,4.1673294470139695*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.488691363974238*pi,3.43336496179244*pi,4.15210011751746*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.813157893519892*pi,3.19962242824827*pi,4.11798275965484*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.177045807271922*pi,-0.4443191537312561*pi,1.309917368499819*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.613323946728783*pi,0.08293371756235901*pi,0.736130969995441*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.149596082739286*pi,0.174416587245263*pi,4.02110144983827*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.519605561331908*pi,3.16452184652202*pi,1.67975335298934*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.421335505772228*pi,3.47523082085506*pi,0.6647104587011889*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.74287182477045*pi,0.413448472585338*pi,4.01599642199713*pi) q[1];\nu3(0.811530428217679*pi,0.45924925529931304*pi,0.603953662086401*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.799825357038718*pi,0.9273737758788501*pi,0.7834294345353561*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.814285581096059*pi,3.43774661887378*pi,3.81394515696435*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\nu3(0.530628749712693*pi,3.34671231659306*pi,3.33823171079384*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.358188939895692*pi,2.76156976245133*pi,1.6393697064037*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.66108803427392*pi,0.157789761986593*pi,4.139702653891121*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.608330156301755*pi,2.28401383639017*pi,3.74347870389416*pi) q[15];\nu3(3.5*pi,3.40906708827353*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.305965874027841*pi,-0.39162446771869097*pi,1.64449757429881*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.687391574996814*pi,-0.326746303044547*pi,3.87564165243237*pi) q[7];\nu3(0.481472478717955*pi,3.45155186731687*pi,3.0999660281717*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3264429000322409*pi) q[16];\ncx q[0],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.341137077234251*pi,-0.137744450077958*pi,0.75892385743653*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.868051178823239*pi,3.21287549115925*pi,4.3124352955814995*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.537905183479457*pi,-0.194078872530066*pi,1.078178768175172*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.322845792487383*pi,-0.04081661051844898*pi,4.06254173960082*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5533572749025492*pi) q[16];\ncx q[0],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(0.729632909079645*pi,0.23097842195997198*pi,1.1063704220924802*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.47439739319097*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.0*pi,0.0*pi,1.349932109122522*pi) q[13];\nu3(0.757402915860459*pi,-0.4036437072237294*pi,0.680840325503933*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.3774623424868*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\ncx q[5],q[13];\ncx q[6],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.404289768685603*pi,0.61678257473774*pi,4.46862676418991*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2965225901300639*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.871998798704487*pi,-0.4047193218434282*pi,1.083867402011043*pi) q[0];\ncx q[2],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.48940338059902*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.43707401214788*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.209264591989841*pi) q[9];\nu3(1.0*pi,0.0*pi,1.125050573915571*pi) q[10];\nu3(0.693568211358221*pi,3.20773513052455*pi,3.35289572696995*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.608453713649844*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.152508396952002*pi,2.93019601656567*pi,1.54596587770279*pi) q[16];\nu3(0.264669265825675*pi,0.14517806381199205*pi,4.08382612364069*pi) q[0];\ncx q[1],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[10];\ncx q[5],q[13];\ncx q[6],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.41919710375041*pi) q[15];\nu3(0.651930672242993*pi,2.62960141602783*pi,3.41902256613084*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40563060692426*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(3.5*pi,3.33622054084366*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4701684608349606*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.38047640938074*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.164953879192641*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.28993317734749*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\ncx q[4],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.180481355809856*pi,3.22437369381343*pi,1.83962237680341*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.48997564148153*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.315163594676449*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49114241399521*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.64110178931508*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.537559038364364*pi,3.38441515418287*pi,4.09583960745751*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5621087037823833*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.185776975756869*pi,2.36166246778325*pi,1.1604442830602228*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.313472519545357*pi,3.02110561722195*pi,1.1690119653237279*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.174449867829229*pi,3.28898296454388*pi,1.357465547308971*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.700434915890962*pi,-0.24744526553540602*pi,1.141031150033819*pi) q[1];\nu3(0.595361936234869*pi,-0.03234334154118601*pi,1.07726433503612*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.453278460642929*pi,2.95089586810226*pi,1.88664726968013*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.470247154780464*pi,0.44484841709467904*pi,4.07468809597113*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.405534652854897*pi,0.6918700643884499*pi,4.45806943543415*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.550309530950972*pi,0.056520336725863984*pi,3.92666692390472*pi) q[9];\nu3(0.381437790938135*pi,0.005290687743268019*pi,3.81914027679372*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.436359083157727*pi,2.86040929174872*pi,0.840174314917986*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.745655590759938*pi,-0.4180163729478575*pi,3.85582587546273*pi) q[3];\nu3(0.431475392404548*pi,2.99266817108807*pi,0.656071324880671*pi) q[4];\nu3(0.90249737698354*pi,-0.06849457325883901*pi,0.989235473645944*pi) q[6];\nu3(0.211407205008511*pi,3.18678532992052*pi,4.45377358762103*pi) q[7];\nu3(0.34264018295063*pi,-0.08521320264259502*pi,3.94982410972658*pi) q[9];\nu3(0.794242297928062*pi,-0.04450068065019103*pi,4.33128493776119*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.136241348233482*pi,2.58959423388005*pi,0.973296690762621*pi) q[14];\nu3(0.838413649204447*pi,-0.37286977740885197*pi,4.44239307822144*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.704834065977071*pi,0.05463641747440695*pi,4.3364769967283*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.175396985347153*pi,-0.206898674713468*pi,4.1748467096510105*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.487822849022891*pi,0.30710235491246396*pi,3.68410696836851*pi) q[12];\nu3(0.094909253068177*pi,3.21562566833271*pi,4.39479020332616*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.532458827541795*pi,0.020513062056090048*pi,1.39084664959394*pi) q[11];\nu3(0.840294837759979*pi,3.06762953114837*pi,3.96473204904805*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.35549388764124*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.271191855112757*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.402320699403439*pi,2.94672817811257*pi,1.1079153936832449*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[1],q[7];\nu3(3.5*pi,3.40350082772554*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,3.4196378946241*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48249508427918*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2981268909724522*pi) q[6];\ncx q[8],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3029915934845309*pi) q[15];\nu3(1.0*pi,0.0*pi,1.251111458602242*pi) q[16];\nu3(3.5*pi,3.47622340199279*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(3.5*pi,3.34529511348611*pi,0.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[6];\nu3(1.0*pi,0.0*pi,1.1871372286889121*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5880732690969488*pi) q[9];\ncx q[10],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.202421324036991*pi) q[14];\ncx q[0],q[11];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.43903516250971*pi) q[6];\ncx q[8],q[9];\nu3(3.5*pi,3.42505229560744*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3302711478456049*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47232710195212*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5382572460745396*pi) q[16];\nu3(3.5*pi,3.38799358917298*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[6];\nu3(0.0*pi,-0.5*pi,4.387317087205259*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.272556969871879*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.585094711056469*pi) q[14];\ncx q[0],q[11];\ncx q[1],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.4353925407685395*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.767788649078756*pi,-0.057911815794043975*pi,4.1054079098197*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.821851063128977*pi,-0.029211131329264006*pi,3.55626968103283*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,0.5014857903795362*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.655574045356203*pi,-0.230911681244729*pi,4.03756600335948*pi) q[16];\ncx q[0],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.60535904166215*pi,2.90596212451487*pi,3.95051950065922*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.324344539199497*pi,1.01078572810857*pi,4.2542065706991306*pi) q[8];\nu3(0.372282901882253*pi,0.6704357080899299*pi,0.736969149317978*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.617954586594441*pi,0.023450302583509997*pi,4.41685825962998*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.468542357372131*pi,-0.4857917409516627*pi,0.5049588386865245*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.317616030263584*pi,3.29601851689359*pi,0.5498475272725063*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.584629785689291*pi,0.5051777383687599*pi,1.421117411242695*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.443844346075443*pi,3.32960341187547*pi,1.028861192337501*pi) q[2];\nu3(0.966271292472676*pi,3.41382408893976*pi,3.36352968205348*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.834560006979368*pi,0.487496092334059*pi,4.09354735429259*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.661359001532308*pi,0.78852925165053*pi,1.045760549470709*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.788834421155001*pi,2.81224179811602*pi,4.29410141953287*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.377832092533669*pi,-0.05273870537425501*pi,0.5467546901221382*pi) q[0];\nu3(0.516264225061262*pi,0.34646310387825696*pi,4.27106864557575*pi) q[1];\nu3(0.145662639409626*pi,-0.13301538573535798*pi,0.5541776792406768*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.297801246671222*pi,-0.217807633200101*pi,1.199365325151426*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.288949010984267*pi,0.06311558894470803*pi,1.3024772944454939*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.533078952835518*pi,-0.10062133044131799*pi,1.141361585208343*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.270957504979841*pi,3.38428625921223*pi,1.01061388460306*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.824373873530632*pi,-0.19372635783409697*pi,0.5518691406194415*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.279187064681454*pi,2.36182712987947*pi,1.13934131517547*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0770775912031637*pi,0.34603258009953897*pi,3.65933319374831*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.795301571057092*pi,0.016543613143286007*pi,3.89078581716397*pi) q[6];\nu3(0.669596920001777*pi,-0.08625825635303702*pi,3.54925758929126*pi) q[7];\nu3(0.332020155481144*pi,3.47887481013288*pi,4.23734800653002*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.619233567187804*pi,0.8396275664153099*pi,4.42862008296048*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.543750552001989*pi,0.7194093535242301*pi,4.20220145703575*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.460126601994108*pi,0.234620589267575*pi,3.55334031805739*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.47488098934162*pi,0.5*pi) q[2];\nu3(3.5*pi,3.33995710248496*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.300623309432423*pi) q[11];\nu3(0.490890993338075*pi,0.455920253693605*pi,0.5331278554812773*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.318339089808886*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[10];\ncx q[4],q[15];\ncx q[5],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[12];\ncx q[1],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.48909087798988*pi,0.5*pi) q[3];\nu3(3.5*pi,3.4909898464714*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[13];\nu3(1.0*pi,0.0*pi,1.323444623480255*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.3835965143004*pi) q[11];\nu3(1.0*pi,0.0*pi,1.255624726666701*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.552904652691542*pi) q[16];\nu3(3.5*pi,3.31722758096456*pi,0.5*pi) q[0];\nu3(3.5*pi,3.40298631589655*pi,0.5*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[10];\ncx q[4],q[15];\ncx q[5],q[16];\ncx q[6],q[9];\nu3(3.5*pi,3.29191344064662*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.2659895029035368*pi) q[12];\nu3(1.0*pi,0.0*pi,1.184370024107515*pi) q[13];\nu3(1.0*pi,0.0*pi,1.125739953965317*pi) q[14];\ncx q[0],q[12];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.37392488415843*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(1.0*pi,0.0*pi,1.245791919629435*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.654126142224132*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.28809400156573*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\ncx q[6],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.44725546147214*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48302925709158*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5079486026470694*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[12];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.325113457315551*pi,3.06023852446409*pi,1.277334988206798*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,4.33611238385844*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.159154423107185*pi,0.03255365253361597*pi,4.3452418741428005*pi) q[5];\ncx q[6],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.217707093385953*pi,-0.33719609425325403*pi,1.374305224873789*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.519163292897638*pi,0.29381704624626703*pi,3.68218165711397*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.325324562988708*pi,2.99854223484416*pi,1.88905577344719*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.378179387847448*pi,3.48310698281952*pi,4.29850431057167*pi) q[1];\nu3(0.532870911537932*pi,0.9151337409590199*pi,0.9959249713310361*pi) q[2];\nu3(0.806482396826916*pi,2.95314626522858*pi,3.09663676489701*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.259499233576186*pi,-0.211782326232754*pi,4.38345056617968*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.339657864461237*pi,0.146333789409399*pi,1.270792579626693*pi) q[1];\nu3(0.597898792960872*pi,-0.14461259185651498*pi,1.2009128029755471*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.658703535758786*pi,-0.11194458420206199*pi,4.21995694752599*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.927309687353672*pi,0.07127385958658095*pi,4.39992471812037*pi) q[10];\nu3(0.88613657228372*pi,0.8303870994057501*pi,0.5801177115576464*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.723962869133699*pi,1.09057482061685*pi,0.671313690828235*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.743435242270968*pi,0.16011432361044498*pi,4.03125693916677*pi) q[7];\ncx q[8],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.478938635920934*pi,0.18114361688832703*pi,0.659654879773826*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.787960903733583*pi,3.28927699080478*pi,3.82481959061354*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.341474041926915*pi,0.003884727777697994*pi,3.80692070286548*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.951070013275158*pi,3.20974141979873*pi,3.78344164294676*pi) q[7];\nu3(3.5*pi,3.41652860999397*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.245552379989909*pi,-0.185207195948636*pi,1.119077177375462*pi) q[13];\nu3(0.636400956352505*pi,2.8795684190715*pi,3.3570881857105*pi) q[14];\nu3(0.622601782317803*pi,2.2958656673677*pi,3.73885042950852*pi) q[15];\nu3(1.0*pi,0.0*pi,1.250183220330108*pi) q[16];\nu3(0.567932448684035*pi,3.13903125307269*pi,4.01780182254383*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.871721451283673*pi,0.09448628227051004*pi,1.072618716475312*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.143652438712823*pi,-0.4688206770769427*pi,0.827011690131797*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[4];\nu3(0.708032467169873*pi,0.17311165429457498*pi,3.68488993043756*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.137031421468338*pi,0.323758341810111*pi,4.40112039765048*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.633958579582075*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.46728505960966*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.344741704264439*pi) q[4];\ncx q[5],q[14];\nu3(0.651530020820386*pi,3.00546669505939*pi,3.3787659248618*pi) q[6];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.594384073347977*pi,0.42106757490568203*pi,0.5382845524692698*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[13];\ncx q[3],q[4];\nu3(3.5*pi,3.42147144810101*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.820520960012345*pi,0.6472254721169*pi,0.708921606298129*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.332906070872229*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[15];\nu3(3.5*pi,3.46589352798711*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5488555687608213*pi) q[4];\ncx q[5],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.675916322683111*pi,2.82603626364913*pi,3.82968208224143*pi) q[8];\nu3(0.737590538815416*pi,0.5833686283509301*pi,1.1664374176923609*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1603857130107809*pi) q[13];\nu3(0.225950843015532*pi,3.47659282808416*pi,0.8899065967770821*pi) q[16];\nmeasure q[16] -> c[16];\ncx q[0],q[11];\nu3(3.5*pi,3.49071599124243*pi,0.5*pi) q[1];\ncx q[2],q[13];\ncx q[3],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(0.183713817937619*pi,3.41805334866985*pi,1.418626379412847*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.609865607020988*pi) q[14];\nu3(1.0*pi,0.0*pi,1.3724521652631498*pi) q[15];\nu3(3.5*pi,3.38697885583036*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,3.45391288040484*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.336980718361177*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.154095359532878*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5758412873929548*pi) q[13];\ncx q[0],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[13];\nu3(0.723963407332042*pi,3.41912569398044*pi,3.22916696058348*pi) q[3];\nu3(0.583356557301726*pi,0.53525422508625*pi,0.8443186830339511*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5889522868229327*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.858699584247608*pi,-0.143511798132963*pi,0.8783698802786299*pi) q[3];\nu3(0.558901115038463*pi,0.07367245104820097*pi,4.06048702132483*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.4801311021566*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5681938329333684*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(0.284436619965054*pi,3.2588922707647*pi,1.56687273341769*pi) q[5];\ncx q[6],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.286654994441291*pi,1.0928640521783*pi,4.1578265705576705*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.39528545625666*pi,0.23551488321716596*pi,4.243907060026*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.45010848850569*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.066112366121529*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.589588041122152*pi,2.97613800008885*pi,3.86942196081701*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.531660006352338*pi,3.28871336787386*pi,4.473207239355871*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(0.792300166713276*pi,0.77807141973249*pi,0.985564811812501*pi) q[0];\nu3(0.723314069586375*pi,-0.03361528141377301*pi,4.244083775753531*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5159220931126542*pi) q[12];\nu3(0.287092149146656*pi,0.23048373883221696*pi,0.5434033040353334*pi) q[13];\nu3(0.171198781125794*pi,-0.07053841097705799*pi,0.740637641582693*pi) q[14];\nu3(0.56603093478816*pi,2.62239279109843*pi,3.91633167071009*pi) q[15];\nu3(0.739524905004582*pi,-0.322448278756969*pi,1.095754164173141*pi) q[0];\nu3(0.573274549444406*pi,3.38259270251797*pi,4.20407462795358*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.193229680992064*pi,-0.2835730035723*pi,0.5336655503826842*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.440884375618368*pi,2.73257134369191*pi,0.985895076335739*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.674179257333679*pi,0.380767306568936*pi,4.45459373039877*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.516872120222187*pi,3.05637865343275*pi,1.740083019654*pi) q[6];\nu3(0.475860089031034*pi,3.15686771435304*pi,1.73281296134869*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.303633620289532*pi,-0.13460641717205102*pi,0.733798183635294*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.690757062178668*pi,2.80013561235713*pi,3.63188113334636*pi) q[6];\nu3(0.696238179533414*pi,-0.4704755516613244*pi,0.913645761047533*pi) q[7];\nu3(0.188995341560803*pi,-0.206837386398808*pi,3.96338394946177*pi) q[9];\ncx q[10],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(0.375135682277566*pi,2.97029572011424*pi,0.957885842920977*pi) q[9];\nu3(3.5*pi,3.44254578561325*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2983373761896169*pi) q[15];\nu3(3.5*pi,3.46024447522722*pi,0.5*pi) q[0];\ncx q[3],q[11];\nu3(1.0*pi,0.0*pi,1.383349443419943*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.43224985644597*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[15];\nu3(0.303902040108559*pi,0.343042811877472*pi,1.1542683168671601*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3679315590607048*pi) q[13];\ncx q[0],q[4];\ncx q[1],q[7];\nu3(3.5*pi,3.46015694877816*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1729278334018*pi) q[11];\nu3(0.747123758970473*pi,2.86040873359421*pi,4.35985947651608*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.6753488598128969*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42522686466122*pi,0.5*pi) q[1];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,4.31678536772613*pi) q[4];\ncx q[5],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.291032326602156*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[10],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.39847683681076*pi) q[13];\ncx q[0],q[4];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43353042335156*pi,0.5*pi) q[5];\ncx q[6],q[14];\ncx q[8],q[13];\nu3(1.0*pi,0.0*pi,1.239694007965897*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5464168088694363*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[12];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(3.5*pi,3.48625746438269*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.7529311742974389*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.44394142044877*pi,3.14644216267253*pi,4.2424935905473*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.262988719398325*pi) q[14];\nu3(0.137370608338861*pi,0.20755335095275795*pi,3.87265595918806*pi) q[15];\nmeasure q[10] -> c[10];\nmeasure q[15] -> c[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[7];\nu3(3.5*pi,3.46271007098742*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5271079475802827*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2652872740714791*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(0.780495358765291*pi,-0.4562649144091032*pi,0.9846180905474711*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.474971083792776*pi,-0.014632910491460982*pi,3.77533945900338*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.616481777617908*pi) q[14];\nmeasure q[3] -> c[3];\nmeasure q[11] -> c[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.655244582732837*pi,2.68805988130624*pi,4.07703609209123*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.399183114382056*pi,0.071018732971592*pi,3.91140912167615*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.439678861889719*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nmeasure q[1] -> c[1];\nmeasure q[7] -> c[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[2],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.631219463351864*pi,-0.141822906387557*pi,0.9106533328073549*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.525470739773926*pi,-0.06397736239784901*pi,0.5724085523249183*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[5] -> c[5];\nmeasure q[9] -> c[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.47858001047858*pi,3.34818509853325*pi,3.22038167299733*pi) q[6];\nu3(0.210145981318563*pi,-0.12391520379045101*pi,1.146108761840291*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nmeasure q[6] -> c[6];\nmeasure q[8] -> c[8];\nu3(0.140094648846889*pi,2.70125489383464*pi,1.357698747166685*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.532843633390533*pi,3.43044708605067*pi,4.4802894426635405*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nmeasure q[0] -> c[0];\nmeasure q[4] -> c[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.452066750890812*pi,0.473648772898011*pi,4.04846540393462*pi) q[13];\nu3(0.698879854068327*pi,3.24535967080559*pi,3.3679032266093*pi) q[14];\nmeasure q[13] -> c[13];\nmeasure q[14] -> c[14];\nu3(0.231950998677703*pi,-0.12710223093504203*pi,1.155663683000296*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nmeasure q[2] -> c[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.69144741378594*pi,-0.15002858859749102*pi,3.89960190713487*pi) q[12];\nmeasure q[12] -> c[12];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.123618233824407*pi,3.17413547084834*pi,1.470273135900579*pi) q[0];\nu3(0.330709667439065*pi,0.13459127663431103*pi,3.71105702628054*pi) q[1];\nu3(0.968335181097288*pi,-0.344913769387671*pi,1.112426463427174*pi) q[2];\nu3(0.655556853172822*pi,3.11058365692588*pi,0.607040274853344*pi) q[3];\nu3(0.659280770973113*pi,0.76118017174665*pi,0.725254544491733*pi) q[4];\nu3(0.738472922506648*pi,3.4372828613354*pi,3.22251237758788*pi) q[5];\nu3(0.700542427926517*pi,0.47174505248999*pi,1.434300688973507*pi) q[6];\nu3(0.806919310979555*pi,0.167262759705316*pi,0.945171917407901*pi) q[7];\nu3(0.758118733815328*pi,3.03158974354173*pi,3.33196966994689*pi) q[8];\nu3(0.359679269537585*pi,-0.22672959654638603*pi,3.90145736130089*pi) q[9];\nu3(0.288223838441241*pi,3.4534723711067*pi,1.62197445742474*pi) q[10];\nu3(0.392561972232185*pi,2.67486343213709*pi,1.51287852159678*pi) q[11];\nu3(0.522381177281627*pi,3.25891124444826*pi,4.20351234201768*pi) q[12];\nu3(0.630634442736078*pi,0.004223513822314007*pi,1.42009673604695*pi) q[13];\nu3(0.0676975980328258*pi,-0.319235331271128*pi,4.172274350257*pi) q[14];\nu3(0.552017106706367*pi,2.39800649402412*pi,3.70421824811262*pi) q[15];\nu3(0.829999857125975*pi,0.27835216279350095*pi,4.1580148279792795*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[4],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[13],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[15];\ncx q[2],q[3];\nu3(3.5*pi,3.32008711261732*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[8],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.234832969805584*pi) q[12];\nu3(3.5*pi,3.49347558537989*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.305311184725306*pi) q[14];\ncx q[0],q[16];\nu3(3.5*pi,3.49187090058218*pi,0.5*pi) q[1];\nu3(3.5*pi,3.25852092372302*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.190005990853792*pi) q[3];\ncx q[4],q[12];\ncx q[5],q[7];\ncx q[6],q[11];\nu3(3.5*pi,3.35451219905505*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.152468243819163*pi) q[10];\ncx q[13],q[14];\nu3(1.0*pi,0.0*pi,1.367143486416218*pi) q[15];\nu3(3.5*pi,3.42714319895887*pi,0.5*pi) q[0];\ncx q[1],q[15];\ncx q[2],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.36336872128839*pi,0.5*pi) q[5];\nu3(3.5*pi,3.43088347768202*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.0898874918565968*pi) q[7];\ncx q[8],q[10];\nu3(1.0*pi,0.0*pi,1.099539629860928*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.47467075316296*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.44025069143754*pi) q[14];\nu3(1.0*pi,0.0*pi,1.284312645107479*pi) q[16];\ncx q[0],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.49452024925057*pi) q[3];\ncx q[4],q[12];\ncx q[5],q[7];\ncx q[6],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5108007943205233*pi) q[10];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,4.41885804277484*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[15];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5105764693286763*pi) q[7];\ncx q[8],q[10];\nu3(0.0*pi,-0.5*pi,0.5206099463675558*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.26376494575835*pi) q[16];\ncx q[0],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[7];\ncx q[6],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.587836473250298*pi,3.17352144978194*pi,4.08920515354894*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.817857313397529*pi,3.42940908038405*pi,3.62962512995461*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.351120612010833*pi,3.24525880394263*pi,1.121673106460759*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.654758111870303*pi,0.9147285297343399*pi,1.0147406044034168*pi) q[4];\nu3(0.756982299047224*pi,-0.4047691557115853*pi,3.5274578602604*pi) q[5];\nu3(0.316434441043769*pi,-0.322990294055916*pi,3.8903109790081*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.211366391501448*pi,0.40684345587357396*pi,0.771856823175535*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.703412877357407*pi,-0.4129308604329046*pi,0.959290924180775*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.589680440156127*pi,2.9316513563222*pi,3.60884280402763*pi) q[4];\nu3(0.58655869667422*pi,2.66673229668224*pi,4.08993201307926*pi) q[5];\nu3(0.60952895994574*pi,-0.4655303056393345*pi,3.09438521049649*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.497602852914994*pi,3.4255988259719*pi,3.18678408750056*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.74694571830133*pi,2.79845597399424*pi,3.34517614961382*pi) q[12];\nu3(0.485821700150158*pi,1.02635139621302*pi,4.1445849785459306*pi) q[13];\nu3(0.189657408299336*pi,-0.29036274608663304*pi,0.748146769219274*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.252733053590185*pi,0.9446187248075599*pi,4.3093227082734*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.65571754067463*pi,2.6925271236293*pi,3.90451734021377*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.464489411066043*pi,2.99843971669661*pi,0.640282652263962*pi) q[11];\nu3(0.751363474399054*pi,0.64072262833644*pi,1.045786987925156*pi) q[12];\nu3(0.505766996068748*pi,3.47247876084271*pi,0.5925193619729081*pi) q[13];\nu3(0.537468982869959*pi,-0.168940099422197*pi,4.0711168545127805*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.508088848829112*pi,0.85000446454776*pi,0.910980399392347*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.690179907355199*pi,-0.221781752897729*pi,4.0825720548838405*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.780679833680037*pi,-0.4543842372783222*pi,3.64363578675209*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5260686065505*pi,3.3531020655577*pi,4.18842905756842*pi) q[0];\nu3(0.851732803987733*pi,3.17278196264557*pi,3.66124601356327*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.623942705029971*pi,0.8969562225627199*pi,0.819180276845379*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.684503286510872*pi,-0.22901360393932002*pi,3.28395827541948*pi) q[0];\nu3(0.20399141853831*pi,3.3341931038643*pi,0.979854575726272*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[9],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.279739397895491*pi,2.65228249240858*pi,1.105907392108623*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\ncx q[6],q[12];\nu3(3.5*pi,3.44159089459271*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.230793583571677*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.656724379131317*pi,2.93693692168698*pi,3.27684327779309*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.49753210514107*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.42044111306326*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.159590163403243*pi) q[5];\nu3(3.5*pi,3.47220716352026*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.333104316990539*pi) q[8];\ncx q[9],q[14];\nu3(1.0*pi,0.0*pi,1.193590572149133*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.687458306666304*pi,0.52677611993511*pi,1.248744569613996*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[5];\ncx q[3],q[15];\ncx q[4],q[8];\ncx q[6],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43160911049691*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.43168932981765*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5614364551434732*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5246679892127388*pi) q[8];\ncx q[9],q[14];\nu3(0.0*pi,-0.5*pi,4.47502768949656*pi) q[12];\nu3(1.0*pi,0.0*pi,1.188004669009497*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[7];\ncx q[2],q[5];\ncx q[3],q[15];\ncx q[4],q[8];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,3.42774535739316*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47008694481496*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.252536377353709*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.47730866085001*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.263443782035333*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5616986112304252*pi) q[15];\nu3(1.0*pi,0.0*pi,1.218693464011724*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.597683726034488*pi,0.24907956911154105*pi,1.50167395707391*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.228330047935409*pi,3.34990788778334*pi,0.698935299429574*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44167072096273*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.688734610007375*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.649428079624776*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[7];\nu3(0.886298373851135*pi,3.36861057516758*pi,3.86376229932065*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.577348884793672*pi,3.35256726175579*pi,3.34784967123972*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.317148091999752*pi,3.43142036735147*pi,4.2621907384677495*pi) q[9];\ncx q[11],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.440206910792859*pi,0.81623836608151*pi,4.25967530321015*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.563065480589063*pi,-0.31922169253564203*pi,4.32149223678142*pi) q[5];\nu3(0.408185601600933*pi,0.273579448162392*pi,3.50464841564236*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.41729056812417*pi,-0.01481668704627298*pi,0.682069376599401*pi) q[8];\nu3(0.746600420650318*pi,0.403485122574038*pi,4.38015602230998*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.904461917775506*pi,3.02411778502745*pi,3.74073140025932*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.512714457060442*pi,0.10689875677662097*pi,4.45505674229189*pi) q[5];\nu3(0.850436129774484*pi,-0.354144316195385*pi,1.116656826095227*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.457959906877064*pi,0.15759780385455202*pi,0.736762162121624*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.629770397589475*pi,0.286963143623587*pi,1.058610747685621*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.833994771056335*pi,-0.24391266586468302*pi,0.73396790931697*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.64682611220947*pi,-0.14735873613399603*pi,3.65771229627775*pi) q[16];\nu3(0.469501911010189*pi,-0.18978845680641898*pi,1.3229150865252128*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.80181873570681*pi,0.21620967621284604*pi,1.436802771005748*pi) q[11];\nu3(0.410853234196739*pi,0.039322009377880995*pi,3.87592366217296*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.146670746509461*pi,0.04732172043945104*pi,0.681394887377823*pi) q[14];\nu3(0.441889589501216*pi,0.57687073687597*pi,0.762255580461273*pi) q[15];\nu3(0.688610610008686*pi,-0.22420585756976702*pi,3.71515304863851*pi) q[16];\nu3(0.764142764927744*pi,3.14588229944405*pi,4.37747763230589*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41653317671325*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.179432583782118*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.243012331783383*pi,3.28098882248273*pi,2.04001243312259*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.228974012533754*pi,-0.061886645722094014*pi,1.2240536862620401*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.898312033756433*pi,2.94415689897305*pi,4.1776900368675705*pi) q[1];\ncx q[2],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.155341111900084*pi,0.53201201486861*pi,3.57653102918053*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.909441690503757*pi,-0.4868654073649551*pi,3.12506085892588*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.33113005628888*pi) q[4];\ncx q[5],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.335149579195622*pi,-0.4372357595493077*pi,4.43722065332077*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[4];\ncx q[3],q[10];\nu3(3.5*pi,3.46745139948513*pi,0.5*pi) q[5];\ncx q[6],q[16];\nu3(0.51645520034561*pi,3.37375297990049*pi,3.99963307764622*pi) q[7];\ncx q[8],q[15];\nu3(3.5*pi,3.49023035689776*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3355920410796829*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1890889799532451*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.44344697985342*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(3.5*pi,3.46669450266104*pi,0.5*pi) q[6];\nu3(0.525938752386316*pi,3.45829158380238*pi,3.34713453071844*pi) q[7];\nu3(3.5*pi,3.41913493947183*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,0.0*pi,1.245451348307361*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.1881641103197649*pi) q[15];\nu3(1.0*pi,0.0*pi,1.299766049682733*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5002688096230018*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5022342207323797*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.0*pi,-0.5*pi,4.494217267557779*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.428682264260781*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5257740771578456*pi) q[16];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.43393156384289*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.797754413066871*pi,0.24006578376659504*pi,4.13522677477175*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.763128382704796*pi,3.23230554766491*pi,0.5921617876354822*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.932170536917301*pi,0.358846622976686*pi,3.96319789254591*pi) q[11];\nu3(1.0*pi,0.0*pi,1.33656765731499*pi) q[13];\nu3(0.617637831170171*pi,3.17017503440707*pi,3.24128380346477*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[13];\nu3(0.206726426933272*pi,0.22959753927644*pi,3.31738442152687*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.593334178529314*pi,2.51667340526808*pi,3.8441937693145*pi) q[4];\nu3(0.54972644904504*pi,-0.396488220509336*pi,4.074501716231159*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.613433605248819*pi,2.93225671351128*pi,3.53403043466764*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.251217705855996*pi,0.7476457328606201*pi,4.163527832179231*pi) q[11];\nu3(0.0554435409529794*pi,0.07859655906296603*pi,1.1466192395652461*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0779665919471365*pi,3.09782246496392*pi,1.68718525246026*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0718828552459434*pi,3.00525743056737*pi,1.73918692015942*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.307974531834242*pi,3.37819067362384*pi,0.749414740417416*pi) q[6];\nu3(3.5*pi,3.38655602205116*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.247112795843089*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.649129132712674*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.339057545863362*pi,0.47605179070800296*pi,0.825810721414711*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.798865192773438*pi,0.30115562966158405*pi,4.258167911664231*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.235316898458464*pi,3.18351544764503*pi,1.149318900263449*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4938853171092*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.861354216470292*pi,2.74534002176814*pi,3.57486363716021*pi) q[16];\ncx q[0],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.180036318623024*pi,2.70568613215327*pi,1.466467997007781*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.959580855771643*pi,3.46116041178088*pi,3.41255588813195*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.489408223658702*pi,3.0585179080833*pi,4.17226955945934*pi) q[16];\nu3(3.5*pi,3.4614004517652*pi,0.5*pi) q[0];\nu3(0.73056221510824*pi,-0.08956825305155203*pi,0.9519506870810199*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.3274849312010382*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.831568489082932*pi,3.28286670260081*pi,2.81690247590537*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.335854001184601*pi,3.24446150386942*pi,1.88162339805614*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[4];\nu3(0.332506261495945*pi,-0.283623505189291*pi,4.08835762109893*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.81156252844014*pi,0.21194339559028796*pi,4.29790952787273*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.29294284188515*pi,3.4186326483218*pi,2.0005031636797703*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,0.5145540137555962*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.395140598485934*pi,0.25144607053661905*pi,3.93355842538191*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.41008011564763*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.148704943042026*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.49705960461762*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.316860605252739*pi,3.42313750294138*pi,1.95606969798205*pi) q[13];\nu3(1.0*pi,0.0*pi,1.144483323972892*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[3],q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(3.5*pi,3.31494997226408*pi,0.5*pi) q[6];\nu3(0.804988048667687*pi,0.11625491527723597*pi,3.64356066433697*pi) q[7];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.26724472570427*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,3.47160236472864*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[15];\nu3(0.158510734281246*pi,0.83168041355025*pi,0.5874685879140648*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.616401225628955*pi) q[8];\nu3(1.0*pi,0.0*pi,1.340623900106606*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.4836761963222*pi) q[16];\nu3(0.542055212919299*pi,0.5270962884858801*pi,1.431490745446765*pi) q[0];\ncx q[1],q[13];\ncx q[3],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[11],q[16];\nu3(0.551692842696632*pi,0.03439415997457396*pi,3.69513803660394*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5245559782022386*pi) q[15];\nu3(0.71732331230357*pi,0.24074891911683305*pi,0.5149193002336517*pi) q[0];\nu3(3.5*pi,3.40572904340452*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.42922613328666*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.315004352080464*pi,-0.240612956970433*pi,1.004843526547573*pi) q[12];\nu3(1.0*pi,0.0*pi,1.260465549380835*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[3],q[10];\nu3(0.700087914444375*pi,-0.006234845994088023*pi,0.744717255928526*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0733069710351854*pi,3.48680653191711*pi,4.48014672675387*pi) q[4];\nu3(0.561717756483716*pi,-0.181048227871849*pi,3.83754331502823*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(3.5*pi,3.42115151911329*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.6895707396694191*pi) q[13];\nu3(1.0*pi,0.0*pi,1.149720343296609*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[13];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.110838356975272*pi,-0.08395123289355799*pi,1.027506485232131*pi) q[5];\nu3(0.634582796328614*pi,2.79372024572594*pi,4.10918868877914*pi) q[6];\ncx q[7],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.40920415324874*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.158057071753381*pi,3.25215286278936*pi,1.96215708599852*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.188212233233829*pi,-0.10669778303732202*pi,1.392487827130491*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.464364418556278*pi,0.3190925801818*pi,3.73609470095121*pi) q[11];\nu3(1.0*pi,0.0*pi,1.2221331224069791*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5253102576406325*pi) q[14];\nu3(0.474113775268035*pi,3.13095848655076*pi,0.5775294042056847*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[14];\nu3(0.79955629134491*pi,0.5051031024770201*pi,0.606100336146866*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.390141938752178*pi,0.64674520072733*pi,0.731504960454704*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.357819996643097*pi,3.2946574746203*pi,1.79333383921953*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.40820906924605*pi,0.5*pi) q[0];\nu3(0.422865684430666*pi,3.30399030796914*pi,1.96557042461883*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.350853205801258*pi,0.67288052966191*pi,3.71123318769673*pi) q[3];\nu3(1.0*pi,0.0*pi,1.338299393408751*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.639969909893825*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.544637347192952*pi,3.14762786110456*pi,0.746141633627701*pi) q[16];\ncx q[0],q[4];\nu3(0.725819973999744*pi,2.76987302171894*pi,3.81593389563833*pi) q[1];\ncx q[2],q[12];\nu3(0.606171382874514*pi,0.17465294606840098*pi,0.804488437259169*pi) q[3];\nu3(0.630843668146577*pi,0.16864275397227801*pi,4.16664855273099*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.684394758035469*pi,0.12231279708348897*pi,4.11149885809795*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(0.648812075691453*pi,3.15065874105552*pi,3.22860432405977*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.3881695156677605*pi) q[4];\ncx q[6],q[8];\nu3(0.908886102424676*pi,0.48203185672225*pi,4.16613939840652*pi) q[7];\nu3(0.338908555978157*pi,3.1796375797213*pi,1.54743707906779*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.341908021091436*pi,0.39639046321459104*pi,4.320964400978291*pi) q[13];\nu3(0.581897886413402*pi,-0.164989674397584*pi,3.68094988566038*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.45755882149735*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.307448325641769*pi) q[8];\nu3(0.307460054691195*pi,0.19530855273690995*pi,4.04983465186982*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.383001666930316*pi,3.15197135784221*pi,1.96999330156019*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.613708335580766*pi,0.6010907918602999*pi,1.099981669006975*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.39105031240947*pi,0.437932576941258*pi,4.42324705389409*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5116468708476997*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.43065789599312*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2367804796903559*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[6],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.454430930307426*pi,0.283262142791877*pi,3.37387828106701*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.40448863673916*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.266575075782845*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.166620935871053*pi,-0.022752209988380012*pi,1.278589788444775*pi) q[12];\ncx q[13],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.46776841206394*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.798513617715277*pi,3.19197064869997*pi,3.15601271570565*pi) q[6];\nu3(3.5*pi,3.4235865199312*pi,0.5*pi) q[7];\nu3(0.672106113612511*pi,0.101425134678778*pi,0.5121846427060603*pi) q[8];\nu3(1.0*pi,0.0*pi,1.225779028861898*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,3.4403246161257*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.404696775809809*pi) q[14];\ncx q[15],q[16];\nu3(0.791993552299901*pi,0.28084766588869803*pi,3.86864608753247*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.580258102310517*pi,-0.365447899098375*pi,3.47084810154013*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.29376451429163*pi) q[5];\nu3(0.121427976662956*pi,3.42395838794244*pi,0.908612277271201*pi) q[6];\ncx q[7],q[9];\nu3(0.081652318295438*pi,-0.293825052307389*pi,3.95303947527304*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.336465238203426*pi,0.98651399214815*pi,4.27318538125132*pi) q[0];\ncx q[1],q[5];\nu3(3.5*pi,3.49103078944182*pi,0.5*pi) q[2];\nu3(0.632363876858647*pi,-0.358539453092879*pi,0.6759361577435*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5177639394248272*pi) q[9];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.374695145985482*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5535983682191308*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,3.49998821004474*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2546040443575799*pi) q[12];\ncx q[13],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,4.332558797661*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[11];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5237683782469911*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.43677709025458*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.1170499198330321*pi) q[6];\nu3(0.914399548844919*pi,2.91017479520393*pi,3.72350772288517*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.803621202501287*pi,3.18705950851742*pi,2.97990568734139*pi) q[15];\nu3(0.704106538101982*pi,0.43289212340808503*pi,4.02061331102265*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.316424389306628*pi,-0.4381298792640053*pi,1.93260938110742*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.47306553744029*pi,3.09575522044068*pi,0.864024890658621*pi) q[13];\nu3(0.440583443125604*pi,-0.15550242952021298*pi,4.0017471284494395*pi) q[14];\nu3(0.231912685168724*pi,0.56052605274775*pi,3.97761469713826*pi) q[15];\nu3(0.329349138390876*pi,3.11130267087877*pi,1.323189294147272*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5529918807129138*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.215412441943763*pi,-0.16487362403635297*pi,4.4129224712032*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.160087981313055*pi,3.12806166256566*pi,1.4775820643020081*pi) q[13];\nu3(0.440788743362871*pi,-0.4172729158668069*pi,0.693084085478695*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.661670201365436*pi,0.68189951928155*pi,1.038202407401158*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[4],q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.359072930597651*pi,3.47539306066988*pi,1.249413582316465*pi) q[9];\nu3(0.177742451130077*pi,0.27353915245749505*pi,4.04692743249407*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[7];\nu3(0.574576514811403*pi,1.06528360634366*pi,0.8691296243073909*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[9];\nu3(0.728782901242913*pi,0.455176829016959*pi,4.42224792295452*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.49612579542637*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49734548894186*pi,0.5*pi) q[3];\nu3(0.683524338945633*pi,-0.4303083910629696*pi,3.29245886806653*pi) q[4];\nu3(0.561988971184108*pi,3.05563271392881*pi,4.1589683629638*pi) q[5];\nu3(0.436801188600894*pi,3.48008881377374*pi,4.12335845168287*pi) q[6];\nu3(1.0*pi,0.0*pi,1.348128493421779*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.144116597737639*pi,3.19086989497697*pi,1.60280211539682*pi) q[12];\nu3(1.0*pi,0.0*pi,1.254851867368493*pi) q[15];\ncx q[0],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\ncx q[3],q[15];\nu3(0.756573322276762*pi,-0.373805182346464*pi,3.5350912938914*pi) q[4];\nu3(0.123301759792805*pi,3.27618400652657*pi,0.911294524822695*pi) q[5];\nu3(0.408873675685268*pi,3.21814355949184*pi,2.17389096285282*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(0.426846673663741*pi,0.051130402098574*pi,0.756894834561763*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.854081349912577*pi,0.07448040112326604*pi,3.58349135168133*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.663543035430685*pi) q[7];\nu3(0.335514525205732*pi,2.88221609481677*pi,1.1121098996822831*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.560536049713002*pi) q[15];\ncx q[0],q[7];\ncx q[1],q[9];\nu3(0.403540590615606*pi,0.5519624678217501*pi,4.4362093082982*pi) q[2];\ncx q[3],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.792981619901543*pi,0.5952524475068399*pi,1.009209617947267*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.46538158724941*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.378314893417869*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\ncx q[1],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.780423760946545*pi,0.9296770689779501*pi,0.894035527102247*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.39963849123481*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2060869758171*pi) q[14];\nu3(0.410844914869446*pi,3.088853094818*pi,0.717693708445333*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.12216870413321*pi,2.72654439271187*pi,1.053308403852659*pi) q[3];\ncx q[5],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,4.42715041423208*pi) q[9];\ncx q[12],q[14];\nu3(0.445681349839488*pi,3.31972920464006*pi,1.67173948079537*pi) q[15];\nu3(0.543526622472793*pi,0.77628825208836*pi,0.5494546294391573*pi) q[0];\ncx q[1],q[9];\ncx q[2],q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47499127326833*pi,0.5*pi) q[5];\nu3(0.277850954305018*pi,-0.4828963068101106*pi,1.65682907941877*pi) q[7];\nu3(3.5*pi,3.39921738806148*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.187861021018195*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.48167352220702*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.11432030721873*pi) q[16];\nu3(0.700053649998354*pi,3.41789450619189*pi,2.99365464198039*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.35210023405437*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[16];\nu3(0.292844793691528*pi,0.56198716737323*pi,0.8940837244908391*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.23436040534094*pi) q[10];\ncx q[12],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5450143320047247*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.44201761343985*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[5],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.676845231065801*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49038349320022*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.318970185699147*pi) q[7];\nu3(0.674465005979815*pi,0.362567653783364*pi,0.5155351616502636*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.841274650457953*pi,0.57969703904866*pi,0.73073762703958*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.628585089108334*pi,0.253309444585874*pi,1.255982867766412*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.34031703674099*pi,0.468393582444107*pi,4.12570426861496*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.768754555599863*pi,2.9985723561801*pi,3.67410739924324*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.0262088827233908*pi,3.00612520771809*pi,1.254406116483058*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5932272385437535*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.828804300358755*pi,-0.4257865271166215*pi,0.607040317977461*pi) q[12];\nu3(0.388276773619524*pi,3.46224184670317*pi,1.370675675257508*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.844571399406463*pi,0.23043059211544403*pi,3.78083721978341*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\ncx q[3],q[7];\nu3(0.580927976384189*pi,1.13217981551139*pi,0.828123065984729*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.594605625260711*pi,3.16364390479666*pi,4.3772696135161695*pi) q[9];\nu3(0.302409127684479*pi,0.8590579385345001*pi,4.20344508749521*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.371778132749411*pi,-0.243827681201978*pi,0.673228145436943*pi) q[12];\nu3(0.914929729578544*pi,0.42656168595476496*pi,4.25345342566706*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.256388308089243*pi,1.00817499672621*pi,4.23425438155041*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[8];\nu3(0.185113932364271*pi,0.7179904136047299*pi,4.17500500842213*pi) q[5];\ncx q[6],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.513166394427939*pi,-0.10399484055493202*pi,1.010413802922014*pi) q[9];\nu3(0.79933021229157*pi,0.47098547858094797*pi,0.71865024794672*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.296636539945826*pi,-0.49854052011221234*pi,0.627162108117348*pi) q[3];\nu3(3.5*pi,3.40440167331551*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(3.5*pi,3.44179147232908*pi,0.5*pi) q[6];\nu3(0.754518042736071*pi,-0.4583318231453898*pi,3.50790637383688*pi) q[7];\nu3(1.0*pi,0.0*pi,1.253670798880208*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.3116160546022*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.218356002121573*pi,-0.4465455490491984*pi,1.52586590092878*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.59220474142119*pi,0.034453184555022*pi,4.05486139519783*pi) q[3];\ncx q[4],q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[11];\nu3(0.510800383320712*pi,0.99337833375742*pi,0.665287762954364*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.650791266885198*pi,3.00439626503104*pi,3.6839052119753*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.62496049322842*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[15];\nu3(0.0*pi,-0.5*pi,0.640189255854721*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[8];\ncx q[6],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.31123375189258*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.206452374874782*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[13];\nu3(3.5*pi,3.46736400133787*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.4039517944664959*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\ncx q[10],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.44095265853469*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4687363275729*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.42868540813432*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.295914970440069*pi) q[12];\nu3(1.0*pi,0.0*pi,1.220975096170616*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.46456332821298*pi) q[15];\nu3(1.0*pi,0.0*pi,1.268923857699261*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[14];\nu3(0.920726393776169*pi,2.67386093046238*pi,3.87589266239012*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.44798045986919*pi) q[5];\nu3(0.123830207470309*pi,3.32581749108586*pi,1.3764695352340008*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[12];\ncx q[10],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(3.5*pi,3.48355371959681*pi,0.5*pi) q[3];\nu3(0.274417846105279*pi,0.7116430262551201*pi,4.0024583304559105*pi) q[4];\nu3(0.499860616095148*pi,-0.151131313216483*pi,4.02090453571006*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.479807455546149*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.38423530952806*pi) q[13];\nu3(1.0*pi,0.0*pi,1.288259672239373*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5129245907918398*pi) q[16];\ncx q[0],q[16];\ncx q[1],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.287176061573206*pi,2.87347419632256*pi,1.6586648498533*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.606351554203191*pi,0.42650942170501205*pi,1.495287724345282*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.468500840244729*pi,3.21253096975402*pi,0.728632748556499*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.533780169659744*pi,0.13266101276701303*pi,0.671780638699941*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.42949077730247*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.747656595387758*pi,3.33992026090175*pi,2.87744085862374*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.589241216439235*pi,2.44688171785185*pi,3.74634917318134*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.473429678790519*pi,-0.10048859268424098*pi,4.22979204510641*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.67379418568494*pi,-0.4470472872134465*pi,0.912467039225414*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.68760924861008*pi,0.62787001603623*pi,4.31444335942024*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.424271408738191*pi,0.007090757855372054*pi,4.42479426636063*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.636116596983084*pi,0.34741833867923*pi,4.25906527845158*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.870766672400024*pi,3.36601701531636*pi,3.30955302053938*pi) q[15];\nu3(0.318699008350988*pi,3.28722931718191*pi,2.12292801850313*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.851220437279433*pi,2.65781924713062*pi,3.56715293354849*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.237445292972214*pi,3.14228408995317*pi,1.93038553185169*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.236336323180961*pi,0.14149943742149396*pi,0.955448246852072*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.430960401260785*pi,-0.35903386036920804*pi,1.54124101746297*pi) q[2];\nu3(0.0431987051653819*pi,0.46513936958568103*pi,4.3602798179777*pi) q[3];\nu3(0.663762790653414*pi,-0.13687188028534802*pi,0.613120887596648*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.747004175830006*pi,3.24861907926926*pi,3.06081466617902*pi) q[12];\nu3(0.356026471201024*pi,0.432228361071631*pi,3.54361849536221*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.687572696920995*pi,0.54093790767975*pi,4.40657887326764*pi) q[2];\nu3(0.38911832774472*pi,0.02172746344084797*pi,0.885469335884167*pi) q[3];\ncx q[4],q[15];\nu3(0.303125517940987*pi,3.10917431730321*pi,0.5037687366629698*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.305817341775783*pi,-0.4206866231783821*pi,1.54812055966272*pi) q[12];\nu3(0.899534710197982*pi,3.19325559219504*pi,4.01891663683128*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.38991298327503*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.568067791182795*pi,-0.11167532208578901*pi,4.05210068139726*pi) q[14];\nu3(1.0*pi,0.0*pi,1.061809597793697*pi) q[15];\nu3(3.5*pi,3.43965037654872*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.189340006593318*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.43842690576626*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2286063462566839*pi) q[9];\nu3(3.5*pi,3.45871244859128*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.2606737020704*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.614777393051099*pi,3.2619531856232*pi,3.57223317594419*pi) q[14];\ncx q[0],q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[9];\ncx q[8],q[13];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5277801066179483*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.46384586524279*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[4],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(3.5*pi,3.43345425345408*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.48053364012401*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5215162873275103*pi) q[11];\nu3(1.0*pi,0.0*pi,1.229503406384695*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[1];\ncx q[2],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\ncx q[6],q[9];\nu3(3.5*pi,3.45401009796468*pi,0.5*pi) q[7];\ncx q[8],q[13];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.382696868893094*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.44168304593656*pi,0.5*pi) q[2];\nu3(0.409170685239287*pi,2.99068706383605*pi,1.88640687271866*pi) q[4];\nu3(3.5*pi,3.36847238318787*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5284032437019708*pi) q[13];\nu3(1.0*pi,0.0*pi,1.111950323344217*pi) q[14];\nu3(0.151564998293588*pi,-0.187032629289768*pi,1.4471570950051569*pi) q[15];\nu3(1.0*pi,0.0*pi,1.29447507799236*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[16];\nu3(0.235065103881821*pi,0.24123361295299905*pi,3.66994885313982*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.4075237067838895*pi) q[12];\nu3(0.324014562107857*pi,3.30694698650657*pi,1.233338724013697*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.50719046592049*pi,0.07593414805987897*pi,3.75059550347167*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.44800772739345*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5712408324215188*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.16928512264793*pi,0.59410007220179*pi,0.80568452217813*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.728582118449759*pi,0.916564833694*pi,0.614753821753797*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.598179921188792*pi,3.22140884458678*pi,3.18522171483056*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.855300693943773*pi,3.47718173518226*pi,0.752652870559293*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.369125862349845*pi,0.19088222636830698*pi,4.4460323421142*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.32059170440704*pi,2.98661723017672*pi,1.4811427998588669*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.504650278680919*pi,0.31760631865755695*pi,1.325837132140438*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.420168689891924*pi,0.24276951500925303*pi,1.1881872264775342*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.457147910892396*pi,-0.360029289604957*pi,3.94246499849363*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.435404343997641*pi,2.77888353461213*pi,1.2278888456082528*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.407352956278846*pi,0.46074119804936*pi,4.1309054792636495*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.568285402790641*pi,-0.4290092958147813*pi,3.31487203774533*pi) q[1];\nu3(0.179775218844582*pi,0.44328696981136195*pi,3.70462389953148*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.439783015378207*pi,-0.029540689985001978*pi,3.91825868149789*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.339946724852573*pi,0.9329715160583301*pi,4.27296241663782*pi) q[1];\nu3(0.385637154468648*pi,-0.283901142515225*pi,1.1370396474500128*pi) q[2];\ncx q[4],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.242195118910344*pi,0.29419782745574297*pi,4.46836781342623*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(3.5*pi,3.48928529481742*pi,0.5*pi) q[4];\nu3(0.280372486639139*pi,3.22296517649802*pi,0.7952593177467571*pi) q[5];\ncx q[6],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.24611177007378*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.516664227653137*pi,0.354611924068416*pi,0.801104586510317*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[9];\ncx q[4],q[8];\nu3(0.834609807954721*pi,-0.40778469798355577*pi,0.745822698830875*pi) q[5];\nu3(3.5*pi,3.46182601409843*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(1.0*pi,0.0*pi,1.313610664728522*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.156225270824632*pi,-0.07013154699249502*pi,1.407418893850211*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.34342331832718*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.683413085727405*pi,0.04190592253175496*pi,1.0734800997007419*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5181336662216802*pi) q[8];\nu3(1.0*pi,0.0*pi,1.2727646209909*pi) q[9];\nu3(0.394101530121525*pi,3.40928538915079*pi,0.8471604902419381*pi) q[12];\nu3(0.341334377374235*pi,3.18837188993159*pi,1.041893009062741*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\ncx q[3],q[9];\ncx q[4],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.719364103715875*pi,2.8303275453148*pi,4.08015783058053*pi) q[7];\nu3(0.843776410275464*pi,-0.340042542241905*pi,3.31969730227679*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5407049031924303*pi) q[13];\nu3(0.851456004198612*pi,-0.20996059467787198*pi,0.853060044108782*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.46520092647108*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(1.0*pi,0.0*pi,1.427606657099544*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.36928228690291*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\ncx q[0],q[2];\nu3(3.5*pi,3.45575726509691*pi,0.5*pi) q[1];\ncx q[3],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3232255752255822*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.44585995315268*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.318997879229907*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,4.38061710880533*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.489627965849883*pi,3.09818235007258*pi,1.78370663985094*pi) q[4];\nu3(0.342674952944271*pi,3.37921860714554*pi,1.413773352455467*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.326400731277015*pi,0.374481078527643*pi,3.83768293103446*pi) q[13];\ncx q[15],q[16];\ncx q[0],q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.783033174298717*pi,3.04324935852775*pi,3.61035303607257*pi) q[4];\nu3(0.735294847586266*pi,0.34989302368514297*pi,4.4579813300611*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.653135823978485*pi) q[10];\nu3(0.863609450449146*pi,0.8851740727944799*pi,0.767053358419179*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.6910568986126611*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.33963519274261*pi,0.5*pi) q[7];\nu3(0.544378959020904*pi,0.354714963117729*pi,1.1917089980319981*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.307653635992934*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,4.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[7],q[12];\nu3(0.509713035802497*pi,3.44264970403289*pi,4.38788034747778*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.271441410906761*pi,0.7968734288466801*pi,3.80949997064603*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5424742576560135*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.296775107556529*pi,-0.07099942628585298*pi,0.778261572793866*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0885331027058911*pi,-0.353831599503315*pi,4.41782868970461*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[7],q[12];\nu3(0.382172714988372*pi,0.61900048303637*pi,4.16375891592053*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.443505282167945*pi,0.26721728714497395*pi,3.98852382585119*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.235527085057439*pi,-0.388126151526494*pi,0.697420535009784*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.118222094657824*pi,0.6346770584888499*pi,0.775133244153534*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.321464535492565*pi,3.11788647984361*pi,1.0760480641365802*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.606794663122508*pi,0.6849050193241399*pi,4.28068907870801*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.24040044695543*pi,3.32439753143416*pi,0.938748967735002*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.493607310479266*pi,3.14127663107966*pi,3.20050030397457*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.81980699837977*pi,3.37741322582536*pi,3.15981713228385*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.346017624364441*pi,-0.18322685265999*pi,0.703746650222938*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.477932598704969*pi,-0.30858016326375703*pi,4.27809903526585*pi) q[16];\nu3(0.785326678793608*pi,-0.390041646384721*pi,4.422963700485321*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.238824770311015*pi,0.09819179272282796*pi,0.759213354106649*pi) q[2];\ncx q[3],q[6];\ncx q[4],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.407211442664028*pi,0.7070712821821501*pi,4.36196760139511*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.445215491645092*pi,3.02431424124363*pi,0.710059474523824*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.380480657698617*pi,-0.356904775916539*pi,1.274215197597252*pi) q[2];\nu3(3.5*pi,3.2865487343013*pi,0.5*pi) q[3];\nu3(3.5*pi,3.47706214624823*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1093521515254992*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.728994478647272*pi,2.48623236577599*pi,3.58450859044057*pi) q[12];\nu3(1.0*pi,0.0*pi,1.345946602273685*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[6];\ncx q[4],q[15];\ncx q[5],q[10];\ncx q[9],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4932689461854*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.38663522961819*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.415647126255379*pi) q[6];\nu3(3.5*pi,3.45574620005042*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.237436351009726*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.23359100085695*pi) q[13];\nu3(1.0*pi,0.0*pi,1.337456858480947*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.699505257886984*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[7];\ncx q[3],q[6];\ncx q[4],q[15];\ncx q[5],q[10];\ncx q[9],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[0],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48491532496279*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.164480045594247*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5481361622958811*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5396650541324255*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.685091517242495*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.28921918370274*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.0707159161454411*pi) q[8];\ncx q[9],q[14];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\ncx q[0],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.769656901034882*pi,-0.169599829114916*pi,3.99897925702208*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.43881211737279*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.4933207419542*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.3390652816662079*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[7];\nu3(0.338974410122868*pi,0.9183022503371401*pi,4.31175787424122*pi) q[3];\nu3(0.861673390668066*pi,0.7876430770888101*pi,4.36789530446985*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.44557719212*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[8];\nu3(0.66587360865878*pi,0.09650478951493602*pi,4.00318746942701*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.901238579042888*pi,3.06733692663428*pi,2.93390424461987*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.785358874445931*pi,0.6340017104970801*pi,0.931788223577274*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.37786390032322*pi,-0.4577018718648315*pi,0.5206730122141219*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.549327906660457*pi,-0.03775256294811402*pi,1.341952726668139*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.448899104788699*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.536818557896384*pi,2.5720431282513*pi,3.45500045093806*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.53359850423027*pi,-0.15790619094854302*pi,1.2014044548388951*pi) q[5];\nu3(0.58523035162477*pi,0.43857867205754597*pi,0.869316916565088*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.543403346816974*pi,0.86380167329696*pi,0.656817574841351*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[12],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.679886135860216*pi,3.22414939095419*pi,3.22637775445371*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.65993502927592*pi,0.23945625193758802*pi,4.20244508903001*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.847939161627269*pi,0.29966391626653*pi,1.309286501866651*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.816256675588966*pi,0.025934497388789945*pi,0.564093737569556*pi) q[13];\nu3(0.858933722789396*pi,0.023647938404554036*pi,0.5348974829817383*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.370462698262375*pi,3.37619714738432*pi,0.724451037067696*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.745132219556277*pi,0.14599840590490398*pi,0.768072754231719*pi) q[13];\nu3(0.437535034168643*pi,2.64503612978535*pi,1.162305735458391*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.889085137155952*pi,0.05209256024428499*pi,0.8312810369553181*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[5],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.47785073198324*pi,2.85780029230551*pi,1.420962207245158*pi) q[0];\nu3(0.304694840952728*pi,3.16065687325407*pi,0.983915638747537*pi) q[2];\nu3(3.5*pi,3.44170913067699*pi,0.5*pi) q[5];\nu3(0.228894572647712*pi,3.30801091380611*pi,2.12332203550762*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.159987378248128*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[10];\nu3(0.715501454036696*pi,0.44366271030704496*pi,0.5130032376411549*pi) q[2];\ncx q[5],q[11];\nu3(0.187449628214129*pi,0.042124828510916035*pi,3.592125767253*pi) q[7];\nu3(0.671179745510401*pi,2.75829891197876*pi,3.4873172715254*pi) q[8];\nu3(0.286376961696574*pi,-0.4650403652423249*pi,4.07322934814818*pi) q[12];\ncx q[13],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.45633090826856*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.274225197787679*pi,0.76831725708424*pi,4.3517714874195*pi) q[8];\nu3(1.0*pi,0.0*pi,1.171854959095072*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49994572708301*pi) q[11];\nu3(0.300071479843342*pi,2.60927414677143*pi,0.9646499760859399*pi) q[12];\nu3(3.5*pi,3.37641628113558*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.160776742510298*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\ncx q[1],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[5],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[15];\nu3(0.476530999241527*pi,-0.06433458357477201*pi,0.653189682779689*pi) q[16];\nu3(3.5*pi,3.46087984392777*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[8];\nu3(1.0*pi,0.0*pi,1.190928334889509*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.47587134354632*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5372135803619987*pi) q[15];\nu3(0.385669638204755*pi,2.99577857793125*pi,1.0340481765853808*pi) q[16];\ncx q[0],q[9];\ncx q[1],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.24430189070889*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.131932262320149*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\ncx q[13],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[8];\nu3(0.0*pi,-0.5*pi,0.5463709058714331*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.42254606067978*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.344134344923474*pi) q[3];\ncx q[4],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5652774506085891*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[14];\nu3(0.190770403768979*pi,2.89809194700449*pi,0.651956489493781*pi) q[13];\nu3(0.355224454308756*pi,0.76876836254684*pi,4.18386174891614*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[3];\nu3(3.5*pi,3.38740333720369*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.44641384496567*pi,0.5*pi) q[12];\nu3(0.333127593899418*pi,-0.21273632398596398*pi,4.13138393744736*pi) q[13];\nu3(1.0*pi,0.0*pi,1.345327538383419*pi) q[14];\nu3(0.600634814360446*pi,-0.14325889388573598*pi,4.42772361889056*pi) q[15];\nu3(1.0*pi,0.0*pi,1.196041265707319*pi) q[16];\nu3(0.238593233410004*pi,2.99565977209592*pi,1.58032271473418*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.5066883122253398*pi) q[3];\ncx q[4],q[16];\nu3(0.278277928405585*pi,3.0402866897952*pi,1.58820495522397*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.371860308469819*pi,3.33192750307036*pi,1.029194380388383*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.516614967249212*pi,-0.207362201181995*pi,3.67314332889676*pi) q[11];\ncx q[12],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.528808920901699*pi,3.33982499548099*pi,4.06653071185481*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.71549232257069*pi,-0.185794531972668*pi,0.751178844146711*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.428770840107336*pi,-0.4862785549184656*pi,4.32373628140933*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.734542358076727*pi,3.26563779822815*pi,3.8264428955658*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.28750022132923*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.487625186342299*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.409729149795434*pi,0.152437272192262*pi,4.47680333760427*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.75500872635026*pi,3.47821612968653*pi,0.883837254011097*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.647789636540492*pi,0.6273869677550099*pi,1.060072790949397*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.457522062562014*pi,0.8156965184062599*pi,0.5165713134363306*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.432824891002862*pi,2.89911557648641*pi,0.66087019374917*pi) q[7];\nu3(0.351951900187989*pi,3.12315014069035*pi,0.5827480444560448*pi) q[8];\nu3(0.454711504664298*pi,2.72486603135*pi,0.993755463970335*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.184495155754737*pi,-0.036327497951615995*pi,0.5620721315457247*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.33067207607536*pi,-0.4314016911341987*pi,1.84489392406028*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.49409183726813*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.785237241978453*pi,3.41461001450859*pi,0.85775090005109*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.131085666451223*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.811731508838805*pi,0.5062567939954301*pi,1.262904364871031*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,3.42269240998209*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.283505268188572*pi,0.003511353807657991*pi,4.40679506079127*pi) q[3];\nu3(0.600062888546157*pi,3.26283897816649*pi,3.78436713885857*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.179058047079669*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5708477695483072*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[11];\ncx q[2],q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.642074249532742*pi,0.14284854318918805*pi,0.871721626840994*pi) q[4];\ncx q[7],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.48815054438627*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.1346775244125369*pi) q[6];\nu3(3.5*pi,3.47413954682356*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.47649343816526*pi) q[11];\nu3(0.461330106793158*pi,-0.178261216521653*pi,0.826632668986072*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(1.0*pi,0.0*pi,1.28857887705997*pi) q[15];\nu3(0.584310454787454*pi,3.41593645449355*pi,3.48178495510809*pi) q[16];\nu3(0.695706660585157*pi,0.035903533671373*pi,4.02692936707436*pi) q[0];\ncx q[1],q[11];\ncx q[2],q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[7],q[15];\nu3(0.275459118561509*pi,-0.35849415774578397*pi,1.347243596272446*pi) q[12];\nu3(0.601667584144978*pi,0.0005497416034649927*pi,3.99636284614044*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.37134549798289*pi,2.46677895451417*pi,1.245187608233687*pi) q[16];\nu3(0.905757223419092*pi,0.32995052308150297*pi,1.3189709701555579*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.600790388329216*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.216259485205044*pi,3.44511512853523*pi,0.949121092650395*pi) q[13];\nu3(0.761322841696348*pi,0.23941628105647506*pi,0.714616257949351*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.47142677267015*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\ncx q[4],q[9];\ncx q[7],q[15];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.756132112926925*pi,2.73877568510006*pi,4.10537189544991*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[16];\nu3(3.5*pi,3.33020343576524*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.244755328060839*pi) q[9];\nu3(3.5*pi,3.3514065242637*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.213496177294126*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.755606024922507*pi,0.7337814379062799*pi,4.27939830598375*pi) q[2];\nu3(3.5*pi,3.4356042229872*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(0.922025177007262*pi,3.25793904796517*pi,3.32322090964741*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2534590660766591*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.261570379985926*pi,3.07495550462138*pi,1.1974666808492431*pi) q[2];\ncx q[3],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.577092397341972*pi,3.06844560378073*pi,3.37986514103413*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[14];\nu3(0.0*pi,-0.5*pi,0.650693433842335*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5112850439235772*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0500133254990777*pi,-0.40249070430355427*pi,1.319925185883821*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.40439302377728*pi,0.5*pi) q[8];\ncx q[10],q[12];\nu3(0.583077265645986*pi,0.77064816293354*pi,4.47089927047846*pi) q[11];\nu3(1.0*pi,0.0*pi,1.238897277998562*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.5287782876629392*pi) q[16];\nu3(0.460101848740129*pi,3.37891170226013*pi,0.650292159554554*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.237091935099214*pi,0.80292029093022*pi,3.85941333749482*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.406354854553409*pi,0.182479928659249*pi,1.28350333817284*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.713919619308586*pi,0.6593547278677201*pi,1.274468681920834*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.370188747231101*pi,3.40036787310422*pi,1.032010029220461*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.461720129934684*pi,3.24063495162691*pi,3.10322932783404*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.40260303022532*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.260971686923839*pi,2.48898915520439*pi,1.218111631603246*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.206953693007363*pi,2.63658102934867*pi,1.355396185619436*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.168529689969821*pi,2.81619487565101*pi,0.701628135749077*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[5];\nu3(0.560961460565812*pi,0.29100107117878005*pi,0.886407016412179*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.394953468346346*pi,-0.11109663056652802*pi,1.456839336019614*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.617224191740806*pi,0.69684420728976*pi,1.2942744683394531*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.630949096550596*pi,0.5486604193345499*pi,1.2298500094981*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.44588528779601*pi,0.5*pi) q[1];\nu3(0.903392903691767*pi,-0.09580494631034903*pi,3.48267522769596*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.280680778327104*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.667514860848655*pi,2.69941863639673*pi,3.38845144993174*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.329815043778297*pi,0.49984951653018495*pi,0.837728483274765*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[10];\ncx q[1],q[5];\ncx q[2],q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[15];\nu3(0.912495369647574*pi,-0.060133526330232*pi,1.216703238243181*pi) q[16];\nu3(3.5*pi,3.40623832673999*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.3700958885066*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.232603013602029*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.46658783738643*pi) q[5];\ncx q[7],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.206580262094928*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.275794911814134*pi,2.6105849089386*pi,1.315534717149204*pi) q[16];\ncx q[0],q[10];\ncx q[1],q[5];\ncx q[2],q[4];\ncx q[6],q[12];\nu3(3.5*pi,3.35608335242114*pi,0.5*pi) q[7];\nu3(0.846612392529193*pi,-0.4841763409618898*pi,4.18548223408815*pi) q[8];\nu3(1.0*pi,0.0*pi,1.128069935916323*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.542134735150182*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,3.37762722028848*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.445409042345358*pi,0.134743389523569*pi,4.36137537321742*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.444001423733679*pi) q[10];\nu3(1.0*pi,0.0*pi,1.24146761478352*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.421191059807191*pi) q[9];\nu3(0.746703847332386*pi,3.2799503262761*pi,3.94415693864698*pi) q[14];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.635246225380361*pi) q[12];\nu3(0.278705185530628*pi,0.422747123706676*pi,4.15400962773947*pi) q[14];\nu3(3.5*pi,3.38876968491222*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.2292408243096729*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[15],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.372802940300112*pi,-0.37761947669338003*pi,0.959573403321741*pi) q[2];\nu3(3.5*pi,3.44685205993354*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.295748465739445*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.42409196188583*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.756087559851919*pi,0.16969523130436803*pi,4.0965812778299195*pi) q[1];\nu3(0.220700957467681*pi,2.91751198638896*pi,1.221411996747824*pi) q[2];\ncx q[3],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.168132782135438*pi,2.83800483377756*pi,1.53508880186051*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[15],q[16];\nu3(0.287859234493791*pi,3.04722133692137*pi,1.177473445097321*pi) q[0];\nu3(0.196258414600627*pi,3.41989142902826*pi,0.660333692202877*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.860817024901271*pi,0.268061186241901*pi,1.316237369687315*pi) q[4];\nu3(0.396565564318545*pi,-0.4327833128389792*pi,1.6039884898377*pi) q[5];\nu3(0.690688611302046*pi,3.44577581211284*pi,3.00860746744018*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.31245589367395*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,3.40954715876853*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2837933657509462*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.353806456123237*pi,0.5290760157801799*pi,4.47603178903901*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.541019572951079*pi,0.492140583196937*pi,0.671491762349277*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.646731521502114*pi,-0.448302463157292*pi,3.66218492208368*pi) q[6];\nu3(0.255459882408121*pi,-0.359076093695542*pi,3.94270990863528*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[11],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.505841890197776*pi,2.98509597595133*pi,1.394257744329158*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.511834844209014*pi,0.161040715801558*pi,3.54002988606907*pi) q[9];\nu3(0.340226185524834*pi,-0.22375429975098599*pi,1.253144723981114*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.542953688495366*pi,-0.305535974403328*pi,1.2847347654504802*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.494624630232019*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.252697700249346*pi,-0.213188351506216*pi,1.1670555279957*pi) q[9];\nu3(0.203727798199513*pi,0.5986137749554199*pi,3.72083438449008*pi) q[10];\ncx q[11],q[14];\nu3(0.422142559039259*pi,-0.09505587244206798*pi,1.19890054047878*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.39918956910479*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.343157217545581*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.8296174927568*pi,-0.322227419383482*pi,0.5577503549106367*pi) q[15];\nu3(0.279692049151269*pi,0.13943100714691403*pi,3.75877917822894*pi) q[16];\ncx q[0],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.472155150727288*pi,0.37674235965845104*pi,3.59414617960439*pi) q[15];\nu3(0.626179584308623*pi,3.37960182781157*pi,4.31723391147301*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.26323094643228*pi,-0.329531201502758*pi,4.23847011683613*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.30025139666457*pi) q[4];\nu3(0.361494588550163*pi,3.15525079415188*pi,1.88810473114756*pi) q[8];\nu3(3.5*pi,3.41413242205315*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2643740028430241*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.47374375904316*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.326845942127251*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[4];\nu3(0.571243891219574*pi,-0.111845132667444*pi,0.988867496511806*pi) q[3];\nu3(0.332676634089427*pi,0.96063391995585*pi,3.96461961224218*pi) q[8];\ncx q[9],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[7],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43004527344551*pi) q[10];\nu3(0.82568020916978*pi,-0.36899482457902*pi,3.41489148556947*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5049615473777733*pi) q[13];\nu3(0.324989844749707*pi,0.25044220659871597*pi,3.26067645076776*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,3.40131168142121*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[10];\nu3(0.382284792297942*pi,0.10521327839430605*pi,1.026198399184141*pi) q[11];\ncx q[12],q[13];\nu3(0.564373495617925*pi,-0.06444362796349401*pi,0.5016914964031505*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2771850769895101*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[8];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,3.39592018556994*pi,0.5*pi) q[1];\nu3(3.5*pi,3.39505972981237*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.109718724468548*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.245064855804104*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.487210953234239*pi,2.53435428915866*pi,1.489829285369441*pi) q[12];\nu3(0.754177748926635*pi,2.3707880010217*pi,3.66362447290891*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5443332986347806*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[8];\ncx q[3],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[14];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.469904103538538*pi,2.88005321103965*pi,3.54909006438483*pi) q[12];\nu3(0.457176362137729*pi,0.3991899686107*pi,3.53931169992885*pi) q[13];\nu3(0.969329377504072*pi,2.82021811334531*pi,3.22515973212023*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.918263310408278*pi,-0.06227734110190197*pi,3.53605114311667*pi) q[4];\nu3(3.5*pi,3.47277573751303*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.4771036186353*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5261591583293792*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.223479884247824*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.755329870478686*pi,0.04735134029394095*pi,3.81908374643027*pi) q[0];\ncx q[1],q[8];\nu3(3.5*pi,3.39435974996456*pi,0.5*pi) q[2];\ncx q[3],q[6];\nu3(0.775185136252738*pi,3.0456342905709*pi,3.01174794469947*pi) q[4];\ncx q[5],q[14];\nu3(0.28647424565259*pi,2.5049444064032*pi,1.094727592785395*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.377196410792683*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.540110253717008*pi,0.60515027364836*pi,0.512292320217261*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.520068080627444*pi,-0.27668675159245604*pi,1.1268067673421531*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.854660259606567*pi,0.9417278266898199*pi,0.960468539927848*pi) q[9];\nu3(0.323437134531737*pi,3.16347588929826*pi,0.5446757951279261*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48268791170341*pi) q[14];\nu3(0.297611474756362*pi,0.6392520296594899*pi,0.6707648864251909*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.311556513599104*pi,-0.09329636847352202*pi,0.725205270493274*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.527155034374137*pi,0.389298315481275*pi,1.264536854661543*pi) q[8];\nu3(0.747951671569479*pi,3.19816929049692*pi,3.87698187913031*pi) q[9];\nu3(0.510774172718279*pi,3.02378871419452*pi,3.36892229451795*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.738829524286599*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.160031397479692*pi,0.11616310244125305*pi,0.749852585339583*pi) q[1];\ncx q[2],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.35259141703036*pi,0.11047305982671596*pi,4.48514932157505*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.0484792666248014*pi,3.2851453170202*pi,1.76370147135255*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.542057086805082*pi,3.07336022680414*pi,3.46719833558021*pi) q[6];\nu3(3.5*pi,3.32565092259758*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(3.5*pi,3.4594143428222*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[11];\nu3(1.0*pi,0.0*pi,1.274659283084506*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.164231251689291*pi) q[15];\nu3(3.5*pi,3.49154467320633*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.320702991133268*pi,-0.34826340568178*pi,1.491513911722961*pi) q[2];\nu3(0.162022628207405*pi,-0.18246494223306697*pi,1.124567386852515*pi) q[3];\nu3(0.292777709270108*pi,-0.15568364165063697*pi,1.5215367018602*pi) q[5];\nu3(0.481978375604846*pi,0.29985550481606305*pi,0.943684431820767*pi) q[6];\ncx q[7],q[15];\nu3(1.0*pi,0.0*pi,1.244384172992745*pi) q[8];\ncx q[10],q[13];\nu3(0.238616662835855*pi,0.04700766641778098*pi,3.87710952853326*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\ncx q[0],q[8];\nu3(0.747091744066645*pi,0.27092874912101295*pi,0.7547294196862679*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.486425269129106*pi,3.01626002705416*pi,0.6799917733942*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.885667390320692*pi,2.8601873355895*pi,3.5773859330248*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5840529014365183*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.46132832160084*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,0.697659852273075*pi) q[8];\ncx q[10],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.351517308650954*pi,0.92599276693038*pi,4.20510810213441*pi) q[14];\ncx q[0],q[8];\ncx q[1],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.57454780427027*pi,3.41539627039242*pi,3.68829549430613*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.4706029438283*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.19903622703575*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[11];\nu3(0.206784702039575*pi,0.11653925621739603*pi,3.58069448186304*pi) q[10];\nu3(0.190334342230541*pi,3.35906554140426*pi,0.854080073834812*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.358481280871456*pi,3.30908671908675*pi,0.9068085473163621*pi) q[0];\ncx q[1],q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[6],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0855608395076627*pi,-0.13419654804429798*pi,4.24608815435585*pi) q[8];\nu3(3.5*pi,3.39393235967685*pi,0.5*pi) q[9];\nu3(0.211644120199778*pi,1.01488293955983*pi,4.203415939406209*pi) q[10];\nu3(1.0*pi,0.0*pi,1.134602182822974*pi) q[11];\nu3(0.33783015207584*pi,-0.328228129263411*pi,0.8411260686122359*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.832926459974163*pi,0.7349501583437199*pi,0.989380196944309*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,0.5534389653248732*pi) q[3];\ncx q[4],q[14];\nu3(3.5*pi,3.42474727013635*pi,0.5*pi) q[6];\nu3(0.580644440243405*pi,3.49574888806951*pi,4.36314892271401*pi) q[7];\nu3(0.614484626859045*pi,2.98823721705541*pi,4.2509488386096805*pi) q[8];\ncx q[9],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.178742390620158*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[3];\nu3(3.5*pi,3.3782292510375*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4509533004078*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.228924388356058*pi) q[5];\ncx q[6],q[16];\nu3(0.533074752269977*pi,0.07067582990701504*pi,4.301730298930099*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5881773341304433*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2387681353113629*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(0.321857123511096*pi,0.23547909997706096*pi,3.52865266130112*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.43720036271775*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.49564921561306*pi) q[5];\ncx q[6],q[16];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5377786045911708*pi) q[14];\nu3(0.341770450729702*pi,2.65058811681687*pi,1.62552957335972*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.693179236153152*pi,0.35932528751524895*pi,1.165058356743047*pi) q[1];\ncx q[2],q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.49725423891668*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.08946878285177*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.368004952308767*pi,-0.4564479424992434*pi,1.115241308075009*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[8],q[13];\nu3(0.557715272694505*pi,3.35913014518807*pi,3.37139728707726*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.912076427481124*pi,0.285217982572602*pi,4.41685954847087*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.278814346401917*pi,-0.09695743420185299*pi,3.8600331858335*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5289649314075673*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.159685774177404*pi,0.004128230183985004*pi,1.122811288437322*pi) q[3];\nu3(0.729162840119675*pi,0.06680852240517199*pi,4.1903348640357905*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.529505099869833*pi,0.6726123096888801*pi,0.8293656357693879*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.604743006783117*pi,-0.32486005760313197*pi,4.1290843789457*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.260024259878187*pi,0.18205433062921195*pi,0.7302247512573881*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.510037168123935*pi,0.13487133723341704*pi,3.71713935212007*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.214693493865169*pi,0.84689240554746*pi,4.48466859585733*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.37678548686978*pi,0.408207621798383*pi,4.43228609579136*pi) q[6];\nu3(0.277150191526317*pi,3.24355336696945*pi,0.5184204340276566*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.673821366046535*pi,3.45032920665993*pi,3.30897109299873*pi) q[13];\nu3(0.58409603419575*pi,2.76874860392104*pi,1.297799415242596*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.83137654288146*pi,3.11680289306896*pi,4.34942860828286*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.798872773952931*pi,0.026476634276929034*pi,4.44906523345864*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.568716518710891*pi,0.483572411596332*pi,0.5711873578662054*pi) q[13];\nu3(0.191130550353447*pi,0.06824543125289995*pi,0.625804146676447*pi) q[14];\nu3(0.188658396025392*pi,-0.390419730502017*pi,4.45695108949989*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.124869672085208*pi,2.6401935299286*pi,1.0925539539659002*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.565374674436308*pi,-0.300220351376834*pi,3.991736055615*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.31027372998335*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.527778060585894*pi,3.02064512248678*pi,4.35838900248841*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.261040558501995*pi) q[7];\nu3(3.5*pi,3.3782279167104*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3299923296529501*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[7];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[9],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.39447016437158*pi,0.5*pi) q[0];\ncx q[1],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(3.5*pi,3.43775864965875*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.45149438650383*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5570097472824493*pi) q[12];\nu3(1.0*pi,0.0*pi,1.3413602806414349*pi) q[14];\nu3(1.0*pi,0.0*pi,1.212071019652738*pi) q[15];\ncx q[0],q[14];\nu3(3.5*pi,3.36286362340886*pi,0.5*pi) q[1];\ncx q[2],q[10];\ncx q[3],q[7];\ncx q[4],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\ncx q[9],q[12];\nu3(1.0*pi,0.0*pi,1.224273477455169*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\ncx q[1],q[16];\nu3(3.5*pi,3.40787762510716*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.322207835500042*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45438030000663*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.32902450538235*pi) q[15];\ncx q[0],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(3.5*pi,3.34595475560787*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.259900305291427*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5034712577053035*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.701070506737954*pi,3.38224760039714*pi,3.10556515319717*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.652665738022495*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[10];\nu3(0.765538163373233*pi,0.13847305346661198*pi,1.2800454531410859*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.414111000843382*pi,0.372616293326001*pi,1.098913932798136*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.43460270886011*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.641585500125443*pi,3.08499913715595*pi,3.57983357640061*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.681511998293654*pi,3.4436625607183*pi,4.46457153133961*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.863566999881032*pi,-0.358906227758494*pi,4.44392143528399*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.624741579587843*pi,2.90339976602238*pi,3.54533934165676*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.456628014363174*pi,3.16279399383143*pi,1.57947087983056*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.768221845885986*pi,2.95391801694516*pi,4.0780532227480695*pi) q[0];\nu3(0.224692281729852*pi,0.19827391480385004*pi,3.8652054656648*pi) q[1];\nu3(0.311332929838363*pi,3.03918457590225*pi,1.95375135080939*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.523784803704228*pi,0.06894687840897096*pi,1.157243128396808*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.248788605137287*pi,3.40820256608096*pi,1.090438974735594*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.592077436981486*pi,2.89070267794243*pi,3.46410141842337*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.184003295079147*pi,3.15889333726692*pi,0.5470903127319021*pi) q[2];\nu3(0.76580312274405*pi,3.04236929816613*pi,3.12762415213852*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.387168921830218*pi,-0.32101762816677504*pi,1.1820788452262772*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.497039372464848*pi,0.52060766128272*pi,3.57305343163133*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0648964071145621*pi,-0.115377869061282*pi,4.1532063388037805*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.458083937618528*pi,0.41559001469006496*pi,4.12031376780336*pi) q[14];\nu3(0.355147708996798*pi,-0.337393709385845*pi,1.155102977581365*pi) q[15];\nu3(0.798338461577318*pi,0.20482242386293803*pi,4.42137295278674*pi) q[16];\nmeasure q[10] -> c[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.529933819976534*pi,3.41443619672204*pi,0.9597924401860329*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.15357302398435*pi,0.31473623854244104*pi,4.2367824441666*pi) q[14];\nu3(0.415979417093544*pi,0.95637160861304*pi,4.07487708525782*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.427706169939255*pi,-0.29366916050582403*pi,0.5350240864967573*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,3.49360700600894*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,1.2551716024209592*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.438596624752256*pi,0.38381616054869006*pi,4.0709698247799*pi) q[11];\ncx q[12],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.33238206374533*pi,0.5*pi) q[0];\nu3(3.5*pi,3.45896024743024*pi,0.5*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[4];\ncx q[5],q[8];\ncx q[6],q[14];\nu3(1.0*pi,0.0*pi,1.299052688142874*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,3.48174182555704*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.245593878313447*pi) q[13];\nu3(1.0*pi,0.0*pi,1.193980651391285*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[7];\nu3(3.5*pi,3.43703486951049*pi,0.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.49945346017523*pi) q[4];\nu3(3.5*pi,3.32258993055763*pi,0.5*pi) q[5];\nu3(3.5*pi,3.40896604684696*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2138677366768271*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\ncx q[12],q[16];\nu3(1.0*pi,0.0*pi,1.2228005102376711*pi) q[14];\nu3(1.0*pi,0.0*pi,1.310325696045342*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[15];\ncx q[3],q[4];\ncx q[5],q[8];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,4.31170756488698*pi) q[7];\ncx q[9],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.629722240235282*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5304076202481586*pi) q[16];\ncx q[0],q[13];\ncx q[1],q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.381290265589509*pi) q[8];\nu3(3.5*pi,3.40226868581429*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.3463821849449111*pi) q[11];\ncx q[12],q[16];\nu3(0.0*pi,-0.5*pi,0.626594840058563*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4202087301135204*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[8];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[9],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.728994233387345*pi,0.22888978969860996*pi,1.70745585965793*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.623540514341452*pi) q[11];\nu3(0.701819441568141*pi,0.045697911930138946*pi,0.5158398172796219*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.332298242218065*pi,-0.4145746619596953*pi,3.92794080888019*pi) q[16];\nmeasure q[0] -> c[0];\nmeasure q[12] -> c[12];\nmeasure q[16] -> c[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.390924303356489*pi,0.77345404650247*pi,0.604654977467496*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.655162610208972*pi,3.01538025827203*pi,3.14781177956846*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nmeasure q[6] -> c[6];\nmeasure q[13] -> c[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.599202181276915*pi,3.3340464989581*pi,3.39867585706715*pi) q[3];\nu3(0.624869445824942*pi,3.45555561085571*pi,3.42763371372333*pi) q[4];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.122827025328671*pi,0.68690201696408*pi,3.79056631914205*pi) q[9];\nu3(0.364541530136147*pi,2.89814172210333*pi,1.454221288523979*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nmeasure q[3] -> c[3];\nmeasure q[4] -> c[4];\nmeasure q[9] -> c[9];\nmeasure q[11] -> c[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.701346614959784*pi,-0.4451159997875276*pi,0.6205827504182*pi) q[2];\nu3(0.96417259613611*pi,3.13861716888918*pi,3.7258793276126*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.584862290590701*pi,2.75530026335754*pi,3.88881959442859*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nmeasure q[2] -> c[2];\nmeasure q[5] -> c[5];\nmeasure q[14] -> c[14];\nu3(0.605444368984663*pi,0.03949564300214803*pi,1.287117140449599*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[7];\nu3(0.35440307912199*pi,0.180307623695244*pi,3.77240190331047*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nmeasure q[1] -> c[1];\nmeasure q[8] -> c[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.276500303395676*pi,0.81272807522762*pi,3.95243022846144*pi) q[15];\nmeasure q[15] -> c[15];\nu3(0.286872873146332*pi,3.27436144056726*pi,1.68370643143205*pi) q[7];\nmeasure q[7] -> c[7];\n", "OPENQASM 2.0;\ninclude \"qelib1.inc\";\ninclude \"hqslib1_dev.inc\";\n\nqreg q[17];\ncreg c[17];\n\nu3(0.768957036389379*pi,0.18190882678785003*pi,4.04436544645215*pi) q[0];\nu3(0.782566468706377*pi,0.404341655780444*pi,4.4986656089114*pi) q[1];\nu3(0.137299438938213*pi,-0.22402692548456699*pi,0.634890152702632*pi) q[2];\nu3(0.418297974853804*pi,-0.34336861271249497*pi,1.089818472623642*pi) q[3];\nu3(0.31597365625032*pi,3.17243322091841*pi,0.5894886594650629*pi) q[4];\nu3(0.536392746641661*pi,0.19351370531886702*pi,1.54238211069801*pi) q[5];\nu3(0.191537879344275*pi,2.45046544831202*pi,1.1425548578870162*pi) q[6];\nu3(0.38448002179349*pi,1.06357297029278*pi,4.29409621120957*pi) q[7];\nu3(0.394917320097963*pi,0.44378498776741304*pi,0.521367712959323*pi) q[8];\nu3(0.283328593343258*pi,3.24287824715343*pi,1.06167519147451*pi) q[9];\nu3(0.173346364056729*pi,1.05162457458362*pi,4.1862529819987095*pi) q[10];\nu3(0.669240825886912*pi,2.69879240083779*pi,3.45247400182729*pi) q[11];\nu3(0.426713004743136*pi,3.37027104369181*pi,0.975122310494252*pi) q[12];\nu3(0.486915086960109*pi,0.9392859402189899*pi,0.510093588967443*pi) q[13];\nu3(0.477391711704277*pi,0.295881787554952*pi,1.242138459428014*pi) q[14];\nu3(0.521327268052192*pi,0.74417554664489*pi,0.851099856089206*pi) q[15];\nu3(0.175334958373459*pi,-0.4664877231876941*pi,1.061198593100541*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[15];\ncx q[4],q[8];\ncx q[5],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\ncx q[14],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.4341633308903*pi,0.5*pi) q[3];\nu3(3.5*pi,3.39808251456786*pi,0.5*pi) q[4];\nu3(3.5*pi,3.49989968080125*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.25320331373781*pi) q[8];\nu3(1.0*pi,0.0*pi,1.340325037116786*pi) q[9];\nu3(3.5*pi,3.43029321140131*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2566753436061981*pi) q[15];\nu3(1.0*pi,0.0*pi,1.29129845036412*pi) q[16];\ncx q[0],q[7];\ncx q[1],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[15];\ncx q[4],q[8];\ncx q[5],q[9];\ncx q[6],q[11];\ncx q[14],q[16];\nu3(3.5*pi,3.44242227180404*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48170424544177*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.38588413493386*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.210894919293274*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5984117355548586*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.48431778707085*pi) q[9];\nu3(1.0*pi,0.0*pi,1.264514004034607*pi) q[10];\nu3(1.0*pi,0.0*pi,1.232847205469965*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.42960348622541*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.3947721417474*pi) q[16];\ncx q[0],q[7];\ncx q[1],q[10];\nu3(3.5*pi,3.44861618026002*pi,0.5*pi) q[2];\ncx q[3],q[15];\ncx q[4],q[8];\ncx q[5],q[9];\ncx q[6],q[11];\nu3(1.0*pi,0.0*pi,1.41216986848907*pi) q[12];\ncx q[14],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.604671581053735*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.627324657452198*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5124314100508909*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[7];\ncx q[1],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.43566560718707*pi,2.55560227841749*pi,1.253546926910944*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[11];\nu3(0.109129258604332*pi,0.277007484787238*pi,4.163534491739711*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.37520140573721*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.685872681175169*pi,0.302343346117531*pi,4.20402142275859*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.12411531064167*pi,3.15056089026524*pi,1.178492709888526*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.278041973620691*pi,2.99386682725353*pi,1.4498204566982071*pi) q[0];\nu3(0.404470650120518*pi,0.14997479047793605*pi,0.638525980605077*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0810100188659554*pi,0.459366384027572*pi,3.92364594479835*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.41199487455284*pi,0.11934599635354504*pi,4.02633115834787*pi) q[0];\nu3(0.0801977302834815*pi,-0.390416857318967*pi,0.643956886077713*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.73878992725503*pi,3.45613991121145*pi,4.16304568058169*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.455900754260191*pi,3.210469794654*pi,4.44400828805583*pi) q[5];\nu3(0.271045247480933*pi,3.23512787752574*pi,4.35428923774076*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.551138923011674*pi,0.8264483828015401*pi,0.927877895222985*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.750305780979543*pi,0.329086063982715*pi,1.549706434906*pi) q[14];\nu3(0.785454963611318*pi,0.03672494449152297*pi,4.0607093679367*pi) q[15];\nu3(0.554761331615245*pi,0.6724608394360201*pi,0.81635294234239*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.682098353384157*pi,0.57408907811595*pi,1.2025065030048832*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.835128327446835*pi,2.64487639312969*pi,3.4975011837952*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.414688615043669*pi,-0.260181528867925*pi,1.51456561184087*pi) q[7];\nu3(0.827083544412223*pi,-0.020489355711150015*pi,1.0188352056780419*pi) q[9];\nu3(0.488510555077144*pi,0.158328397633703*pi,0.68538854781447*pi) q[10];\nu3(0.554436210162548*pi,-0.03602524352013797*pi,3.92356264356834*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.232613415924508*pi,-0.101043134689562*pi,4.06612151597159*pi) q[14];\nu3(0.750978762207304*pi,3.08085699547879*pi,3.38395173637209*pi) q[15];\nu3(0.301024526988595*pi,0.9403483920109901*pi,4.43027457652008*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.40647711870594*pi,0.21720020917147298*pi,4.12899350914923*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.168457405355222*pi,-0.4898158589510959*pi,4.147927142581921*pi) q[10];\nu3(0.610894799718051*pi,0.78075378118306*pi,0.9175888732881801*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,3.16695958543512*pi,0.5*pi) q[1];\nu3(0.645199914707457*pi,3.21111734636325*pi,3.48136434182326*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.1491052209402501*pi) q[14];\ncx q[1],q[14];\nu3(0.643601198577181*pi,0.5588169177434901*pi,1.112498754752608*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.45116678083221*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(1.0*pi,0.0*pi,1.259344466543555*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[16];\ncx q[5],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(0.668269761373771*pi,3.01811797295795*pi,3.22937030006014*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5384957783590201*pi) q[14];\ncx q[1],q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.49635659953375*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(3.5*pi,3.48407864943277*pi,0.5*pi) q[5];\ncx q[7],q[15];\nu3(1.0*pi,0.0*pi,1.333221257279603*pi) q[8];\nu3(1.0*pi,0.0*pi,1.248860659701167*pi) q[10];\ncx q[11],q[13];\nu3(0.311060822716195*pi,2.7796719384827*pi,1.324888220029582*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.4408730630318995*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[16];\ncx q[5],q[10];\nu3(3.5*pi,3.44768189791032*pi,0.5*pi) q[7];\nu3(3.5*pi,3.395706032532*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.180482377876223*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.2244106522687739*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\ncx q[2],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,4.3977341412290905*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.44472726458833*pi) q[10];\ncx q[11],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.402065019152594*pi,3.30293682565847*pi,1.395681228833624*pi) q[1];\nu3(3.5*pi,3.30536378596587*pi,0.5*pi) q[2];\ncx q[3],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\nu3(1.0*pi,0.0*pi,1.260483777811688*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[9],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.49733743025709*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5548834862404886*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.303598861208152*pi,-0.20249042467275202*pi,0.925323919996367*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[7],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,3.39763041307008*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\ncx q[11],q[13];\nu3(1.0*pi,0.0*pi,1.130895613866504*pi) q[12];\nu3(0.655211809378952*pi,3.4186050587066*pi,0.5626094392597238*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.39131281858512*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.75734180277434*pi,0.132315618589523*pi,0.5067249040571169*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.690076158550887*pi,-0.49559147563093586*pi,0.602809393415785*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.468032383421789*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.755840753806015*pi,-0.474792139055059*pi,0.7500976566684561*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.4118187563745*pi,-0.4514917953579801*pi,1.459147001756671*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.767120867319249*pi,0.14543673479290697*pi,1.3118102463891779*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.580325338908135*pi,-0.217491787893284*pi,3.46738710036157*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.349895649918117*pi,0.97764008963738*pi,4.14557517335796*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.294102008597867*pi,0.6233623877702199*pi,4.03345448003338*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.209037339949677*pi,0.52719956415496*pi,0.7461720106397041*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.496519591822111*pi,-0.45033515597745033*pi,1.4367504601230419*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.815105663081294*pi,-0.08164876693229*pi,1.103218843037258*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.761309817546772*pi,-0.13546429918631497*pi,1.08341040640152*pi) q[15];\nu3(0.712303190203459*pi,0.66214027329909*pi,0.5901342216497759*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.718837509320063*pi,0.39472076690109204*pi,1.204386797049759*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.434341070499452*pi,3.1864460105396*pi,1.80981787571328*pi) q[10];\nu3(0.523320258654516*pi,3.11529965813956*pi,3.1723470232364*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.406125444493457*pi,3.40616580860752*pi,4.1722891008269*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.909998078201503*pi,0.8192324873924699*pi,0.5513043765516894*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.455010182052956*pi,3.30248484224651*pi,4.21049806008837*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.452816191371619*pi,3.27336132049831*pi,1.88145348842987*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.800714734100348*pi,-0.12734418891272598*pi,3.84826298809901*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.510404792160113*pi,-0.14226398027148002*pi,1.399835192954988*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.395554155951577*pi,3.04275388324377*pi,1.85710702870781*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[1],q[11];\nu3(0.666689069065212*pi,0.06823197085090105*pi,3.9969412524735*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.508588813517964*pi,2.83255094313159*pi,3.70905807981465*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.41049191255891*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\ncx q[3],q[8];\nu3(3.5*pi,3.33702747823931*pi,0.5*pi) q[5];\nu3(0.686393140691786*pi,-0.09837539413594298*pi,1.139724785289388*pi) q[6];\nu3(1.0*pi,0.0*pi,1.246509486814555*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.315889450351224*pi) q[11];\nu3(0.361744881976079*pi,0.466367290776483*pi,0.5454565670622941*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[0],q[13];\ncx q[1],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.40328496538799*pi,0.5*pi) q[3];\ncx q[5],q[7];\nu3(0.45718228290319*pi,2.95427042551853*pi,1.9517332696054*pi) q[6];\nu3(1.0*pi,0.0*pi,1.137705939361802*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.434461335174881*pi,2.89165737815185*pi,1.229983931996371*pi) q[12];\nu3(3.5*pi,3.44725565882593*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.47953729817918*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.40632726721436*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.2732497061135302*pi) q[13];\ncx q[0],q[13];\ncx q[1],q[11];\ncx q[2],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[5],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.5201305434741172*pi) q[8];\ncx q[9],q[12];\ncx q[10],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.41673145601259*pi,0.5*pi) q[2];\ncx q[3],q[8];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(3.5*pi,3.29784810532627*pi,0.5*pi) q[9];\nu3(3.5*pi,3.49872360397463*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.201462194243942*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.34393595528934*pi) q[13];\nu3(1.0*pi,0.0*pi,1.363889405196527*pi) q[15];\nu3(1.0*pi,0.0*pi,1.370128011187901*pi) q[16];\ncx q[0],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.43110715862772*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.312089979466744*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[12];\ncx q[10],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.547720198462434*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.704518650289787*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.642924592276195*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[15];\nu3(0.428213357129554*pi,-0.259428108914581*pi,0.653033419610339*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.223813113454179*pi,-0.30098853265119596*pi,1.79866946172304*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.647251564031115*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[12];\ncx q[10],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.44250632000097*pi,3.44969248589976*pi,1.55744523623483*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.2993166351568*pi,0.99318343071948*pi,4.48367778093911*pi) q[3];\ncx q[4],q[6];\nu3(0.552981688442731*pi,-0.37532728624588*pi,3.84803082089293*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.640108426234708*pi,2.68527793079629*pi,4.1397159065993705*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.346404187466011*pi,2.38420697130324*pi,1.3028484989977729*pi) q[7];\nu3(0.116609408480873*pi,0.39098581099041296*pi,3.47171065479387*pi) q[8];\nu3(1.0*pi,0.0*pi,4.0*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.242368043711428*pi,-0.4382659270016049*pi,4.4032753280971*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.506530716874853*pi,3.04403580830105*pi,0.620785319647329*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.774668838009474*pi,3.03631718489979*pi,4.23027856658127*pi) q[6];\nu3(0.702552694354661*pi,-0.07225653765337497*pi,0.8933004998588949*pi) q[7];\nu3(0.488790027112617*pi,0.276615459035801*pi,0.8811125939616831*pi) q[8];\nu3(0.715698478703681*pi,3.41935892631166*pi,0.5280744416994518*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.144820953574097*pi,0.32776301779499395*pi,4.08896867426804*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\nu3(0.428927004205804*pi,0.02259497872335603*pi,3.97098669203586*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.623082788985601*pi,2.70459768441064*pi,4.08166318564386*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.844237880440747*pi,2.47512253655112*pi,3.63379336419427*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.611713934112072*pi,0.09071918407572299*pi,1.0962657282372978*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[8];\nu3(0.46015072881552*pi,3.07576316526169*pi,1.66290348559342*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.895175790204485*pi,0.10718059896403598*pi,4.1690332038864*pi) q[11];\nu3(0.225574912787427*pi,0.18994182535520598*pi,1.2808466119388369*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.820744285883144*pi,-0.456553179738842*pi,0.984164712728631*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.754915729862442*pi,0.26983700485433904*pi,1.258012606598125*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.837619025139906*pi,0.19501129222118896*pi,1.53000997778684*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.444678226537506*pi,-0.344063118798542*pi,0.76039705406343*pi) q[12];\nu3(0.0956352113741892*pi,0.280599395789889*pi,3.65055291783873*pi) q[13];\nu3(0.726417247205494*pi,0.012713091861227044*pi,1.276519021480383*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.533914602202769*pi,-0.459877028625077*pi,3.08099685450847*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.987239370018649*pi,-0.27023779517770097*pi,4.47351141214177*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.47361803916159*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.425157590715549*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.541532902690802*pi,0.021073538094945055*pi,1.51449839119565*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[3];\ncx q[2],q[12];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(3.5*pi,3.47547714485942*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,3.39756745952163*pi,0.5*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3653189217246409*pi) q[8];\ncx q[9],q[10];\nu3(1.0*pi,0.0*pi,1.16997500155629*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[13];\nu3(0.421946447495736*pi,2.89973772081856*pi,1.017910811496931*pi) q[16];\ncx q[0],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.29789299434937*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.49485051331708*pi) q[3];\ncx q[5],q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[11];\nu3(3.5*pi,3.29966769691995*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.252581771393769*pi) q[10];\nu3(1.0*pi,0.0*pi,1.220837086606486*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.48391077952432*pi,0.5*pi) q[0];\ncx q[1],q[3];\ncx q[2],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[6],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,4.3697937586847395*pi) q[8];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,4.45612952917528*pi) q[11];\nu3(1.0*pi,0.0*pi,1.16437052528434*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[8];\nu3(3.5*pi,3.47822331178194*pi,0.5*pi) q[6];\ncx q[7],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.702298655660103*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.46198491699694*pi) q[12];\ncx q[13],q[16];\nu3(1.0*pi,0.0*pi,1.3725519064916298*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,3.46110523917788*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.43477047342869*pi) q[15];\nu3(1.0*pi,0.0*pi,1.143181923523764*pi) q[16];\ncx q[0],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[16];\nu3(0.0*pi,-0.5*pi,0.637086403886742*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.770945720888854*pi,0.363258970081192*pi,4.20761106640156*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.48199779510328*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.311507703438788*pi,-0.25665591590318604*pi,1.3992462929763438*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\ncx q[13],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.311590672667783*pi,0.01663233231732597*pi,4.16785215376855*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.781326061122868*pi,2.82282121606702*pi,3.84985015951579*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.861464396099122*pi,3.31391405462943*pi,0.5922367547944178*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.548669208998701*pi,0.5998594116517599*pi,4.43475809328337*pi) q[10];\nu3(0.194266457358856*pi,-0.151487062811131*pi,4.05278453990426*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.399793322567476*pi,3.23720753708696*pi,1.1978673360971999*pi) q[0];\nu3(0.408418141747252*pi,3.4457988066402*pi,0.9584580771791771*pi) q[1];\nu3(0.735398069203197*pi,3.22137561768134*pi,2.94329170968319*pi) q[2];\nu3(0.277545495999801*pi,3.29098875773765*pi,2.1008422564416*pi) q[3];\nu3(0.345872029668241*pi,2.98450301924719*pi,1.463760634911007*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.394260058337682*pi,3.22874732961857*pi,0.657010732341366*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.315239675980207*pi,-0.28191755133865704*pi,0.901894715040976*pi) q[11];\nu3(0.226570483787819*pi,2.7910179940515*pi,0.868780570091906*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.376929125090885*pi,-0.09375535045136502*pi,0.8427952884373859*pi) q[0];\nu3(0.887401624942128*pi,3.00247746793421*pi,3.12686696645486*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.72202865108743*pi,3.30350033810436*pi,3.35171998030954*pi) q[3];\nu3(0.202127883335325*pi,-0.382756851894316*pi,0.618719905235284*pi) q[5];\nu3(0.94549094006266*pi,3.38289931909356*pi,4.2711158745713*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.863351890588955*pi,2.6270595191501*pi,4.01699483897129*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.164942387557865*pi,-0.07095315810838898*pi,3.85925775588987*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.662140286287088*pi,3.37309455157984*pi,3.90847022782021*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(0.564306560531659*pi,3.17289083974167*pi,2.88307898750983*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.839917006197566*pi,-0.178707268087543*pi,3.44907103975811*pi) q[8];\ncx q[10],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.325711934338873*pi,2.66762249507611*pi,1.105010375421603*pi) q[13];\nu3(0.623277392973607*pi,2.63954937731301*pi,3.79172695746493*pi) q[14];\nu3(0.644604710429194*pi,0.449212792968255*pi,4.060728564306229*pi) q[15];\nu3(0.425966951624191*pi,3.21822811169811*pi,4.38619039562019*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,3.40062506218802*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.333064367514279*pi) q[9];\nu3(3.5*pi,3.19993224854519*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.089585912179329*pi) q[11];\nu3(0.555122543095695*pi,3.19090862273067*pi,3.58444672173743*pi) q[13];\nu3(0.774532988322072*pi,-0.01285963606910101*pi,4.17654807562227*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.459171500455765*pi,0.13233129976689695*pi,1.139887066682074*pi) q[16];\ncx q[0],q[1];\ncx q[2],q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(3.5*pi,3.47386456190125*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[11];\nu3(1.0*pi,0.0*pi,1.343969266498716*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.41616048020642*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,1.3687219530613008*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.48288720822998*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(1.0*pi,0.0*pi,1.232130464318081*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.38714697789949*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5199442826897585*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[1];\ncx q[2],q[9];\ncx q[4],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\ncx q[7],q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\ncx q[10],q[11];\nu3(0.0*pi,-0.5*pi,0.5415628344994946*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.42192794000011*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[12];\nu3(0.0*pi,-0.5*pi,4.46958715459211*pi) q[6];\nu3(3.5*pi,3.42325345511026*pi,0.5*pi) q[7];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.319013022693748*pi) q[16];\ncx q[0],q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.47360779282235*pi,0.5*pi) q[3];\ncx q[4],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[7],q[16];\nu3(3.5*pi,3.45591887469867*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.794551144772094*pi,0.216536352707266*pi,1.413248709673703*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.426649786745025*pi) q[13];\nu3(1.0*pi,0.0*pi,1.279265256014559*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.83045842514555*pi,0.5313829188839101*pi,0.653016845086525*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.741605355056939*pi,3.37059199517839*pi,4.08652426309701*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.198763163253512*pi,2.97644159740752*pi,0.677348610521921*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.45049148015054*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.414494900893868*pi,3.08250787295843*pi,1.277970330979986*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.351006209418515*pi,3.25583088825836*pi,0.5658141999449914*pi) q[11];\nu3(0.887934714961799*pi,0.421037339321523*pi,4.456996585913259*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.23096037165562*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.37728676884586*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.247614583289958*pi,3.33619121996772*pi,1.048262013438128*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.8597775622318*pi,0.41850585210760405*pi,0.61049216076554*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.109139474333705*pi,0.28561984891634495*pi,4.303432754791141*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.208229914667545*pi,3.35003910207556*pi,1.90946190153446*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.617450183593553*pi,1.08687171444442*pi,0.756466079153857*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.792978829489982*pi,3.3293600719346*pi,4.00688698427488*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.864602898692062*pi,0.404570801172095*pi,1.2772397129348039*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.399312842203985*pi,-0.37004778838987*pi,3.96446748834132*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.323266621064752*pi,2.70169554967579*pi,1.223105073675421*pi) q[0];\nu3(0.902565860495048*pi,-0.248685015794252*pi,3.40054187262835*pi) q[1];\ncx q[2],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(0.869852032193292*pi,-0.34122850394457*pi,3.62249997975559*pi) q[6];\nu3(0.852364066774602*pi,-0.050303854922991*pi,3.96664436223731*pi) q[7];\nu3(0.835088541923416*pi,3.44119455317973*pi,3.88336091945149*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.454351768551641*pi,0.6051860201722701*pi,4.4867122460627105*pi) q[16];\nu3(0.54804631428162*pi,3.26136781077402*pi,3.4901034931505*pi) q[0];\nu3(0.749037155412796*pi,0.60123126201365*pi,4.11856044576444*pi) q[1];\nu3(3.5*pi,3.3863102912631*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(3.5*pi,3.38323658905635*pi,0.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.574210421416447*pi,3.32310343903133*pi,4.00108207372664*pi) q[7];\nu3(0.795915358434457*pi,-0.28717765507730497*pi,0.670153902135207*pi) q[8];\nu3(1.0*pi,0.0*pi,1.166890427988384*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.207974830905075*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.182108697519388*pi,3.07678237322666*pi,1.61978331980637*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[14];\nu3(0.284548435346844*pi,2.43547707816166*pi,1.169979612427491*pi) q[3];\ncx q[5],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.493269590288271*pi,3.25707196827349*pi,4.29739747737405*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.600108492258193*pi,3.4658067745076*pi,4.02855750300942*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5084971676958174*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5197393056026937*pi) q[14];\nu3(0.811482298150514*pi,0.7370037829323901*pi,1.083346728534748*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[6];\ncx q[1],q[8];\ncx q[2],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[16];\ncx q[5],q[9];\nu3(0.261153330810952*pi,0.28524686450219905*pi,3.97887032077292*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,3.44166696292896*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49062690616482*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(3.5*pi,3.47132253674002*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.283214343879235*pi) q[6];\nu3(1.0*pi,0.0*pi,1.199448529616536*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[15];\nu3(0.579554018176954*pi,-0.13035676562647402*pi,1.187710169303093*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.238484837252108*pi) q[16];\ncx q[0],q[6];\ncx q[1],q[8];\nu3(0.892900660495439*pi,2.66135879936893*pi,3.83449459562314*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,3.32012333617531*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.225063345641665*pi,-0.255149661898569*pi,1.248450935411219*pi) q[14];\nu3(1.0*pi,0.0*pi,1.095770188850496*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.626325091307718*pi,0.68816582977751*pi,4.3575981539524395*pi) q[2];\nu3(3.5*pi,3.44739848085227*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.507658516095566*pi,-0.109346693281751*pi,1.1468691685235979*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.42443330462997*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.45444998305205*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.2947738738570211*pi) q[10];\ncx q[11],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.649673355332442*pi,0.267030641237444*pi,4.4759983125686595*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5605984759638888*pi) q[16];\ncx q[0],q[6];\ncx q[1],q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[10];\ncx q[4],q[16];\nu3(0.258431875710809*pi,2.82500243262628*pi,1.60019788600108*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\ncx q[12],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.47267392210402*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.656981184338804*pi,-0.103793013088324*pi,3.74541870784279*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.29879628324483*pi) q[10];\ncx q[11],q[15];\nu3(3.5*pi,3.47756783500371*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.315215008877248*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[3],q[10];\nu3(0.706284877994109*pi,3.26221649481954*pi,3.67625643128836*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.217943899377756*pi,0.46001757304757795*pi,3.63043577136769*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.641896962624217*pi,-0.33152242997582404*pi,4.29939743686037*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.594029968388945*pi,-0.20272254872984902*pi,3.49347880177364*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,3.45485735327259*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.542644978825209*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2197020858662229*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.76835000140215*pi,2.3999437716388*pi,3.72938649606383*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\ncx q[7],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\ncx q[12],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.654149783540646*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.352433487795849*pi,2.94793110230038*pi,1.417768248247091*pi) q[0];\nu3(0.653418271240107*pi,-0.4376147839706989*pi,0.5795600752230994*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.860857218389699*pi,0.80042298461714*pi,0.7023217857402679*pi) q[6];\ncx q[7],q[14];\nu3(0.573517048104103*pi,-0.4093245108992516*pi,3.22558684877683*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.234554219300709*pi,0.21064447169142897*pi,1.207541915347939*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.362747718841923*pi,2.95608669189269*pi,1.1986313553045*pi) q[0];\nu3(0.275009767007795*pi,3.27546310423804*pi,1.88157737096399*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.571629698504286*pi,0.8728719929842299*pi,4.32991986860587*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.304572932645103*pi,3.32051361715101*pi,0.5520273686798345*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.766145194730801*pi,0.135681194340445*pi,0.5934138985383194*pi) q[11];\nu3(0.589271230722839*pi,3.36608329528892*pi,3.77539235919101*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.154561295698767*pi,-0.272983366165432*pi,1.012635403661506*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.602212167835009*pi,3.46916140709547*pi,3.02821824274644*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.707325810667297*pi,3.27842105105177*pi,4.4388215366642605*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.265047704735199*pi,2.72867638837256*pi,1.470482125443364*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.668551652458697*pi,0.36415058452136795*pi,0.673892917395286*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.300684856553115*pi,2.7630741769166*pi,0.860978982829155*pi) q[14];\nu3(0.360223463921292*pi,3.09570001154944*pi,0.915961219496964*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.425197820738588*pi,0.181616966561305*pi,4.19212211025872*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.317368606397763*pi,3.08081849181608*pi,0.899061814081545*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.335044013562665*pi,-0.221167874929793*pi,0.799695123242999*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.645669127771398*pi,0.57032365042917*pi,4.07599443116513*pi) q[13];\nu3(0.594872759877759*pi,1.18499028268269*pi,0.724165501232187*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.585306568244248*pi,-0.197859205450012*pi,4.192027701235871*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[15];\ncx q[1],q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(3.5*pi,3.36942094748198*pi,0.5*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.0942546605935761*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.41059939629464*pi,0.5*pi) q[0];\nu3(3.5*pi,3.34701674453838*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,1.2038857110397219*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\ncx q[5],q[11];\ncx q[8],q[16];\ncx q[10],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.219459959262412*pi) q[15];\ncx q[0],q[15];\ncx q[1],q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(3.5*pi,3.47425239474296*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(3.5*pi,3.49259128704242*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48935225276529*pi) q[11];\nu3(1.0*pi,0.0*pi,1.246516598101935*pi) q[12];\nu3(1.0*pi,0.0*pi,1.33725468242971*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,4.47331021684958*pi) q[2];\ncx q[3],q[6];\ncx q[5],q[11];\ncx q[8],q[16];\nu3(3.5*pi,3.49094346141932*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(1.0*pi,0.0*pi,1.324571578982337*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.3562410512657195*pi) q[15];\ncx q[0],q[15];\ncx q[1],q[2];\nu3(3.5*pi,3.448371014725*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.26999518665547*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\ncx q[9],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5154807411959309*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5683614851093006*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\ncx q[8],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\ncx q[10],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.2758702802740505*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.32416922041771*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[9],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.106748797042956*pi,-0.4022949368220352*pi,3.93736749835312*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.261759975914546*pi,3.18067528041965*pi,0.892023325318424*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.406883734560157*pi,0.24860960180949299*pi,4.29134746030559*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.196432073412549*pi,1.11279552372959*pi,4.2046057979884*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.584373270270476*pi,3.39340028030377*pi,3.2931689159316*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.378676498942977*pi,0.47584195103695204*pi,3.80853623737991*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.872521745491034*pi,-0.255480438358087*pi,0.748149586979209*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.764229420693668*pi,1.0813611177805*pi,0.772397694871394*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.572076169845911*pi,-0.281885447707859*pi,0.5084100913434246*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.633290330292323*pi,0.5484586350593099*pi,4.1150235517161295*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.498268094280001*pi,-0.270978974212213*pi,1.317310490844747*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.646981216718912*pi,-0.190805966490533*pi,4.10343308329065*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.33695950987813*pi,0.6005791957537401*pi,0.837637993988699*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.325616579741977*pi,3.42710779253865*pi,1.67562801216294*pi) q[15];\nu3(0.212748929233345*pi,0.36156628931951995*pi,3.63149140053243*pi) q[16];\nu3(0.5463036945674*pi,-0.4002581928931549*pi,1.2133169375634099*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.334416785159715*pi,0.04351439874375995*pi,0.5048462203455792*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.44732056053339*pi,0.8326036812995501*pi,0.5685629456119946*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.44587357498523*pi,-0.106826902180297*pi,4.2721557999446*pi) q[15];\nu3(0.640662206035059*pi,3.08766728551358*pi,3.55246766020888*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0988332894271605*pi,3.02964988745871*pi,1.59324564225083*pi) q[3];\nu3(3.5*pi,3.48773197689441*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.587752540748147*pi,3.15672837147701*pi,3.06650414464925*pi) q[9];\nu3(1.0*pi,0.0*pi,1.0964712544237831*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.721417243529395*pi,-0.253458359904917*pi,4.30196484914051*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.545357188860388*pi,-0.148454521884273*pi,3.58703241983085*pi) q[3];\ncx q[4],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.257184921902176*pi,-0.4783661497632426*pi,4.20674808492087*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.358289349771416*pi,3.34851725457956*pi,1.208460065803251*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\ncx q[1],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.933557340474696*pi,3.18040664863244*pi,3.21403609223496*pi) q[6];\ncx q[7],q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,0.5229983607120712*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,3.43449128985878*pi,0.5*pi) q[0];\nu3(3.5*pi,3.49004740533663*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[10];\nu3(0.395029987061072*pi,0.69950664042096*pi,3.85408453122481*pi) q[6];\nu3(3.5*pi,3.47819800719221*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,0.0*pi,1.304560595463055*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.143915967678822*pi) q[15];\nu3(1.0*pi,0.0*pi,1.210221005171984*pi) q[16];\ncx q[0],q[15];\ncx q[1],q[12];\ncx q[2],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[7],q[16];\ncx q[8],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.36624684250539*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.86347035751371*pi,-0.19350065737393202*pi,3.43580036551283*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(3.5*pi,3.41625055674679*pi,0.5*pi) q[8];\nu3(0.544565877578778*pi,-0.07932540193217802*pi,4.079969740725209*pi) q[10];\nu3(1.0*pi,0.0*pi,1.302136032364929*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.573479360918129*pi) q[12];\nu3(1.0*pi,0.0*pi,1.235560360533593*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5162359924631668*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.43599674605427*pi) q[16];\ncx q[0],q[15];\ncx q[1],q[12];\ncx q[2],q[11];\ncx q[3],q[9];\nu3(0.291657863860045*pi,0.5620756294857201*pi,4.20875357492166*pi) q[4];\ncx q[6],q[14];\ncx q[7],q[16];\ncx q[8],q[13];\nu3(0.459036764286207*pi,2.88280865389447*pi,3.78519561172379*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,3.45819139886893*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[4];\nu3(3.5*pi,3.4511309325132*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.3088421359995221*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.49630343246505*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5987213670228404*pi) q[13];\nu3(1.0*pi,0.0*pi,1.203979553338979*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.116011245898849*pi,2.6511067787827*pi,0.8492733611548979*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[11];\ncx q[3],q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.702943262899637*pi,3.360552077354*pi,3.62972830670185*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.632267927599148*pi,1.07901801948862*pi,0.774439751603408*pi) q[0];\nu3(0.413070913526848*pi,2.92377821235562*pi,0.8732080319132169*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.42997090463618*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.43533139695524*pi) q[14];\nu3(0.73788383156347*pi,2.71079753888219*pi,3.61671528679583*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.395933095855525*pi,-0.381054475870897*pi,1.1632694642857961*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[9];\ncx q[6],q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.337752211735799*pi,-0.302313410036325*pi,1.22164382493856*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.375922376663198*pi,0.8563564586796899*pi,0.5493383348480951*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.702855986639055*pi,0.18165274446630997*pi,1.300537016252554*pi) q[7];\nu3(0.663732692681328*pi,0.47297526960275105*pi,1.228133599378245*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.128922348355886*pi,0.5635754137248301*pi,3.83737404654967*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.778375060994344*pi,-0.237310170653884*pi,3.33701876568977*pi) q[16];\nu3(3.5*pi,3.28509593916032*pi,0.5*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.552374886642451*pi,-0.204477512556006*pi,0.5385367403260638*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.534916578475603*pi,3.46661811885029*pi,3.47340033214425*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.939193438923072*pi,3.16057556808786*pi,2.95635736460612*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.221879896145527*pi) q[15];\nu3(0.447025257017584*pi,0.05617452620486596*pi,1.056746845014157*pi) q[16];\ncx q[0],q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.3701004422091*pi,-0.12289574847361501*pi,1.57816517226428*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.658664425886519*pi,3.16685985418473*pi,3.49736843861712*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[2];\nu3(0.739201738835767*pi,0.30103056751399604*pi,4.3258172518772*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.858863886050606*pi,2.99066211033395*pi,3.22853021257659*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5953851098042895*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.723494884573207*pi,2.64099925961493*pi,3.56397736932519*pi) q[3];\ncx q[5],q[13];\nu3(0.540429624149057*pi,0.8879615863097201*pi,0.736006462811057*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.422040170111452*pi,3.35697268278975*pi,4.3492825227899505*pi) q[11];\nu3(0.911180899793001*pi,3.09409958559275*pi,4.49781126993586*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.34696810526741*pi,0.5*pi) q[5];\nu3(0.554174371625293*pi,0.8773826267695299*pi,0.982609980386861*pi) q[6];\nu3(0.250991852975464*pi,2.89183102147802*pi,1.61322703598683*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.223197084652576*pi) q[13];\nu3(0.643853300087491*pi,-0.20940420750281602*pi,4.44769283312162*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[5],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.386616458177336*pi,0.80030856209988*pi,3.81890384888443*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.524593827211574*pi,0.24283030471691802*pi,1.54915566047326*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,4.44110882692898*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[15];\nu3(0.717743669285053*pi,-0.15428474178428803*pi,1.004412459403093*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\ncx q[5],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,3.48693080654387*pi,0.5*pi) q[11];\nu3(0.63662447304882*pi,-0.112084079079464*pi,3.40587305821722*pi) q[15];\nu3(1.0*pi,0.0*pi,1.218382838894955*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.43263761924369*pi,0.5*pi) q[1];\nu3(3.5*pi,3.45289860959033*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(1.0*pi,0.0*pi,1.421583213439924*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.154812769994813*pi) q[6];\ncx q[8],q[9];\nu3(3.5*pi,3.42606536447307*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2510016673685591*pi) q[14];\nu3(0.263693050862086*pi,2.92013606031879*pi,1.58622353451242*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[4];\nu3(3.5*pi,3.46846217559103*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.238402700475657*pi) q[7];\nu3(3.5*pi,3.43022545625959*pi,0.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.231625596674132*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,0.6171673180053789*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,4.48971159389363*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5939656947452203*pi) q[6];\ncx q[8],q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\ncx q[11],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.48514358395332*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[1],q[6];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5961460985680831*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.631121586927378*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.804997494572942*pi,0.08197023014211702*pi,4.24214980838713*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\ncx q[8],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.746713355753034*pi,0.23913590406526997*pi,1.328722390458596*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.771826702191977*pi,0.04657146166196202*pi,1.452945126982081*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.973417880352956*pi,3.17574574697639*pi,3.57567671521886*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.667821161810715*pi,-0.005124100909672025*pi,1.366934575432368*pi) q[11];\nu3(0.393795098522838*pi,3.32828653438959*pi,0.7973681685003551*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.3304424311013*pi,-0.4195462284572214*pi,1.1258492761887648*pi) q[16];\nu3(0.766832730581292*pi,0.5352058787239999*pi,4.13549945623903*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.452260816678097*pi,2.54998443097818*pi,1.063433414578425*pi) q[8];\nu3(0.550919131377299*pi,3.16585278336375*pi,3.51443414456451*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.308000705689982*pi,3.43951913823844*pi,1.73812039806434*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.443040666049312*pi,0.30395513798681395*pi,4.22936947076562*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.750638749614505*pi,-0.4491647103974642*pi,3.21487841596793*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.541185415342214*pi,3.17700975399278*pi,1.79612398672134*pi) q[8];\nu3(0.378992063486562*pi,0.38045286756641405*pi,3.65861903732634*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.317560288358742*pi,2.59526068474746*pi,1.497853349674445*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.44308377636016*pi,0.88427525789074*pi,0.644270964385477*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.647956585173641*pi,0.12283602942032101*pi,1.026412059255983*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.451673479647471*pi,-0.252043152101574*pi,4.43061132032569*pi) q[6];\nu3(0.563258940254185*pi,2.5080684754792*pi,3.51146276394825*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.447594823090707*pi,0.08565709788870002*pi,4.4587110368885*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.425576872093585*pi,3.23656166301817*pi,2.1182360989618703*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.281006502052043*pi,-0.4921723307228536*pi,1.92594246893724*pi) q[7];\ncx q[8],q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.762363107237182*pi,0.6532273589368001*pi,4.40745598788695*pi) q[14];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.0940459467891471*pi,0.12546746009630805*pi,0.634274334742366*pi) q[2];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.48846362981675*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.1941195432770901*pi) q[11];\nu3(0.329042814147192*pi,0.5694950721227301*pi,4.17183963426633*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.804155054396453*pi,2.81230553713739*pi,3.71157741020339*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(3.5*pi,3.45712169442974*pi,0.5*pi) q[0];\nu3(3.5*pi,3.41791056735806*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[3],q[9];\nu3(0.146298321100247*pi,0.08899803430085795*pi,4.179819844573149*pi) q[4];\ncx q[5],q[7];\nu3(1.0*pi,0.0*pi,1.322969696909607*pi) q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5142541782111812*pi) q[11];\nu3(1.0*pi,0.0*pi,1.342744965867829*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[13];\ncx q[2],q[12];\nu3(3.5*pi,3.47560195320331*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,3.3885480719909*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.2290701309793701*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.21113632106602*pi) q[9];\ncx q[10],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(3.5*pi,3.43052124837731*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,4.494487400667531*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(3.5*pi,3.38480888208191*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.3043227676181721*pi) q[12];\nu3(0.0*pi,-0.5*pi,0.5158992445365094*pi) q[13];\nu3(1.0*pi,0.0*pi,1.2275834286355178*pi) q[14];\ncx q[0],q[6];\ncx q[1],q[13];\ncx q[2],q[12];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\ncx q[4],q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,0.5828394245561048*pi) q[7];\nu3(0.8886576565723*pi,0.060621867381586036*pi,4.10265174782573*pi) q[8];\nu3(0.0*pi,-0.5*pi,4.49911424466029*pi) q[9];\ncx q[10],q[14];\nu3(0.505418386165354*pi,3.05031194694825*pi,4.17876293677063*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\ncx q[3],q[9];\nu3(3.5*pi,3.46759845202154*pi,0.5*pi) q[4];\ncx q[5],q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.351045909848614*pi,0.013246178381911*pi,4.43018049552707*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(0.331012889425999*pi,0.55534771056774*pi,0.838187226766132*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.5944103669577089*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.45686368965117*pi) q[14];\nu3(1.0*pi,0.0*pi,1.351661958594377*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\ncx q[2],q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.920012521069661*pi,3.03680506161934*pi,3.04274169275121*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5130697425780139*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.423224460220456*pi,2.7237151942762*pi,1.3689234971611839*pi) q[1];\nu3(0.436780920328254*pi,0.7861854264682999*pi,4.43114881399678*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[15];\nu3(0.459345448864471*pi,0.09229034629301203*pi,4.452772635358659*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.493387948829463*pi,0.09503132794316704*pi,0.5476649000741572*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.80202618325604*pi,-0.4619252771478503*pi,1.037318320169321*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.210594321525751*pi,3.26801891739036*pi,0.5557929672133549*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.30283800664181*pi,0.5*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.427414247515314*pi,-0.41672993637146*pi,4.28302223118604*pi) q[12];\nu3(0.641797796797361*pi,-0.10927658163345799*pi,3.77441838038553*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.273572401693444*pi) q[16];\nu3(0.719294050942761*pi,0.43272743518407597*pi,4.056472076263891*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.309680643328791*pi,0.338695795818755*pi,3.93455293585035*pi) q[3];\nu3(0.824977998572092*pi,1.00506038070048*pi,0.5963729778458159*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.876888337065806*pi,-0.435947193260673*pi,0.824016373199865*pi) q[6];\nu3(0.926869123134209*pi,2.79177466198446*pi,3.37149123437865*pi) q[7];\ncx q[8],q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.876855110723743*pi,3.36514892353209*pi,4.2686831184021905*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.188950647950589*pi,-0.06304496551456101*pi,4.3073349912077195*pi) q[15];\nu3(0.942707345838282*pi,2.83239503555568*pi,3.66913961228115*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.339280326837713*pi,-0.353736725637401*pi,1.8031069591762*pi) q[3];\nu3(0.430859990213927*pi,-0.347945655856431*pi,1.295973838281381*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.126241456324072*pi,-0.105171617927097*pi,4.2917035693273*pi) q[6];\nu3(0.209346094477128*pi,3.10406414106783*pi,0.5102746978610324*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.623405303705404*pi,-0.23250805391712298*pi,4.43013981381423*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.531235713086217*pi,-0.09641524631315501*pi,4.24630229698171*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.4458355910896*pi) q[16];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[7];\ncx q[8],q[16];\nu3(0.382757723692785*pi,-0.38303971361272*pi,0.81954098803936*pi) q[9];\nu3(0.242535295776065*pi,-0.272899643076977*pi,4.375149464955101*pi) q[10];\ncx q[12],q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.810267923600189*pi,0.54981917404024*pi,1.355241697603607*pi) q[9];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,3.32851137059066*pi,0.5*pi) q[12];\nu3(1.0*pi,0.0*pi,1.209351048524126*pi) q[13];\nu3(0.460594441612795*pi,2.60727929810619*pi,1.148252111873115*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.48018945678929*pi,0.5*pi) q[1];\ncx q[2],q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.181554867438745*pi) q[11];\ncx q[12],q[13];\nu3(0.633835910689809*pi,0.6926554013383*pi,4.21894647772429*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[11];\nu3(3.5*pi,3.44110683421125*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.278330699523988*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.480741179399081*pi) q[13];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[10];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[3];\ncx q[4],q[5];\ncx q[6],q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5646052510910455*pi) q[11];\ncx q[12],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\nu3(3.5*pi,3.3967117198331*pi,0.5*pi) q[0];\ncx q[1],q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.37373838785116*pi) q[3];\nu3(3.5*pi,3.39961792579393*pi,0.5*pi) q[4];\nu3(1.0*pi,0.0*pi,1.2166639112356181*pi) q[5];\nu3(3.5*pi,3.37057881793168*pi,0.5*pi) q[6];\nu3(0.26866171257486*pi,0.11977082664308802*pi,0.634929171355259*pi) q[8];\nu3(1.0*pi,0.0*pi,1.291708853702054*pi) q[9];\nu3(1.0*pi,0.0*pi,1.331748140820625*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,4.0*pi) q[16];\ncx q[0],q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[3];\ncx q[4],q[5];\ncx q[6],q[9];\nu3(0.259334525292742*pi,0.16970520173911896*pi,1.291544751750965*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.731365052400943*pi,0.7919600440927499*pi,1.1950633706564249*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,0.5548528700618114*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5522019450600856*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.3157822311353105*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[14];\nu3(0.517707462831493*pi,-0.25619274516297197*pi,4.35973565810651*pi) q[16];\ncx q[0],q[10];\nu3(0.405943507876558*pi,3.02265309245894*pi,0.5381389630315982*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[5];\ncx q[6],q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,4.0*pi) q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.735539826034553*pi,-0.26838248400348197*pi,3.32359442400435*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.484518356326011*pi,-0.06264502933704402*pi,0.777434792054444*pi) q[12];\nu3(1.0*pi,0.0*pi,4.0*pi) q[13];\nu3(3.5*pi,3.48283858230032*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.4072602595409571*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.405904802372328*pi,0.30232097289348103*pi,0.898963483200084*pi) q[6];\nu3(0.664161801599805*pi,-0.274314950319109*pi,1.187019545975037*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.492904276921871*pi,2.67754585768514*pi,1.429205253393897*pi) q[11];\nu3(0.418724040900225*pi,0.9676295379736699*pi,4.109881717564241*pi) q[12];\nu3(0.56624075371334*pi,0.8050811367002599*pi,0.83206854632853*pi) q[13];\ncx q[14],q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.409340635505505*pi,3.10373535316637*pi,4.46405095483808*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.685941639415753*pi,2.96988821307596*pi,3.94398639994069*pi) q[6];\nu3(0.404380148058809*pi,3.28744747415199*pi,1.40722276945499*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.686152555707682*pi,-0.35179227423587*pi,4.486987482238661*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.720913664938326*pi,3.11155582474253*pi,3.49437813652476*pi) q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.444570623563321*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.64116325350011*pi,0.480622964982656*pi,4.23568558041751*pi) q[2];\nu3(0.246086075211036*pi,-0.22130944950069797*pi,1.056746588905133*pi) q[3];\nu3(0.189079017358378*pi,-0.06091687569375698*pi,0.610477783986356*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\ncx q[14],q[15];\nu3(1.0*pi,0.0*pi,4.0*pi) q[0];\nu3(0.077233228556112*pi,0.5578557280019201*pi,0.642458928905681*pi) q[2];\nu3(0.741589755047176*pi,-0.292149185390975*pi,0.5148495800879213*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.959628158153467*pi,3.18317631510784*pi,4.2982912406789*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.363675004121166*pi,0.376988563860467*pi,0.5088267961360808*pi) q[5];\nu3(1.5*pi,0.0*pi,1.5*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.228286026921044*pi,3.27794598544289*pi,0.5177706925943685*pi) q[0];\nu3(3.5*pi,3.36361792926086*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\ncx q[6],q[16];\nu3(3.5*pi,3.47944440562139*pi,0.5*pi) q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[9];\nu3(1.0*pi,0.0*pi,4.0*pi) q[10];\nu3(1.5*pi,0.0*pi,1.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.375896330428201*pi) q[12];\nu3(1.0*pi,0.0*pi,1.115186439288596*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.676836527200621*pi,-0.028169457199553993*pi,1.036931044375173*pi) q[0];\ncx q[1],q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,3.3435040656277*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.214300515989627*pi) q[16];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\ncx q[5],q[8];\ncx q[6],q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\nu3(0.23751976728119*pi,0.393912477146516*pi,0.796039760127092*pi) q[10];\nu3(0.0*pi,-0.5*pi,0.5054081795584912*pi) q[12];\nu3(0.0*pi,-0.5*pi,4.47522337856806*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\ncx q[1],q[13];\ncx q[2],q[4];\nu3(3.5*pi,3.36782038311088*pi,0.5*pi) q[5];\nu3(0.5*pi,0.0*pi,0.5*pi) q[6];\ncx q[7],q[12];\nu3(1.0*pi,0.0*pi,1.158439450027101*pi) q[8];\nu3(0.571940857030872*pi,-0.12727500100851702*pi,1.163478829216887*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.47876035264793*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(3.5*pi,3.40440075574929*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.227964104074621*pi) q[4];\ncx q[5],q[8];\ncx q[6],q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.571958038268748*pi,3.39227938106716*pi,4.21134879592114*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\ncx q[0],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.5341689206427195*pi) q[8];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.470329233881908*pi,0.74961490637404*pi,0.747523196362283*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(3.5*pi,3.4352033197621*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.368021121472815*pi) q[3];\nu3(0.0*pi,-0.5*pi,4.37557684726833*pi) q[4];\ncx q[5],q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.125926830950162*pi,0.310241289929557*pi,3.6726850624543*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[0],q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.496150911502585*pi,-0.130299403607249*pi,4.48155085752*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.62572035665942*pi,-0.23848733920320397*pi,4.17919504132428*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.776277165551769*pi,-0.08516960815004498*pi,0.901930710199382*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,0.622247465053231*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0484227138905717*pi,-0.204961818821073*pi,4.169018917160789*pi) q[5];\nu3(0.565909159998837*pi,-0.4721178320381205*pi,4.074177184595349*pi) q[6];\nu3(0.729859285626956*pi,-0.19950152290162*pi,4.24668165343642*pi) q[7];\nu3(0.698455006931479*pi,0.09856656391662999*pi,1.2019180810353731*pi) q[8];\ncx q[9],q[14];\nu3(0.245960882327722*pi,3.1796328723267*pi,1.85244871745866*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[3];\nu3(0.501175479156801*pi,3.21115187152411*pi,3.18527696452904*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.0379534261646521*pi,-0.4368801714673233*pi,0.7899960630782781*pi) q[5];\nu3(0.198265055860747*pi,0.486070231753127*pi,4.06677643666208*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.492807821032535*pi,3.01608646963098*pi,1.54958958470084*pi) q[8];\nu3(3.5*pi,3.49033614358361*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[12];\nu3(0.210970697250614*pi,-0.412576498572512*pi,0.8535148971615709*pi) q[13];\nu3(1.0*pi,0.0*pi,1.23458208541059*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.165347710202998*pi,0.12008355432601403*pi,0.724677454497879*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[9],q[14];\ncx q[11],q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[12];\nu3(0.729843608635788*pi,-0.361328475646072*pi,0.902931735520038*pi) q[13];\nu3(0.398645911172063*pi,3.18981813623472*pi,2.0747865660632003*pi) q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(0.5*pi,0.0*pi,0.5*pi) q[9];\nu3(3.5*pi,3.37890087901083*pi,0.5*pi) q[11];\nu3(1.5*pi,0.0*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.5058817752780937*pi) q[14];\nu3(1.0*pi,0.0*pi,1.228725955729896*pi) q[15];\nu3(0.86561014524317*pi,-0.4916203841628666*pi,3.61996763427879*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.412393421732229*pi,2.58134103437993*pi,1.000871301082148*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\ncx q[9],q[14];\ncx q[11],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.338829655859533*pi,2.42556789298763*pi,1.130847461949846*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.64031194320042*pi,2.53529029978639*pi,3.50369197239897*pi) q[2];\nu3(0.207854623148638*pi,0.340810681318798*pi,3.81364984805872*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\ncx q[7],q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.46065418250253*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(0.711931643153138*pi,0.04426929995270901*pi,0.656340976286281*pi) q[0];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.754831962712281*pi,-0.222214559209291*pi,1.256640338252471*pi) q[3];\nu3(0.872335802398929*pi,3.242298383621*pi,3.80729880377661*pi) q[4];\nu3(3.5*pi,3.38177657916357*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\ncx q[11],q[15];\nu3(1.0*pi,0.0*pi,1.275519827438649*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(0.585518622927805*pi,0.9580538838811901*pi,0.8791149173621791*pi) q[4];\ncx q[7],q[13];\nu3(3.5*pi,3.37480101014403*pi,0.5*pi) q[8];\nu3(0.154662436571361*pi,0.6810123994422499*pi,0.619535162698025*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(1.0*pi,0.0*pi,1.267451931708063*pi) q[16];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[7];\ncx q[8],q[16];\nu3(0.761900320905633*pi,-0.16534851668649198*pi,4.45973950213793*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.38783137709839*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(3.5*pi,3.47817844984017*pi,0.5*pi) q[1];\ncx q[2],q[4];\nu3(1.0*pi,0.0*pi,1.408923632536879*pi) q[6];\ncx q[7],q[13];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.40602876177488*pi,-0.431026397839373*pi,4.3442154375392406*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,4.44431397645767*pi) q[16];\ncx q[1],q[6];\nu3(3.5*pi,3.25611059449317*pi,0.5*pi) q[2];\nu3(1.0*pi,0.0*pi,1.157332558342103*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[16];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.450134992189148*pi,-0.21836914799235502*pi,0.641248310780464*pi) q[14];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\ncx q[2],q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,4.49458708847406*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.622270057228991*pi,2.7142631614252*pi,3.79274540331593*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\ncx q[1],q[6];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,4.4180636349301*pi) q[4];\nu3(3.5*pi,3.4963640249492*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(1.0*pi,0.0*pi,1.131491965555314*pi) q[9];\nu3(0.698453546721947*pi,-0.208391351502985*pi,4.11056138378015*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\ncx q[2],q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[13];\nu3(0.207169461562639*pi,-0.14855596863841403*pi,0.9190505140931691*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,0.5690378378949907*pi) q[9];\nu3(3.5*pi,3.44583014866583*pi,0.5*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,0.0*pi,1.233458817071152*pi) q[14];\nu3(0.128364424186704*pi,2.43043137170875*pi,1.158377076920279*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[16];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\ncx q[3],q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.36801584477069*pi,-0.40409763963574963*pi,0.640309748166101*pi) q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[8];\ncx q[10],q[14];\nu3(0.622429841838703*pi,3.06733786784481*pi,3.77478933471505*pi) q[13];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(3.5*pi,3.39403268745398*pi,0.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.216987764066892*pi,2.94521114244953*pi,1.54854661485098*pi) q[7];\nu3(0.302996590185489*pi,0.47364757327526497*pi,0.613993441757875*pi) q[8];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.5*pi,0.0*pi,0.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.197384430588385*pi) q[11];\nu3(0.907871167242872*pi,-0.06547989942228799*pi,3.50838637488513*pi) q[13];\nu3(0.0*pi,-0.5*pi,0.648483244308788*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.463827644115962*pi,0.32991811645593605*pi,3.86492239552099*pi) q[16];\ncx q[0],q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,0.0*pi,4.0*pi) q[2];\ncx q[3],q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.163353569224631*pi,2.7965719067589*pi,1.3257623055426961*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.119235122215007*pi,0.72611356545554*pi,4.02758040388604*pi) q[8];\nu3(0.342807212333818*pi,0.5271049068914999*pi,0.827629634238003*pi) q[9];\ncx q[10],q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.111949455447738*pi,0.21734227761589997*pi,3.99665813509769*pi) q[16];\nu3(3.5*pi,3.44965240596945*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[1];\nu3(0.630715597107247*pi,0.22439223053184099*pi,1.450121074506872*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.276682854252482*pi,0.7914274484075501*pi,3.89020458038256*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[8];\nu3(0.586098543617323*pi,3.35142726023777*pi,3.67173170873367*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.430687305215621*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.165584628172975*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[16];\ncx q[0],q[15];\nu3(0.378087809824294*pi,2.84093475540229*pi,0.940820173136237*pi) q[1];\nu3(0.515256459087429*pi,3.22705879079032*pi,4.34550709599364*pi) q[2];\ncx q[3],q[11];\nu3(0.551360347055291*pi,0.049919306716901035*pi,0.623550666836677*pi) q[4];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[5];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.5*pi,0.0*pi,1.5*pi) q[8];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.323342845465438*pi,-0.158672448152764*pi,1.460712218182673*pi) q[10];\nu3(0.670924337409209*pi,-0.018435159469170015*pi,4.1060519723076805*pi) q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(0.558059687121715*pi,2.56435847750802*pi,3.84945705005591*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(0.780783517541101*pi,0.028668466203750964*pi,0.5044914240185561*pi) q[4];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[9];\nu3(0.203763318506801*pi,1.17692769547818*pi,4.2739570822176*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.773605230567689*pi,-0.433451171356413*pi,4.39304654732547*pi) q[14];\nu3(0.0*pi,-0.5*pi,0.5726202778101436*pi) q[15];\ncx q[0],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.491250476159249*pi,3.36720873009647*pi,1.9803149781347*pi) q[6];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.490335023634087*pi,-0.31688819209964103*pi,3.85001401128998*pi) q[6];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.533359748668092*pi,0.5258902762617601*pi,1.3657718958982419*pi) q[0];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[3];\ncx q[4],q[14];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.606064413561139*pi,0.0005896169028010156*pi,4.25258532234528*pi) q[15];\nu3(0.291162585908584*pi,1.0048286352932*pi,4.1314576761894095*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[7];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.28857930008443*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(1.0*pi,0.0*pi,1.196015023827432*pi) q[14];\nu3(0.574427029539033*pi,0.397188091151077*pi,4.37607708111459*pi) q[15];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,3.3458237402806*pi,0.5*pi) q[1];\nu3(3.5*pi,3.41203752180141*pi,0.5*pi) q[2];\nu3(0.727379896802701*pi,3.23849805219567*pi,0.712783914809021*pi) q[3];\ncx q[4],q[14];\nu3(3.5*pi,3.49778711931739*pi,0.5*pi) q[5];\nu3(1.0*pi,0.0*pi,1.172034665542892*pi) q[6];\nu3(1.0*pi,0.0*pi,1.346052595812039*pi) q[7];\nu3(1.0*pi,0.0*pi,1.3796783271419821*pi) q[10];\nu3(0.7115186863721*pi,0.75287026751572*pi,0.809918812494625*pi) q[11];\nu3(0.0*pi,-0.5*pi,4.0*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[7];\nu3(0.919106354580395*pi,-0.365682184109413*pi,4.16544100084655*pi) q[3];\nu3(0.5*pi,0.0*pi,0.5*pi) q[4];\ncx q[5],q[10];\nu3(0.825956253908613*pi,0.5858814061180899*pi,0.5628721166727746*pi) q[11];\nu3(0.0*pi,-0.5*pi,0.6329978281965221*pi) q[14];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[0];\nu3(0.5*pi,0.0*pi,0.5*pi) q[1];\nu3(0.5*pi,0.0*pi,0.5*pi) q[2];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\ncx q[4],q[14];\nu3(0.5*pi,0.0*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,4.44644102378225*pi) q[6];\nu3(0.0*pi,-0.5*pi,0.797939979130761*pi) q[7];\nu3(0.0*pi,-0.5*pi,0.6514674299273839*pi) q[10];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[15];\nu3(1.5*pi,0.0*pi,1.5*pi) q[0];\ncx q[1],q[6];\ncx q[2],q[7];\nu3(1.5*pi,0.0*pi,1.5*pi) q[3];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[4];\ncx q[5],q[10];\ncx q[8],q[11];\ncx q[12],q[15];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[14];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(3.5*pi,3.28880800985885*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(1.0*pi,0.0*pi,1.101515297191642*pi) q[11];\nu3(3.5*pi,3.48359280869214*pi,0.5*pi) q[12];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[14];\nu3(1.0*pi,0.0*pi,1.391720851118054*pi) q[15];\nu3(3.5*pi,3.45000069402352*pi,0.5*pi) q[0];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[2];\nu3(3.5*pi,3.44944120667108*pi,0.5*pi) q[3];\nu3(0.279048497343909*pi,-0.4051510158766961*pi,1.475869888590946*pi) q[4];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[7];\ncx q[8],q[11];\nu3(1.0*pi,0.0*pi,1.247038599577664*pi) q[9];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[10];\ncx q[12],q[15];\nu3(1.0*pi,0.0*pi,1.326712046862345*pi) q[13];\nu3(1.0*pi,0.0*pi,4.0*pi) q[14];\ncx q[0],q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[1];\nu3(0.819853031019589*pi,2.99529474472897*pi,3.29217483038957*pi) q[2];\ncx q[3],q[13];\nu3(0.219118556934774*pi,3.34021698625018*pi,0.7762155160342741*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[5];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.5*pi,0.0*pi,0.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.0*pi) q[10];\nu3(0.0*pi,-0.5*pi,4.48702364074268*pi) q[11];\nu3(0.5*pi,0.0*pi,0.5*pi) q[12];\nu3(0.625789966759911*pi,3.06475893377893*pi,3.05202275594345*pi) q[14];\nu3(0.0*pi,-0.5*pi,4.4413031226817*pi) q[15];\nu3(0.5*pi,0.0*pi,0.5*pi) q[0];\nu3(1.0*pi,0.0*pi,4.0*pi) q[1];\nu3(0.662218452403174*pi,0.08736728788089798*pi,1.073954806075613*pi) q[2];\nu3(0.5*pi,0.0*pi,0.5*pi) q[3];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[4];\nu3(0.895327912474473*pi,2.43765868343742*pi,3.7361000072259*pi) q[5];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\ncx q[8],q[11];\nu3(0.0*pi,-0.5*pi,4.3664003744735105*pi) q[9];\nu3(0.32902788944122*pi,2.94937243909908*pi,0.920045201421916*pi) q[10];\ncx q[12],q[15];\nu3(0.0*pi,-0.5*pi,0.62640570342788*pi) q[13];\nu3(0.290740986962742*pi,0.35669124577564104*pi,3.83575780156472*pi) q[14];\ncx q[0],q[9];\nu3(0.479246563300102*pi,3.20231492621577*pi,1.86784625731881*pi) q[1];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[2];\ncx q[3],q[13];\nu3(1.5*pi,0.0*pi,1.5*pi) q[4];\nu3(0.570329413906633*pi,-0.07865695723189903*pi,3.78199854379271*pi) q[5];\nu3(1.0*pi,0.0*pi,4.0*pi) q[6];\nu3(0.717888685428581*pi,-0.354169264425812*pi,0.5111604028331439*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.333220960071996*pi,0.09548103997874402*pi,1.0666601170710361*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.392399546165463*pi,0.52285266168053*pi,3.89842696394116*pi) q[1];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[2];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[5];\nu3(0.186194931295911*pi,0.404627718164392*pi,3.4296338719212*pi) q[6];\nu3(0.305478055686655*pi,2.50364430727233*pi,1.250654982940905*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[14];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[2];\nu3(0.757351111082347*pi,3.30548850085459*pi,3.19889471796111*pi) q[3];\nu3(1.5*pi,0.0*pi,1.5*pi) q[5];\nu3(0.728109910551667*pi,3.20126096546185*pi,4.19575126447085*pi) q[6];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[7];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[10];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.520326148688817*pi,0.19298652561255103*pi,4.45323008136465*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[1];\nu3(1.5*pi,0.0*pi,1.5*pi) q[2];\nu3(0.470074825739759*pi,2.85008657717923*pi,3.59319726891029*pi) q[3];\ncx q[4],q[7];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[6];\nu3(1.0*pi,0.0*pi,4.0*pi) q[8];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[9];\nu3(1.5*pi,0.0*pi,1.5*pi) q[10];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[11];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[12];\nu3(0.372039028244412*pi,3.41696773171726*pi,1.53047626249856*pi) q[13];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[15];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[0];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[3];\nu3(3.5*pi,3.31588578943768*pi,0.5*pi) q[4];\nu3(0.0*pi,-0.5*pi,1.5*pi) q[6];\nu3(1.0*pi,0.0*pi,1.2644007369553432*pi) q[7];\nu3(0.259294228588504*pi,-0.363684182734255*pi,1.26197436065644*pi) q[8];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[9];\ncx q[10],q[16];\nu3(1.0*pi,0.0*pi,4.0*pi) q[11];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[12];\nu3(3.5*pi,-0.5*pi,0.5*pi) q[13];\nu3(1.0*pi,-0.5*pi,0.5*pi) q[15];\nu3(0.222969139064875*pi,2.90385307329056*pi,0.94793531408577*pi) q[0];\nu3(0.5*pi,-0.5*pi,0.5*pi) q[